Liczbowe dane odniesienia dla mieszanin alkoholu etylowego i wody.

Dziennik Ustaw

Dz.U.2003.38.331

Akt utracił moc
Wersja od: 6 marca 2003 r.

ROZPORZĄDZENIE
MINISTRA GOSPODARKI, PRACY I POLITYKI SPOŁECZNEJ1)
z dnia 5 lutego 2003 r.
w sprawie liczbowych danych odniesienia dla mieszanin alkoholu etylowego i wody

Na podstawie art. 9 pkt 9 ustawy z dnia 11 maja 2001 r. - Prawo o miarach (Dz. U. Nr 63, poz. 636 i Nr 154, poz. 1800 oraz z 2002 r. Nr 155, poz. 1286 i Nr 166, poz. 1360) zarządza się, co następuje:
Rozporządzenie określa:
1)
wzory i metody służące do obliczania liczbowych danych odniesienia dla mieszanin alkoholu etylowego i wody, zwanych dalej "mieszaninami";
2)
metody wyrażania zawartości alkoholu, zwanej również "mocą alkoholu";
3)
rodzaje pomiarów, jakie należy wykonać w celu wyznaczenia zawartości alkoholu;
4)
Podstawowe Tablice Alkoholometryczne.
Ilekroć w rozporządzeniu jest mowa o:
1)
"tablicach alkoholometrycznych", należy przez to rozumieć tablice zawierające liczbowe dane odniesienia dla mieszanin, stosowane do prawidłowego obliczania zawartości (mocy) alkoholu w tych mieszaninach;
2)
"Podstawowych Tablicach Alkoholometrycznych", należy przez to rozumieć tablice, w których są podane podstawowe, wyliczone, liczbowe dane odniesienia dla mieszanin;
3)
"zawartości (mocy) alkoholu", należy przez to rozumieć ułamek objętościowy lub ułamek masowy alkoholu w mieszaninie;
4)
"ułamku objętościowym q", należy przez to rozumieć stosunek objętości czystego, bezwodnego alkoholu etylowego w temperaturze 20 °C, zawartego w mieszaninie, do jej całkowitej objętości w tej samej temperaturze;
5)
"ułamku masowym p", należy przez to rozumieć stosunek masy alkoholu etylowego zawartego w mieszaninie do jej całkowitej masy.
1.
Moc alkoholu wyraża się w procentach, jako liczbę części alkoholu w stu częściach mieszaniny.
2.
Przy określaniu mocy, o której mowa w ust. 1, należy stosować następujące symbole:
1)
"% vol" dla ułamka objętościowego;
2)
"% mas" dla ułamka masowego.
1.
W celu wyznaczenia mocy alkoholu należy zmierzyć:
1)
gęstość lub ułamek masowy lub ułamek objętościowy w temperaturze mieszaniny;
2)
temperaturę mieszaniny.
2.
Na podstawie danych, o których mowa w ust. 1, moc alkoholu odczytuje się z odpowiednich tablic alkoholometrycznych.
3.
Pomiary, o których mowa w ust. 1 pkt 1, wykonuje się za pomocą przyrządu pomiarowego o odpowiedniej dokładności, w szczególności:
1)
alkoholomierza lub densymetru do alkoholu;
2)
piknometru;
3)
gęstościomierza oscylacyjnego;
4)
wagi hydrostatycznej.
1.
Gęstość mieszaniny ρ, wyrażoną w kilogramach na metr sześcienny, w temperaturze t z zakresu od -20 °C do +40 °C, oblicza się według wzoru:

wzór

gdzie:

p - ułamek masowy, wyrażony w postaci ułamka dziesiętnego,

t - temperatura, wyrażona w stopniach Celsjusza, zgodnie z Międzynarodową Praktyczną Skalą Temperatur 68,

n = 5,

m1 = 11,

m2 = 10,

m3 = 9,

m4 = 4,

m5 = 2,

Ak, Bk, Ci, k - współczynniki liczbowe.

2.
Wartości współczynników liczbowych Ak, Bk, Ci,k, o których mowa w ust. 1, określa załącznik nr 1 do rozporządzenia.
1.
Opis Podstawowych Tablic Alkoholometrycznych, opis metod służących do ich utworzenia oraz wskazówki dotyczące obliczania innych tablic alkoholometrycznych stosowanych w procesach pomiarowych związanych z mieszaninami zawiera załącznik nr 2 do rozporządzenia.
2.
Podstawowe Tablice Alkoholometryczne określa załącznik nr 3 do rozporządzenia.
Rozporządzenie wchodzi w życie po upływie 7 dni od dnia ogłoszenia.
______

1) Minister Gospodarki, Pracy i Polityki Społecznej kieruje działem administracji rządowej - gospodarka, na podstawie § 1 ust. 2 pkt 1 rozporządzenia Prezesa Rady Ministrów z dnia 7 stycznia 2003 r. w sprawie szczegółowego zakresu działania Ministra Gospodarki, Pracy i Polityki Społecznej (Dz. U. Nr 1, poz. 5).

ZAŁĄCZNIKI

ZAŁĄCZNIK Nr  1

WARTOŚCI WSPÓŁCZYNNIKÓW LICZBOWYCH Ak, Bk, Ci,k

kAk

(kg x m-3)

kBkkC1,k

(kg x m-3 x °C-1)

1 9,982012300 x 1021-2,0618513 x 10-1 kg x m-3 x °C-11 1,693443461530087 x 10-1
2-1,929769495 x 1022-5,2682542 x 10-3 kg x m-3 x °C-22-1,046914743455169 x 101
3 3,891238958 x 1023 3,6130013 x 10-5 kg x m-3 x °C-33 7,196353469546523 x 101
4-1,668103923 x 1034-3,8957702 x 10-7 kg x m-3 x °C-44-7,047478054272792 x 102
5 1,352215441 x 1045 7,1693540 x 10-9 kg x m-3 x °C-55 3,924090430035045 x 103
6-8,829278388 x 1046-9,9739231 x 10-11 kg x m-3 x °C-66-1,210164659068747 x 104
7 3,062874042 x 1057 2,248646550400788 x 104
8-6,138381234 x 1058-2,605562982188164 x 104
9 7,470172998 x 1059 1,852373922069467 x 104
10-5,478461354 x 10510-7,420201433430137 x 103
11 2,234460334 x 10511 1,285617841998974 x 103
12-3,903285426 x 104
kC2,k

(kg x m-3 x °C-2)

kC3,k

(kg x m-3 x °C-3)

kC4, k

(kg x m-3 x °C-4)

1 -1,193013005057010 x 10-21-6,802995733503803 x 10-41 4,075376675622027 x 10-6
2 2,517399633803461 x 10-12 1,876837790289664 x 10-22-8,763058573471110 x 10-6
3 -2,1705757005369933-2,002561813734156 x 10-13 6,515031360099368 x 10-6
4 1,353034988843029 x 1014 1,0229929667192204-1,515784836987210 x 10-6
5-5,029988758547014 x 1015 -2,895696483903638
6 1,096355666577570 x 1026 4,810060584300675
7-1,422753946421155 x 1027 -4,672147440794683
8 1,080435942856230 x 1028 2,458043105903461
9-4,414153236817392 x 1019-5,411227621436812 x 10-1
10 7,442971530188783
kC5,k

(kg x m-3 x °C-5)

1-2,788074354782409 x 10-8
2 1,345612883493354 x 10-8

ZAŁĄCZNIK Nr  2

OPIS TREŚCI TABLIC ALKOHOLOMETRYCZNYCH I METOD SŁUŻĄCYCH DO ICH UTWORZENIA ORAZ WSKAZÓWKI DOTYCZĄCE ICH STOSOWANIA

1. Tablice zawarte w załączniku nr 3 do rozporządzenia określają:

a) Tablica I: gęstość w funkcji temperatury w zakresie od -20 °C do +40 °C co 1 °C i ułamka masowego w zakresie od najmniejszej osiągalnej wartości do 100 % co 1 % - najmniejsza wartość odpowiada wartości ułamka masowego, przy którym w danej temperaturze mieszanina zaczyna krzepnąć,

b) Tablica II: gęstość w funkcji temperatury w zakresie od -20 °C do +40 °C co 1 °C i ułamka objętościowego w zakresie od najmniejszej osiągalnej wartości do 100 % co 1 %,

c) Tablica IIIa: gęstość w temperaturze 20 °C w funkcji ułamka masowego w zakresie od 0 do 100 % co 0,1 %,

d) Tablica IIIb: ułamek objętościowy w funkcji ułamka masowego w zakresie od 0 do 100 % co 0,1 %,

e) Tablica IVa: gęstość w temperaturze 20 °C w funkcji ułamka objętościowego w zakresie od 0 do 100 % co 0,1 %,

f) Tablica IVb: ułamek masowy w funkcji ułamka objętościowego w zakresie od 0 do 100 % co 0,1 %,

g) Tablica Va: ułamek masowy w funkcji gęstości w temperaturze 20 °C w zakresie od 789,3 kg/m3 do 998,2 kg/m3 co 0,1 kg/m3,

h) Tablica Vb: ułamek objętościowy w funkcji gęstości w temperaturze 20 °C w zakresie od 789,3 kg/m3 do 998,2 kg/m3 co 0,1 kg/m3.

2. Przy obliczaniu tablic, o których mowa w pkt 1, korzysta się z wzoru, o którym mowa w § 5 ust. 1 rozporządzenia, oraz zależności między ułamkiem objętościowym i ułamkiem masowym, wyrażonej wzorem:

ρ20 °C

q = --------------- x p,

ρ20 °C(100%)

gdzie:

q - ułamek objętościowy,

p - ułamek masowy,

ρ°20 °C - wartości obliczone w funkcji ułamka masowego z wzoru, o którym mowa w § 5 ust. 1 rozporządzenia,

ρ20°C (100%) - gęstość czystego etanolu w temperaturze 20 °C, równa 789,24 kg/m3.

3. W procesach pomiarowych związanych z mieszaninami alkoholu etylowego i wody oprócz tablic, o których mowa w pkt 1, stosuje się również tablice alkoholometryczne, określające:

a) ułamek masowy w funkcji temperatury w stopniach Celsjusza i gęstości w tej temperaturze,

b) ułamek objętościowy w funkcji temperatury w stopniach Celsjusza oraz gęstości w tej temperaturze,

c) moc mieszaniny o temperaturze t w stopniach Celsjusza, wyrażoną jako ułamek masowy albo objętościowy, na podstawie wskazania alkoholomierza ze szkła sodowo-wapniowego do pomiaru ułamka masowego albo objętościowego; przy konstrukcji tych tablic postępuje się w następujący sposób:

- wartości odczytanej na alkoholomierzu przyporządkowuje się, odpowiednio według Tablicy IIIa lub IVa, gęstość w temperaturze 20 °C oznaczoną jako ρ' 20 °C,

- gęstość rzeczywistą mieszaniny w temperaturze t oblicza się według wzoru:

ρt = ρ' 20°C [1-α(t - 20 °C)],

gdzie α jest współczynnikiem cieplnej rozszerzalności objętościowej szkła sodowo-wapniowego, równym 25 x 10-6 °C-1,

- wartość ułamka masowego albo objętościowego dla obliczonej wartości ρt oraz temperatury t odczytuje się z odpowiedniej tablicy lub oblicza z odpowiedniej zależności,

d) moc mieszaniny o temperaturze t w stopniach Celsjusza, wyrażoną jako ułamek masowy albo objętościowy, na podstawie wskazania densymetru do alkoholu, ze szkła sodowo-wapniowego; przy konstrukcji tej tablicy postępuje się analogicznie jak w lit. c, zastępując ρ' 20°C wartością odczytaną na densymetrze,

e) objętość v w temperaturze 20 °C czystego etanolu, w decymetrach sześciennych, zawartego w 100 dm3 mieszaniny o temperaturze t w stopniach Celsjusza, o znanej mocy, przy założeniu, że objętość 100 dm3 była mierzona za pomocą pojemnika wykonanego z materiału o współczynniku cieplnej rozszerzalności objętościowej β, wywzorcowanego w temperaturze 20 °C; wartości objętości oblicza się według wzoru:

p ρt

v = ----- ------------- [1 + β(t - 20 °C)] x 100

100 ρ20 °C (100%)

lub

q ρt

v = ---- ----------- [1 + β(t - 20 °C)] x 100,

100 ρ20 °C

gdzie:

p, q - ułamki masowe i objętościowe wyrażone w procentach,

ρt - wartości gęstości mieszaniny w temperaturze t, podane w Tablicy I w funkcji ułamka masowego p, w Tablicy II w funkcji ułamka objętościowego q,

ρ20 °C - wartości gęstości mieszaniny w temperaturze 20 °C, podane w Tablicy IVa w funkcji ułamka objętościowego q,

ρ20 °C (100%) - gęstość czystego etanolu w temperaturze 20 °C, równa 789,24 kg/m3;

f) objętość v w temperaturze 20 °C czystego etanolu, w decymetrach sześciennych, zawartego w 100 kg mieszaniny o temperaturze t w stopniach Celsjusza, o znanej mocy, przy założeniu, że ważenie było przeprowadzone w powietrzu o gęstości 1,2 kg/m3 za pomocą odważników o wartościach umownych wynikających z ważenia w powietrzu; wartości objętości oblicza się według wzoru:

p 103

v = ----- ------------- [1 - 1,2 x (1/8000 - 1/ρt)] x 100

100 ρ20 °C (100%)

lub

q 103

v = ---- ----------- [1 - 1,2 x (1/8000 - 1/ρt)] x 100,

100 ρ20 °C

gdzie:

p, q - ułamki masowe i objętościowe wyrażone w procentach,

ρt - wartości gęstości mieszaniny w temperaturze t, podane w Tablicy 1 w funkcji ułamka masowego p, w Tablicy II w funkcji ułamka objętościowego q,

ρ20 °C - wartości gęstości mieszaniny w temperaturze 20 °C, podane w Tablicy IVa w funkcji ułamka objętościowego q,

ρ20 °C(100%) - gęstość czystego etanolu w temperaturze 20 °C, równa 789,24 kg/m3.

4. Dla tablic, o których mowa w pkt 3 lit. a i b, zakres temperatury wynosi od -20 °C do +40 °C.

5. Przy określaniu mocy na podstawie wskazań alkoholomierza lub densymetru do alkoholu, korzystając z tablic lub zależności, o których mowa w pkt 3 lit. c i d, dla pomiarów wykonanych w temperaturze różniącej się znacznie od 20 °C, należy wprowadzić poprawkę uwzględniającą zmianę napięcia powierzchniowego mieszaniny, zgodnie z danymi odniesienia, których wartości określa się w tabeli:

Wartość napięcia powierzchniowego γ mieszaniny alkoholu etylowego i wody w mN/m w funkcji ułamka masowego p i temperatury t
p

(% mas)

t

(°C)

-20-10010203040
0--75,674,172,671,169,6
10--51,449,747,946,144,4
20-42,741,339,838,437,035,6
3036,535,634,733,732,831,931,0
4032,732,031,330,629,929,228,5
5031,030,329,628,928,227,526,8
6029,829,128,427,727,026,325,6
7028,828,127,426,726,025,324,6
8027,827,026,325,624,824,123,4
9026,826,125,324,523,722,922,2
10025,825,024,123,322,421,620,7

ZAŁĄCZNIK Nr  3

PODSTAWOWE TABLICE ALKOHOLOMETRYCZNE

TABLICA I

ρ = ρ (p, t)

Gęstość w funkcji temperatury i ułamka masowego

krok tablicy: 1 °C; 1 % mas

zakres temperatury: od -20 °C do +40 °C

Tablica I ρ = ρ (p, t)

p (%)-20-19-18-17-16-15-14-13-12-11-10p (%)
00
11
22
33
44
55
66
77
88
99
1010
1111
1212
1313
1414
1515
1616
1717
1818
19978,1419
20977,6420
21977,30977,1221
22977,00976,79976,5722
23976,74976,50976,25975,9923
24976,50976,23975,95975,66975,3724
25976,26975,97975,66975,35975,02974,6925
26976,03975,71975,37975,03974,68974,32973,9626
27975,79975,44975,07974,71974,33973,94973,55973,1627
28975,53975,15974,76974,36973,96973,55973,14972,71972,2928
29975,24974,83974,42974,00973,57973,14972,70972,25971,80971,3429
30974,91974,48974,04973,60973,15972,69972,23971,76971,29970,81970,3230
31974,09973,63973,16972,69972,21971,73971,24970,74970,24969,74969,2331
32973,16972,68972,19971,69971,18970,67970,16969,64969,12968,59968,0532
33972,14971,63971,12970,59970,07969,53969,00968,45967,91967,36966,8033
34971,03970,49969,96969,41968,86968,31967,75967,19966,62966,05965,4834
35969,82969,26968,71968,14967,57967,00966,42965,84965,26964,67964,0835
36968,52967,95967,37966,79966,20965,61965,02964,42963,82963,21962,6036
37967,13966,55965,95965,35964,75964,14963,53962,92962,30961,68961,0637
38965,67965,07964,46963,84963,23962,61961,98961,36960,73960,09959,4638
39964,13963,51962,89962,27961,64961,00960,37959,73959,08958,44957,7939
40962,52961,89961,26960,62959,98959,33958,69958,03957,38956,72956,0640
41960,85960,21959,56958,91958,26957,61956,95956,29955,62954,96954,2941
42959,12958,47957,81957,15956,49955,83955,16954,49953,82953,14952,4642
43957,33956,67956,01955,34954,67954,00953,32952,64951,96951,28950,5943
44955,50954,83954,16953,49952,81952,13951,44950,75950,07949,37948,6844
45953,63952,95952,27951,59950,90950,21949,52948,83948,13947,43946,7345
46951,71951,03950,34949,65948,96948,27947,57946,87946,16945,46944,7546
47949,77949,08948,38947,69946,99946,29945,58944,87944,16943,45942,7447
48947,79947,09946,39945,69944,99944,28943,57942,85942,14941,42940,7048
49945,79945,09944,38943,67942,96942,24941,53940,81940,09939,37938,6449
50943,76943,05942,34941,63940,91940,19939,47938,74938,02937,29936,5650
51941,71941,00940,28939,56938,84938,11937,39936,66935,93935,19934,4651
52939,65938,93938,20937,48936,75936,02935,29934,55933,82933,08932,3452
53937,56936,84936,11935,38934,64933,91933,17932,43931,69930,95930,2153
54935,46934,73934,00933,26932,52931,78931,04930,30929,55928,81928,0654
55933,34932,61931,87931,13930,39929,64928,90928,15927,40926,65925,9055
56931,21930,47929,73928,98928,24927,49926,74925,99925,23924,48923,7256
57929,07928,32927,58926,83926,08925,32924,57923,81923,06922,30921,5457
58926,91926,16925,41924,66923,90923,14922,39921,63920,87920,11919,3458
59924,74923,99923,23922,47921,71920,95920,19919,43918,67917,90917,1359
60922,56921,80921,04920,28919,52918,75917,99917,22916,45915,69914,9260
61920,36919,60918,84918,07917,31916,54915,77915,00914,23913,46912,6961
62918,15917,39916,62915,85915,08914,31913,54912,77912,00911,22910,4562
63915,93915,16914,39913,62912,85912,08911,30910,53909,75908,98908,2063
64913,69912,92912,15911,38910,61909,83909,06908,28907,50906,72905,9464
65911,45910,67909,90909,13908,35907,57906,80906,02905,23904,45903,6765
66909,19908,41907,64906,86906,08905,31904,52903,74902,96902,18901,3966
67906,92906,14905,37904,59903,81903,03902,24901,46900,68899,89899,1067
68904,64903,86903,08902,30901,52900,74899,95899,17898,38897,59896,8068
69902,35901,57900,79900,01899,23898,44897,65896,87896,08895,29894,5069
70900,05899,27898,49897,71896,92896,13895,35894,56893,76892,97892,1870
71897,74896,96896,18895,39894,61893,82893,03892,24891,44890,65889,8571
72895,43894,64893,86893,07892,28891,49890,70889,91889,11888,32887,5272
73893,11892,32891,53890,74889,95889,16888,37887,57886,78885,98885,1873
74890,78889,99889,20888,41887,62886,82886,03885,23884,43883,63882,8374
75888,44887,65886,86886,07885,27884,47883,68882,88882,07881,27880,4775
76886,10885,30884,51883,71882,92882,12881,32880,51879,71878,91878,1076
77883,75882,95882,15881,35880,55879,75878,95878,14877,34876,53875,7277
78881,39880,59879,79878,99878,18877,38876,57875,76874,95874,15873,3378
79879,02878,21877,41876,61875,80874,99874,18873,37872,56871,75870,9379
80876,64875,83875,02874,21873,40872,59871,78870,97870,15869,34868,5280
81874,24873,43872,62871,81871,00870,18869,37868,55867,73866,92866,1081
82871,83871,02870,21869,39868,57867,76866,94866,12865,30864,48863,6682
83869,40868,59867,77866,95866,13865,31864,49863,67862,85862,02861,2083
84866,95866,13865,31864,49863,67862,85862,02861,20860,37859,55858,7284
85864,48863,65862,83862,01861,18860,36859,53858,70857,88857,05856,2285
86861,97861,15860,32859,49858,67857,84857,01856,18855,36854,53853,7086
87859,43858,61857,78856,95856,12855,30854,47853,64852,81851,98851,1587
88856,86856,03855,20854,38853,55852,72851,89851,06850,23849,40848,5788
89854,24853,42852,59851,76850,94850,11849,28848,45847,62846,79845,9689
90851,59850,76849,94849,11848,29847,46846,63845,80844,97844,14843,3190
91848,89848,07847,24846,42845,60844,77843,95843,12842,29841,46840,6391
92846,14845,33844,51843,69842,87842,04841,22840,40839,57838,74837,9192
93843,35842,54841,73840,91840,09839,28838,46837,63836,81835,98835,1693
94840,52839,72838,91838,10837,28836,47835,65834,83834,01833,19832,3694
95837,66836,86836,05835,24834,43833,62832,80831,98831,17830,34829,5295
96834,76833,96833,16832,35831,54830,73829,92829,10828,28827,46826,6496
97831,85831,05830,24829,43828,62827,81826,99826,18825,36824,54823,7197
98828,93828,12827,30826,49825,67824,86824,04823,22822,39821,57820,7498
99826,01825,19824,36823,54822,71821,88821,05820,22819,39818,56817,7399
100823,12822,27821,43820,58819,73818,89818,04817,19816,35815,50814,66100
-20-19-18-17-16-15-14-13-12-11-10

Tablica I ρ = ρ (p, t)

p (%)-10-9-8-7-6-5-4-3-2-10p (%)
0999,840
1997,941
2996,142
3994,37994,433
4992,75992,814
5991,14991,22991,275
6989,70989,77989,826
7988,27988,34988,40988,447
8987,00987,06987,11987,148
9985,81985,86985,89985,919
10984,65984,70984,74984,75984,7510
11983,64983,67983,68983,68983,6611
12982,66982,69982,69982,69982,66982,6212
13981,78981,79981,80981,78981,75981,70981,6413
14980,99980,98980,96980,92980,86980,79980,7114
15980,28980,26980,22980,17980,10980,01979,92979,8115
16979,62979,56979,49979,41979,31979,20979,07978,9416
17979,05978,98978,89978,79978,68978,55978,41978,25978,0917
18978,57978,47978,36978,24978,10977,96977,80977,63977,44977,2518
19978,14978,03977,89977,75977,59977,42977,24977,05976,85976,64976,4119
20977,64977,48977,31977,13976,94976,74976,53976,30976,07975,82975,5720
21977,12976,92976,72976,50976,28976,04975,79975,54975,27975,00974,7121
22976,57976,34976,10975,85975,59975,32975,04974,75974,45974,15973,8322
23975,99975,72975,45975,16974,86974,56974,25973,93973,60973,26972,9223
24975,37975,06974,75974,43974,10973,77973,42973,07972,71972,35971,9724
25974,69974,35974,01973,65973,29972,92972,55972,17971,78971,38970,9825
26973,96973,58973,21972,82972,43972,03971,62971,21970,80970,37969,9526
27973,16972,75972,34971,93971,50971,08970,64970,20969,76969,31968,8527
28972,29971,85971,41970,97970,52970,06969,60969,14968,66968,19967,7128
29971,34970,88970,41969,94969,46968,98968,50968,00967,51967,01966,5029
30970,32969,84969,34968,84968,34967,84967,32966,81966,29965,77965,2430
31969,23968,72968,20967,68967,15966,62966,09965,55965,01964,46963,9131
32968,05967,52966,98966,43965,89965,33964,78964,22963,66963,09962,5232
33966,80966,25965,68965,12964,55963,98963,41962,83962,25961,66961,0733
34965,48964,90964,32963,74963,15962,56961,97961,37960,77960,17959,5634
35964,08963,48962,88962,28961,68961,07960,46959,85959,23958,62958,0035
36962,60961,99961,38960,76960,14959,52958,89958,27957,64957,00956,3736
37961,06960,44959,81959,18958,54957,91957,27956,63955,98955,34954,6937
38959,46958,82958,18957,53956,88956,24955,58954,93954,27953,61952,9538
39957,79957,14956,48955,83955,17954,51953,85953,18952,51951,84951,1739
40956,06955,40954,74954,07953,40952,73952,06951,38950,70950,02949,3440
41954,29953,62952,94952,26951,59950,91950,22949,54948,85948,16947,4741
42952,46951,78951,10950,41949,72949,04948,34947,65946,95946,26945,5542
43950,59949,90949,21948,52947,82947,12946,42945,72945,02944,31943,6143
44948,68947,98947,28946,58945,88945,18944,47943,76943,05942,34941,6244
45946,73946,03945,32944,62943,91943,20942,48941,77941,05940,33939,6145
46944,75944,04943,33942,62941,90941,18940,46939,74939,02938,29937,5746
47942,74942,02941,31940,59939,87939,14938,42937,69936,96936,23935,5047
48940,70939,98939,26938,53937,81937,08936,35935,62934,88934,15933,4148
49938,64937,92937,19936,46935,73934,99934,26933,52932,78932,04931,3049
50936,56935,83935,10934,36933,63932,89932,15931,41930,66929,92929,1750
51934,46933,72932,99932,25931,51930,76930,02929,27928,53927,78927,0351
52932,34931,60930,86930,12929,37928,62927,88927,13926,37925,62924,8752
53930,21929,46928,72927,97927,22926,47925,72924,96924,21923,45922,6953
54928,06927,31926,56925,81925,06924,30923,55922,79922,03921,27920,5154
55925,90925,15924,39923,64922,88922,12921,36920,60919,84919,07918,3155
56923,72922,97922,21921,45920,69919,93919,16918,40917,63916,87916,1056
57921,54920,78920,02919,25918,49917,72916,96916,19915,42914,65913,8857
58919,34918,58917,81917,05916,28915,51914,74913,97913,20912,42911,6558
59917,13916,37915,60914,83914,06913,29912,51911,74910,96910,18909,4159
60914,92914,15913,37912,60911,83911,05910,28909,50908,72907,94907,1660
61912,69911,91911,14910,36909,59908,81908,03907,25906,47905,68904,9061
62910,45909,67908,89908,12907,34906,55905,77904,99904,20903,42902,6362
63908,20907,42906,64905,86905,07904,29903,51902,72901,93901,14900,3563
64905,94905,16904,37903,59902,80902,02901,23900,44899,65898,86898,0764
65903,67902,89902,10901,31900,53899,74898,95898,15897,36896,57895,7765
66901,39900,60899,82899,03898,24897,45896,65895,86895,06894,27893,4766
67899,10898,31897,52896,73895,94895,15894,35893,55892,76891,96891,1667
68896,80896,01895,22894,43893,63892,84892,04891,24890,44889,64888,8468
69894,50893,70892,91892,11891,32890,52889,72888,92888,12887,31886,5169
70892,18891,38890,59889,79888,99888,19887,39886,59885,78884,98884,1770
71889,85889,06888,26887,46886,66885,86885,05884,25883,44882,63881,8271
72887,52886,72885,92885,12884,32883,51882,71881,90881,09880,28879,4772
73885,18884,38883,58882,77881,97881,16880,35879,54878,73877,92877,1173
74882,83882,03881,22880,42879,61878,80877,99877,18876,37875,55874,7474
75880,47879,66878,86878,05877,24876,43875,62874,80873,99873,17872,3575
76878,10877,29876,48875,67874,86874,05873,24872,42871,60870,79869,9776
77875,72874,91874,10873,29872,48871,66870,84870,03869,21868,39867,5777
78873,33872,52871,71870,89870,08869,26868,44867,62866,80865,98865,1678
79870,93870,12869,30868,49867,67866,85866,03865,21864,38863,56862,7379
80868,52867,71866,89866,07865,25864,43863,60862,78861,95861,13860,3080
81866,10865,28864,46863,63862,81861,99861,16860,34859,51858,68857,8581
82863,66862,83862,01861,19860,36859,54858,71857,88857,05856,22855,3982
83861,20860,37859,55858,72857,89857,07856,24855,41854,58853,74852,9183
84858,72857,89857,07856,24855,41854,58853,75852,92852,08851,25850,4184
85856,22855,39854,56853,73852,90852,07851,24850,40849,57848,73847,9085
86853,70852,87852,03851,20850,37849,54848,70847,87847,03846,20845,3686
87851,15850,31849,48848,65847,82846,98846,15845,31844,47843,64842,8087
88848,57847,73846,90846,07845,23844,40843,56842,73841,89841,05840,2188
89845,96845,12844,29843,46842,62841,79840,95840,11839,28838,44837,6089
90843,31842,48841,65840,81839,98839,14838,31837,47836,63835,79834,9590
91840,63839,80838,97838,14837,30836,47835,63834,80833,96833,12832,2891
92837,91837,09836,25835,42834,59833,76832,92832,09831,25830,41829,5792
93835,16834,33833,50832,67831,84831,01830,17829,34828,50827,66826,8293
94832,36831,54830,71829,88829,05828,22827,38826,55825,71824,88824,0494
95829,52828,70827,87827,04826,21825,38824,55823,72822,88822,05821,2195
96826,64825,82824,99824,16823,34822,51821,67820,84820,00819,17818,3396
97823,71822,89822,06821,24820,41819,58818,74817,91817,07816,24815,4097
98820,74819,92819,09818,26817,43816,59815,76814,92814,09813,25812,4198
99817,73816,89816,06815,22814,39813,55812,71811,87811,03810,19809,3599
100814,66813,81812,97812,12811,28810,44809,59808,75807,90807,06806,22100
-10-9-8-7-6-5-4-3-2-10

Tablica I ρ = ρ (p, t)

p (%)012345678910p (%)
0999,84999,90999,94999,96999,97999,96999,94999,90999,84999,78999,700
1997,94998,00998,04998,06998,06998,06998,03997,99997,94997,87997,791
2996,14996,19996,23996,25996,26996,25996,22996,18996,13996,06995,982
3994,43994,48994,52994,53994,54994,52994,49994,45994,39994,32994,243
4992,81992,86992,89992,90992,90992,88992,85992,80992,74992,67992,584
5991,27991,31991,34991,34991,34991,31991,27991,22991,16991,08990,985
6989,82989,85989,86989,86989,85989,82989,77989,72989,64989,56989,466
7988,44988,46988,47988,46988,43988,40988,34988,27988,19988,10987,997
8987,14987,15987,14987,12987,09987,04986,98986,90986,81986,70986,588
9985,91985,91985,89985,86985,81985,75985,67985,58985,48985,36985,239
10984,75984,73984,70984,65984,59984,51984,42984,32984,20984,07983,9310
11983,66983,62983,57983,51983,43983,34983,23983,11982,98982,83982,6811
12982,62982,57982,50982,42982,32982,21982,09981,95981,80981,64981,4612
13981,64981,57981,48981,37981,26981,13980,98980,83980,66980,48980,2913
14980,71980,61980,49980,37980,23980,08979,91979,74979,55979,35979,1414
15979,81979,68979,55979,40979,24979,06978,88978,68978,47978,25978,0215
16978,94978,79978,62978,45978,26978,07977,86977,64977,41977,16976,9116
17978,09977,91977,72977,52977,31977,09976,85976,61976,36976,09975,8217
18977,25977,04976,83976,60976,36976,11975,86975,59975,31975,02974,7218
19976,41976,18975,93975,68975,41975,14974,86974,56974,26973,95973,6319
20975,57975,31975,03974,75974,46974,16973,85973,53973,20972,86972,5220
21974,71974,42974,12973,81973,49973,16972,82972,48972,13971,76971,4021
22973,83973,51973,18972,84972,49972,14971,78971,41971,03970,64970,2522
23972,92972,57972,21971,84971,47971,09970,70970,31969,90969,49969,0723
24971,97971,59971,21970,81970,41970,01969,59969,17968,74968,31967,8724
25970,98970,58970,16969,74969,31968,88968,44968,00967,55967,09966,6225
26969,95969,51969,07968,62968,17967,71967,25966,78966,31965,82965,3426
27968,85968,39967,93967,46966,98966,50966,01965,52965,02964,52964,0127
28967,71967,22966,73966,24965,74965,23964,72964,21963,69963,16962,6328
29966,50965,99965,48964,96964,44963,91963,38962,84962,30961,76961,2129
30965,24964,71964,17963,63963,09962,54961,99961,43960,87960,30959,7330
31963,91963,36962,80962,24961,68961,11960,54959,96959,38958,80958,2131
32962,52961,95961,38960,80960,21959,63959,04958,44957,84957,24956,6432
33961,07960,48959,89959,29958,69958,09957,48956,87956,25955,64955,0133
34959,56958,96958,35957,73957,11956,49955,87955,24954,61953,98953,3434
35958,00957,37956,74956,12955,48954,85954,21953,57952,92952,27951,6235
36956,37955,73955,09954,45953,80953,15952,50951,84951,18950,52949,8636
37954,69954,04953,38952,72952,06951,40950,74950,07949,40948,72948,0537
38952,95952,29951,62950,95950,28949,61948,93948,25947,57946,88946,2038
39951,17950,49949,82949,14948,46947,77947,08946,39945,70945,00944,3139
40949,34948,66947,97947,28946,59945,89945,19944,49943,79943,09942,3840
41947,47946,77946,08945,38944,68943,97943,27942,56941,85941,13940,4241
42945,55944,85944,15943,44942,73942,02941,30940,59939,87939,15938,4242
43943,61942,90942,18941,47940,75940,03939,31938,59937,86937,13936,4043
44941,62940,91940,19939,46938,74938,01937,29936,55935,82935,09934,3544
45939,61938,89938,16937,43936,70935,97935,23934,50933,76933,02932,2745
46937,57936,84936,11935,37934,64933,90933,16932,42931,67930,92930,1746
47935,50934,77934,03933,29932,55931,81931,06930,31929,56928,81928,0547
48933,41932,67931,93931,19930,44929,69928,94928,19927,43926,68925,9248
49931,30930,56929,81929,06928,31927,56926,80926,05925,29924,52923,7649
50929,17928,42927,67926,92926,17925,41924,65923,89923,12922,36921,5950
51927,03926,27925,52924,76924,00923,24922,48921,71920,95920,18919,4051
52924,87924,11923,35922,59921,83921,06920,30919,53918,76917,98917,2152
53922,69921,93921,17920,40919,64918,87918,10917,33916,55915,77915,0053
54920,51919,74918,98918,21917,44916,67915,89915,12914,34913,56912,7754
55918,31917,54916,77916,00915,22914,45913,67912,89912,11911,33910,5455
56916,10915,33914,55913,78913,00912,22911,44910,66909,87909,09908,3056
57913,88913,10912,33911,55910,77909,99909,20908,42907,63906,84906,0557
58911,65910,87910,09909,31908,52907,74906,95906,16905,37904,58903,7858
59909,41908,62907,84907,06906,27905,48904,69903,90903,11902,31901,5159
60907,16906,37905,59904,80904,01903,22902,43901,63900,83900,04899,2360
61904,90904,11903,32902,53901,74900,95900,15899,35898,55897,75896,9561
62902,63901,84901,05900,25899,46898,66897,87897,06896,26895,46894,6562
63900,35899,56898,77897,97897,17896,37895,57894,77893,96893,16892,3563
64898,07897,27896,47895,68894,88894,07893,27892,46891,66890,85890,0364
65895,77894,97894,17893,37892,57891,77890,96890,15889,34888,53887,7165
66893,47892,67891,87891,06890,26889,45888,64887,83887,02886,20885,3866
67891,16890,35889,55888,74887,94887,13886,31885,50884,68883,87883,0567
68888,84888,03887,22886,42885,61884,79883,98883,16882,35881,53880,7068
69886,51885,70884,89884,08883,27882,45881,64880,82880,00879,18878,3569
70884,17883,36882,55881,74880,92880,10879,29878,46877,64876,82875,9970
71881,82881,01880,20879,38878,57877,75876,93876,10875,28874,45873,6271
72879,47878,66877,84877,02876,20875,38874,56873,73872,91872,08871,2572
73877,11876,29875,47874,65873,83873,01872,18871,36870,53869,70868,8773
74874,74873,92873,10872,28871,45870,63869,80868,97868,14867,31866,4774
75872,35871,53870,71869,89869,06868,24867,41866,58865,75864,91864,0775
76869,97869,14868,32867,49866,67865,84865,01864,18863,34862,50861,6776
77867,57866,74865,92865,09864,26863,43862,60861,76860,93860,09859,2577
78865,16864,33863,50862,67861,84861,01860,18859,34858,50857,66856,8278
79862,73861,91861,08860,25859,41858,58857,74856,91856,07855,23854,3879
80860,30859,47858,64857,81856,97856,14855,30854,46853,62852,78851,9380
81857,85857,02856,19855,35854,52853,68852,84852,00851,16850,32849,4781
82855,39854,56853,72852,89852,05851,21850,37849,53848,69847,84846,9982
83852,91852,08851,24850,40849,56848,72847,88847,04846,20845,35844,5083
84850,41849,58848,74847,90847,06846,22845,38844,53843,69842,84841,9984
85847,90847,06846,22845,38844,54843,70842,86842,01841,16840,32839,4785
86845,36844,52843,68842,84842,00841,16840,31839,46838,62837,77836,9286
87842,80841,96841,12840,28839,43838,59837,74836,90836,05835,20834,3587
88840,21839,37838,53837,69836,84836,00835,15834,31833,46832,61831,7588
89837,60836,76835,92835,07834,23833,38832,54831,69830,84829,99829,1489
90834,95834,11833,27832,43831,58830,74829,89829,04828,19827,34826,4990
91832,28831,44830,60829,75828,91828,06827,21826,36825,51824,66823,8191
92829,57828,73827,89827,04826,20825,35824,50823,65822,80821,95821,1092
93826,82825,98825,14824,30823,45822,60821,76820,91820,06819,21818,3593
94824,04823,20822,35821,51820,67819,82818,97818,12817,27816,42815,5794
95821,21820,37819,52818,68817,84816,99816,14815,29814,44813,59812,7495
96818,33817,49816,65815,80814,96814,11813,27812,42811,57810,72809,8696
97815,40814,56813,72812,87812,03811,18810,34809,49808,64807,79806,9497
98812,41811,57810,73809,88809,04808,19807,35806,50805,65804,80803,9598
99809,35808,51807,67806,82805,98805,13804,29803,44802,59801,74800,8999
100806,22805,37804,53803,68802,84801,99801,14800,30799,45798,60797,76100
012345678910

Tablica I ρ = ρ (p, t)

p (%)1011121314151617181920p (%)
0999,70999,60999,49999,37999,24999,10998,94998,77998,59998,40998,200
1997,79997,70997,59997,47997,34997,20997,04996,88996,70996,51996,311
2995,98995,88995,77995,66995,52995,38995,22995,06994,88994,69994,492
3994,24994,14994,03993,91993,78993,63993,47993,30993,12992,93992,733
4992,58992,48992,36992,24992,10991,95991,79991,61991,43991,23991,024
5990,98990,88990,76990,63990,49990,33990,16989,98989,79989,59989,385
6989,46989,34989,22989,08988,93988,77988,59988,41988,21988,00987,786
7987,99987,87987,73987,59987,43987,26987,08986,88986,68986,46986,247
8986,58986,45986,31986,15985,98985,80985,61985,41985,19984,97984,738
9985,23985,09984,93984,77984,59984,40984,19983,98983,75983,52983,279
10983,93983,77983,61983,43983,23983,03982,82982,59982,35982,11981,8510
11982,68982,51982,32982,13981,92981,71981,48981,24980,99980,73980,4611
12981,46981,28981,08980,87980,65980,42980,17979,92979,66979,38979,1012
13980,29980,08979,87979,64979,40979,16978,90978,63978,35978,06977,7613
14979,14978,92978,68978,44978,19977,92977,64977,36977,06976,75976,4414
15978,02977,78977,52977,26976,99976,70976,41976,10975,79975,47975,1315
16976,91976,65976,38976,09975,80975,49975,18974,86974,53974,18973,8316
17975,82975,53975,24974,93974,62974,29973,96973,62973,27972,91972,5417
18974,72974,42974,10973,77973,44973,09972,74972,38972,01971,63971,2418
19973,63973,30972,96972,61972,25971,89971,51971,13970,74970,34969,9319
20972,52972,17971,80971,43971,05970,67970,27969,87969,45969,03968,6120
21971,40971,02970,63970,24969,84969,43969,01968,59968,15967,71967,2721
22970,25969,85969,44969,02968,60968,17967,73967,28966,83966,37965,9022
23969,07968,65968,22967,78967,33966,88966,42965,95965,48965,00964,5123
24967,87967,42966,97966,50966,04965,56965,08964,59964,10963,60963,0924
25966,62966,15965,68965,19964,70964,21963,71963,20962,68962,16961,6325
26965,34964,84964,35963,84963,33962,81962,29961,76961,23960,69960,1426
27964,01963,49962,97962,45961,92961,38960,84960,29959,74959,18958,6127
28962,63962,10961,56961,01960,46959,90959,34958,78958,20957,63957,0528
29961,21960,65960,09959,53958,96958,38957,80957,22956,63956,03955,4429
30959,73959,16958,58958,00957,41956,82956,22955,62955,01954,40953,7830
31958,21957,62957,02956,42955,82955,21954,59953,97953,35952,72952,0931
32956,64956,03955,41954,80954,17953,55952,92952,29951,65951,00950,3632
33955,01954,39953,76953,12952,49951,85951,20950,55949,90949,24948,5833
34953,34952,70952,06951,41950,76950,10949,44948,78948,11947,44946,7734
35951,62950,97950,31949,65948,98948,31947,64946,97946,29945,61944,9235
36949,86949,19948,52947,84947,17946,48945,80945,11944,42943,73943,0336
37948,05947,37946,68946,00945,31944,62943,92943,22942,52941,82941,1137
38946,20945,50944,81944,11943,41942,71942,00941,30940,58939,87939,1538
39944,31943,60942,90942,19941,48940,77940,05939,34938,61937,89937,1639
40942,38941,67940,95940,24939,52938,80938,07937,34936,61935,88935,1540
41940,42939,70938,97938,25937,52936,79936,06935,32934,59933,84933,1041
42938,42937,69936,96936,23935,50934,76934,02933,28932,53931,78931,0342
43936,40935,66934,93934,19933,44932,70931,95931,20930,45929,69928,9443
44934,35933,61932,86932,12931,37930,62929,86929,11928,35927,59926,8244
45932,27931,52930,77930,02929,27928,51927,75926,99926,22925,46924,6945
46930,17929,42928,66927,91927,15926,38925,62924,85924,08923,31922,5346
47928,05927,30926,54925,77925,01924,24923,47922,70921,92921,15920,3747
48925,92925,15924,39923,62922,85922,08921,30920,53919,75918,97918,1848
49923,76922,99922,22921,45920,68919,90919,12918,34917,56916,77915,9849
50921,59920,82920,05919,27918,49917,71916,93916,14915,35914,56913,7750
51919,40918,63917,85917,07916,29915,51914,72913,93913,14912,34911,5551
52917,21916,43915,65914,86914,08913,29912,50911,71910,91910,11909,3152
53915,00914,21913,43912,64911,85911,06910,27909,47908,67907,87907,0753
54912,77911,99911,20910,41909,62908,82908,03907,23906,42905,62904,8154
55910,54909,75908,96908,17907,37906,58905,77904,97904,17903,36902,5555
56908,30907,51906,71905,92905,12904,32903,51902,71901,90901,09900,2856
57906,05905,25904,45903,66902,85902,05901,24900,43899,62898,81897,9957
58903,78902,99902,19901,39900,58899,77898,96898,15897,34896,52895,7058
59901,51900,71899,91899,11898,30897,49896,68895,86895,05894,23893,4059
60899,23898,43897,63896,82896,01895,20894,38893,56892,74891,92891,1060
61896,95896,14895,33894,52893,71892,89892,08891,26890,43889,61888,7861
62894,65893,84893,03892,22891,40890,58889,76888,94888,12887,29886,4662
63892,35891,53890,72889,91889,09888,27887,44886,62885,79884,96884,1363
64890,03889,22888,40887,58886,76885,94885,12884,29883,46882,63881,7964
65887,71886,90886,08885,26884,43883,61882,78881,95881,12880,28879,4565
66885,38884,57883,74882,92882,09881,27880,44879,60878,77877,93877,0966
67883,05882,23881,40880,58879,75878,92878,09877,25876,41875,57874,7367
68880,70879,88879,05878,22877,39876,56875,73874,89874,05873,21872,3768
69878,35877,52876,70875,87875,03874,20873,36872,52871,68870,84869,9969
70875,99875,16874,33873,50872,66871,83870,99870,15869,30868,46867,6170
71873,62872,79871,96871,13870,29869,45868,61867,76866,92866,07865,2271
72871,25870,42869,58868,74867,90867,06866,22865,38864,53863,68862,8372
73868,87868,03867,19866,35865,51864,67863,83862,98862,13861,28860,4373
74866,47865,64864,80863,96863,12862,27861,42860,57859,72858,87858,0274
75864,07863,24862,40861,55860,71859,86859,01858,16857,31856,46855,6075
76861,67860,83859,98859,14858,29857,45856,59855,74854,89854,03853,1776
77859,25858,41857,56856,72855,87855,02854,17853,31852,46851,60850,7477
78856,82855,98855,13854,29853,44852,58851,73850,88850,02849,16848,3078
79854,38853,54852,69851,84850,99850,14849,29848,43847,57846,71845,8579
80851,93851,09850,24849,39848,54847,68846,83845,97845,11844,25843,3980
81849,47848,62847,77846,92846,07845,21844,36843,50842,64841,78840,9181
82846,99846,15845,29844,44843,59842,73841,88841,02840,15839,29838,4382
83844,50843,65842,80841,95841,09840,24839,38838,52837,66836,79835,9383
84841,99841,14840,29839,44838,58837,72836,86836,00835,14834,28833,4184
85839,47838,61837,76836,91836,05835,19834,33833,47832,61831,74830,8885
86836,92836,07835,21834,36833,50832,64831,78830,92830,06829,19828,3286
87834,35833,50832,64831,79830,93830,07829,21828,35827,48826,62825,7587
88831,75830,90830,05829,19828,33827,47826,61825,75824,89824,02823,1588
89829,14828,28827,43826,57825,71824,85823,99823,13822,26821,40820,5389
90826,49825,63824,78823,92823,06822,20821,34820,48819,62818,75817,8890
91823,81822,96822,10821,24820,38819,52818,66817,80816,94816,07815,2191
92821,10820,24819,39818,53817,67816,81815,95815,09814,23813,36812,4992
93818,35817,50816,64815,78814,93814,07813,21812,34811,48810,62809,7593
94815,57814,71813,86813,00812,14811,28810,42809,56808,70807,83806,9794
95812,74811,88811,03810,17809,31808,45807,59806,73805,87805,01804,1495
96809,86809,01808,15807,30806,44805,58804,72803,86803,00802,14801,2796
97806,94806,08805,23804,37803,52802,66801,80800,94800,08799,22798,3697
98803,95803,10802,24801,39800,53799,68798,82797,96797,10796,24795,3898
99800,89800,04799,19798,34797,48796,63795,77794,92794,06793,20792,3599
100797,76796,91796,06795,21794,36793,51792,65791,80790,95790,09789,24100
1011121314151617181920

Tablica I ρ = ρ (p, t)

p (%)2021222324252627282930p (%)
0998,20997,99997,77997,54997,29997,04996,78996,51996,23995,94995,650
1996,31996,10995,88995,64995,40995,15994,89994,62994,34994,05993,751
2994,49994,27994,05993,82993,57993,32993,06992,78992,50992,21991,902
3992,73992,51992,29992,05991,80991,55991,28991,00990,72990,42990,123
4991,02990,81990,58990,34990,09989,83989,56989,28988,99988,69988,384
5989,38989,15988,92988,68988,42988,15987,88987,59987,30986,99986,685
6987,78987,55987,31987,06986,80986,53986,25985,95985,65985,34985,026
7986,24986,00985,75985,49985,22984,94984,65984,36984,05983,73983,407
8984,73984,49984,23983,96983,68983,40983,10982,79982,48982,15981,828
9983,27983,01982,75982,47982,18981,89981,58981,26980,94980,60980,269
10981,85981,58981,30981,01980,71980,41980,09979,76979,43979,08978,7310
11980,46980,18979,89979,58979,27978,95978,63978,29977,94977,59977,2211
12979,10978,80978,50978,18977,86977,53977,18976,83976,47976,11975,7312
13977,76977,45977,13976,80976,46976,12975,76975,40975,02974,64974,2513
14976,44976,11975,78975,43975,08974,72974,35973,97973,58973,19972,7814
15975,13974,79974,44974,08973,71973,33972,94972,55972,15971,74971,3215
16973,83973,47973,11972,73972,34971,95971,54971,13970,71970,29969,8516
17972,54972,16971,77971,38970,97970,56970,14969,71969,28968,83968,3817
18971,24970,84970,44970,02969,60969,17968,73968,29967,83967,37966,9018
19969,93969,51969,09968,66968,22967,77967,31966,85966,38965,90965,4119
20968,61968,17967,73967,28966,82966,35965,88965,40964,91964,41963,9120
21967,27966,81966,35965,88965,40964,91964,42963,92963,42962,90962,3821
22965,90965,43964,94964,45963,96963,45962,94962,43961,90961,37960,8322
23964,51964,02963,51963,01962,49961,97961,44960,90960,36959,81959,2623
24963,09962,58962,05961,53960,99960,45959,91959,35958,79958,23957,6624
25961,63961,10960,56960,02959,46958,91958,34957,77957,19956,61956,0225
26960,14959,59959,03958,47957,90957,32956,74956,16955,56954,96954,3626
27958,61958,04957,47956,89956,30955,71955,11954,51953,90953,28952,6627
28957,05956,46955,86955,27954,66954,05953,44952,82952,20951,57950,9328
29955,44954,83954,22953,61952,99952,36951,73951,10950,46949,82949,1729
30953,78953,16952,54951,91951,27950,63949,99949,34948,69948,03947,3730
31952,09951,46950,82950,17949,52948,87948,21947,55946,88946,21945,5331
32950,36949,71949,05948,39947,73947,06946,39945,72945,04944,35943,6732
33948,58947,92947,25946,58945,90945,22944,54943,85943,16942,47941,7733
34946,77946,09945,41944,73944,04943,35942,65941,95941,25940,54939,8334
35944,92944,23943,54942,84942,14941,44940,73940,02939,31938,59937,8735
36943,03942,33941,63940,92940,21939,49938,78938,06937,33936,61935,8836
37941,11940,40939,68938,96938,24937,52936,79936,06935,33934,59933,8637
38939,15938,43937,71936,98936,25935,51934,78934,04933,30932,55931,8138
39937,16936,43935,70934,96934,22933,48932,74931,99931,24930,49929,7339
40935,15934,41933,66932,92932,17931,42930,67929,92929,16928,40927,6440
41933,10932,35931,60930,85930,10929,34928,58927,82927,06926,29925,5241
42931,03930,28929,52928,76928,00927,24926,47925,70924,93924,16923,3842
43928,94928,18927,41926,65925,88925,11924,34923,56922,79922,01921,2243
44926,82926,06925,29924,52923,74922,96922,19921,41920,62919,84919,0544
45924,69923,92923,14922,36921,58920,80920,02919,23918,44917,65916,8645
46922,53921,76920,98920,19919,41918,62917,83917,04916,25915,45914,6546
47920,37919,58918,80918,01917,22916,43915,64914,84914,04913,24912,4447
48918,18917,39916,60915,81915,02914,22913,42912,62911,82911,01910,2148
49915,98915,19914,40913,60912,80912,00911,20910,39909,59908,78907,9649
50913,77912,98912,18911,38910,57909,77908,96908,15907,34906,53905,7150
51911,55910,75909,95909,14908,34907,53906,72905,90905,09904,27903,4551
52909,31908,51907,70906,90906,09905,27904,46903,64902,82902,00901,1852
53907,07906,26905,45904,64903,83903,01902,19901,37900,55899,73898,9053
54904,81904,00903,19902,38901,56900,74899,92899,10898,27897,44896,6154
55902,55901,74900,92900,10899,28898,46897,64896,81895,98895,15894,3155
56900,28899,46898,64897,82897,00896,17895,35894,52893,68892,85892,0156
57897,99897,18896,35895,53894,70893,88893,05892,21891,38890,54889,7057
58895,70894,88894,06893,23892,40891,57890,74889,90889,06888,22887,3858
59893,40892,58891,75890,93890,09889,26888,42887,59886,74885,90885,0659
60891,10890,27889,44888,61887,78886,94886,10885,26884,42883,57882,7260
61888,78887,95887,12886,29885,45884,61883,77882,93882,08881,23880,3861
62886,46885,63884,79883,96883,12882,28881,43880,59879,74878,89878,0462
63884,13883,30882,46881,62880,78879,94879,09878,24877,39876,54875,6863
64881,79880,96880,12879,28878,43877,59876,74875,89875,04874,18873,3264
65879,45878,61877,77876,92876,08875,23874,38873,53872,67871,82870,9665
66877,09876,25875,41874,56873,72872,87872,01871,16870,30869,44868,5866
67874,73873,89873,04872,20871,35870,50869,64868,78867,93867,07866,2067
68872,37871,52870,67869,82868,97868,12867,26866,40865,54864,68863,8268
69869,99869,14868,29867,44866,59865,73864,88864,02863,15862,29861,4269
70867,61866,76865,91865,06864,20863,34862,48861,62860,76859,89859,0270
71865,22864,37863,52862,66861,80860,94860,08859,22858,35857,49856,6271
72862,83861,97861,12860,26859,40858,54857,68856,81855,94855,07854,2072
73860,43859,57858,71857,85856,99856,13855,26854,40853,53852,66851,7873
74858,02857,16856,30855,44854,58853,71852,84851,98851,11850,23849,3674
75855,60854,74853,88853,02852,15851,29850,42849,55848,68847,80846,9375
76853,17852,31851,45850,59849,72848,85847,98847,11846,24845,36844,4976
77850,74849,88849,02848,15847,28846,41845,54844,67843,79842,92842,0477
78848,30847,44846,57845,71844,84843,97843,09842,22841,34840,46839,5878
79845,85844,98844,12843,25842,38841,51840,63839,76838,88838,00837,1279
80843,39842,52841,65840,78839,91839,04838,17837,29836,41835,53834,6580
81840,91840,05839,18838,31837,44836,56835,69834,81833,93833,05832,1681
82838,43837,56836,69835,82834,95834,07833,20832,32831,44830,55829,6782
83835,93835,06834,19833,32832,44831,57830,69829,81828,93828,05827,1683
84833,41832,54831,67830,80829,93829,05828,17827,29826,41825,53824,6484
85830,88830,01829,14828,26827,39826,51825,64824,76823,87822,99822,1085
86828,32827,45826,58825,71824,84823,96823,08822,20821,32820,44819,5586
87825,75824,88824,01823,14822,26821,39820,51819,63818,75817,87816,9887
88823,15822,28821,41820,54819,67818,79817,92817,04816,16815,27814,3988
89820,53819,66818,79817,92817,05816,17815,30814,42813,54812,66811,7789
90817,88817,01816,15815,27814,40813,53812,65811,77810,90810,02809,1390
91815,21814,34813,47812,60811,73810,85809,98809,10808,23807,35806,4791
92812,49811,63810,76809,89809,02808,15807,27806,40805,52804,65803,7792
93809,75808,88808,02807,15806,28805,41804,54803,66802,79801,91801,0493
94806,97806,10805,23804,37803,50802,63801,76800,89800,02799,15798,2794
95804,14803,28802,41801,55800,68799,81798,94798,07797,21796,34795,4795
96801,27800,41799,55798,68797,82796,95796,08795,22794,35793,48792,6196
97798,36797,49796,63795,77794,90794,04793,17792,31791,44790,58789,7197
98795,38794,52793,66792,80791,94791,07790,21789,35788,48787,62786,7698
99792,35791,49790,63789,77788,91788,05787,19786,33785,46784,60783,7499
100789,24788,38787,53786,67785,81784,95784,09783,23782,37781,51780,65100
2021222324252627282930

Tablica I ρ = ρ (p, t)

p (%)3031323334353637383940p (%)
0995,65995,34995,02994,70994,37994,03993,68993,33992,96992,59992,210
1993,75993,44993,12992,79992,46992,11991,76991,40991,03990,65990,261
2991,90991,59991,27990,94990,60990,25989,90989,53989,16988,77988,382
3990,12989,80989,48989,14988,80988,45988,09987,72987,34986,95986,563
4988,38988,06987,73987,39987,05986,69986,33985,95985,57985,18984,794
5986,68986,36986,02985,68985,33984,97984,61984,23983,85983,45983,055
6985,02984,70984,36984,01983,66983,29982,92982,54982,15981,76981,366
7983,40983,07982,73982,37982,01981,64981,27980,88980,49980,09979,687
8981,82981,48981,13980,77980,40980,02979,64979,25978,85978,45978,038
9980,26979,91979,55979,18978,81978,43978,03977,64977,23976,82976,409
10978,73978,37978,00977,62977,24976,85976,45976,04975,63975,21974,7810
11977,22976,85976,47976,08975,69975,28974,87974,46974,03973,60973,1711
12975,73975,35974,95974,55974,15973,73973,31972,88972,45972,01971,5612
13974,25973,85973,45973,04972,62972,19971,76971,31970,87970,41969,9513
14972,78972,37971,95971,52971,09970,65970,20969,75969,29968,82968,3514
15971,32970,89970,46970,01969,57969,11968,65968,18967,70967,22966,7315
16969,85969,41968,96968,50968,04967,57967,09966,61966,12965,62965,1216
17968,38967,92967,46966,98966,50966,02965,52965,02964,52964,01963,4917
18966,90966,43965,95965,46964,96964,46963,95963,43962,91962,38961,8518
19965,41964,92964,42963,92963,40962,88962,36961,82961,28960,74960,1919
20963,91963,40962,88962,36961,83961,29960,75960,20959,64959,08958,5120
21962,38961,85961,32960,78960,23959,68959,12958,56957,98957,41956,8221
22960,83960,29959,74959,18958,62958,05957,47956,89956,30955,71955,1122
23959,26958,70958,13957,56956,98956,39955,80955,20954,60953,99953,3723
24957,66957,08956,49955,90955,31954,71954,10953,49952,87952,24951,6124
25956,02955,43954,83954,22953,61952,99952,37951,74951,11950,47949,8325
26954,36953,75953,13952,51951,89951,25950,62949,97949,33948,67948,0126
27952,66952,04951,41950,77950,13949,48948,83948,18947,51946,85946,1827
28950,93950,29949,65949,00948,34947,68947,02946,35945,67945,00944,3128
29949,17948,51947,85947,19946,52945,85945,17944,49943,80943,11942,4229
30947,37946,70946,03945,35944,67943,99943,30942,60941,91941,20940,5030
31945,53944,85944,17943,48942,79942,09941,39940,69939,98939,27938,5531
32943,67942,97942,28941,58940,88940,17939,46938,74938,02937,30936,5832
33941,77941,06940,36939,65938,93938,21937,49936,77936,04935,31934,5733
34939,83939,12938,40937,68936,96936,23935,50934,77934,03933,29932,5534
35937,87937,15936,42935,69934,96934,22933,48932,74931,99931,25930,5035
36935,88935,14934,41933,67932,93932,18931,44930,69929,93929,18928,4236
37933,86933,11932,37931,62930,87930,12929,37928,61927,85927,08926,3237
38931,81931,06930,31929,55928,79928,03927,27926,51925,74924,97924,2038
39929,73928,98928,22927,46926,69925,92925,15924,38923,61922,83922,0539
40927,64926,87926,11925,34924,57923,79923,02922,24921,46920,68919,8940
41925,52924,75923,97923,20922,42921,64920,86920,08919,29918,50917,7141
42923,38922,60921,82921,04920,26919,47918,68917,89917,10916,31915,5142
43921,22920,44919,65918,87918,08917,29916,49915,70914,90914,10913,3043
44919,05918,26917,47916,68915,88915,08914,28913,48912,68911,88911,0744
45916,86916,06915,27914,47913,67912,87912,06911,26910,45909,64908,8345
46914,65913,85913,05912,25911,44910,64909,83909,01908,20907,39906,5746
47912,44911,63910,83910,02909,21908,39907,58906,76905,94905,12904,3047
48910,21909,40908,59907,77906,96906,14905,32904,50903,68902,85902,0248
49907,96907,15906,33905,52904,70903,88903,05902,23901,40900,57899,7449
50905,71904,89904,07903,25902,43901,60900,77899,94899,11898,28897,4450
51903,45902,63901,80900,98900,15899,32898,49897,65896,82895,98895,1451
52901,18900,35899,53898,69897,86897,03896,19895,35894,51893,67892,8252
53898,90898,07897,24896,40895,57894,73893,89893,05892,20891,35890,5053
54896,61895,78894,94894,11893,27892,42891,58890,73889,88889,03888,1854
55894,31893,48892,64891,80890,96890,11889,26888,41887,56886,70885,8555
56892,01891,17890,33889,49888,64887,79886,94886,09885,23884,37883,5156
57889,70888,86888,01887,17886,32885,46884,61883,75882,89882,03881,1757
58887,38886,54885,69884,84883,99883,13882,27881,41880,55879,69878,8258
59885,06884,21883,36882,50881,65880,79879,93879,07878,20877,34876,4659
60882,72881,87881,02880,16879,31878,45877,58876,72875,85874,98874,1160
61880,38879,53878,68877,82876,96876,10875,23874,36873,49872,62871,7461
62878,04877,18876,32875,46874,60873,74872,87872,00871,13870,25869,3762
63875,68874,83873,97873,10872,24871,37870,50869,63868,76867,88867,0063
64873,32872,46871,60870,74869,87869,00868,13867,26866,38865,50864,6264
65870,96870,10869,23868,37867,50866,63865,75864,88864,00863,12862,2365
66868,58867,72866,85865,99865,12864,24863,37862,49861,61860,73859,8466
67866,20865,34864,47863,60862,73861,86860,98860,10859,22858,33857,4567
68863,82862,95862,08861,21860,34859,46858,58857,70856,82855,93855,0468
69861,42860,55859,68858,81857,94857,06856,18855,30854,41853,52852,6369
70859,02858,15857,28856,41855,53854,65853,77852,89852,00851,11850,2270
71856,62855,74854,87853,99853,12852,24851,35850,47849,58848,69847,8071
72854,20853,33852,45851,58850,70849,82848,93848,05847,16846,26845,3772
73851,78850,91850,03849,15848,27847,39846,50845,61844,72843,83842,9373
74849,36848,48847,60846,72845,84844,95844,07843,18842,29841,39840,4974
75846,93846,05845,17844,29843,40842,51841,63840,73839,84838,94838,0475
76844,49843,61842,72841,84840,95840,07839,18838,28837,39836,49835,5976
77842,04841,16840,27839,39838,50837,61836,72835,82834,93834,03833,1277
78839,58838,70837,82836,93836,04835,15834,25833,36832,46831,56830,6578
79837,12836,24835,35834,46833,57832,68831,78830,88829,98829,08828,1779
80834,65833,76832,87831,98831,09830,20829,30828,40827,50826,59825,6880
81832,16831,28830,39829,50828,60827,71826,81825,91825,00824,10823,1981
82829,67828,78827,89827,00826,11825,21824,31823,41822,50821,59820,6882
83827,16826,27825,38824,49823,60822,70821,80820,89819,99819,08818,1783
84824,64823,75822,86821,97821,07820,18819,27818,37817,46816,55815,6484
85822,10821,22820,33819,43818,54817,64816,74815,83814,93814,02813,1085
86819,55818,66817,77816,88815,99815,09814,19813,28812,38811,47810,5586
87816,98816,09815,20814,31813,42812,52811,62810,72809,81808,90807,9987
88814,39813,50812,61811,72810,83809,93809,04808,14807,23806,33805,4288
89811,77810,89810,00809,11808,22807,33806,43805,53804,63803,73802,8289
90809,13808,25807,37806,48805,59804,70803,81802,91802,01801,11800,2190
91806,47805,59804,70803,82802,93802,04801,15800,26799,37798,47797,5791
92803,77802,89802,01801,13800,25799,36798,47797,59796,70795,80794,9192
93801,04800,16799,29798,41797,53796,65795,76794,88793,99793,11792,2293
94798,27797,40796,52795,65794,77793,90793,02792,14791,26790,37789,4994
95795,47794,59793,72792,85791,98791,10790,23789,35788,48787,60786,7295
96792,61791,74790,88790,01789,14788,27787,39786,52785,65784,78783,9096
97789,71788,85787,98787,11786,24785,38784,51783,64782,77781,90781,0297
98786,76785,89785,03784,16783,29782,43781,56780,69779,82778,95778,0898
99783,74782,87782,01781,14780,28779,41778,54777,67776,80775,93775,0599
100780,65779,78778,92778,05777,18776,31775,44774,57773,69772,81771,93100
3031323334353637383940

TABLICA II

ρ = ρ (q, t)

Gęstość w funkcji temperatury i ułamka objętościowego

krok tablicy: 1 °C; 1 % vol

zakres temperatury: od -20 °C do +40 °C

Tablica II ρ = ρ (q, t)

q (%)-20-19-18-17-16-15-14-13-12-11-10q (%)
00
11
22
33
44
55
66
77
88
99
1010
1111
1212
1313
1414
1515
1616
1717
1818
1919
2020
2121
2222
23978,2923
24977,8724
25977,60977,4425
26977,37977,19977,0026
27976,97976,76976,5427
28976,78976,55976,30976,0528
29976,36976,09975,81975,5229
30976,18975,89975,59975,28974,9630
31976,01975,70975,38975,05974,71974,3631
32975,85975,51975,17974,81974,45974,09973,7132
33975,68975,32974,95974,58974,20973,81973,41973,0133
34975,50975,12974,73974,33973,93973,52973,10972,68972,2534
35975,30974,90974,49974,07973,65973,22972,78972,34971,89971,4335
36975,08974,66974,23973,79973,35972,90972,44971,98971,51971,04970,5636
37974,38973,94973,48973,02972,55972,07971,59971,11970,62970,12969,6237
38973,61973,14972,66972,17971,68971,18970,68970,17969,66969,14968,6238
39972,75972,26971,76971,25970,73970,21969,69969,16968,63968,09967,5539
40971,82971,30970,78970,25969,71969,18968,63968,08967,53966,97966,4140
41970,80970,27969,72969,18968,62968,06967,50966,94966,37965,79965,2241
42969,71969,15968,59968,03967,46966,88966,30965,72965,13964,54963,9542
43968,54967,96967,39966,81966,22965,63965,04964,44963,84963,23962,6243
44967,29966,70966,11965,51964,91964,31963,70963,09962,47961,85961,2344
45965,97965,37964,76964,15963,54962,92962,30961,67961,04960,41959,7845
46964,57963,96963,34962,72962,09961,46960,83960,20959,56958,91958,2746
47963,11962,49961,86961,23960,59959,95959,30958,66958,01957,35956,7047
48961,59960,95960,32959,67959,02958,37957,72957,06956,40955,74955,0748
49960,01959,36958,71958,06957,40956,74956,08955,41954,74954,07953,4049
50958,36957,71957,05956,39955,72955,05954,38953,71953,03952,35951,6750
51956,67956,00955,34954,67953,99953,32952,64951,96951,27950,58949,8951
52954,92954,25953,57952,90952,22951,53950,85950,16949,46948,77948,0752
53953,12952,45951,77951,08950,39949,70949,01948,31947,61946,91946,2153
54951,29950,60949,91949,22948,53947,83947,13946,43945,72945,02944,3154
55949,40948,71948,02947,32946,62945,92945,21944,50943,79943,08942,3755
56947,49946,79946,09945,38944,68943,97943,26942,54941,83941,11940,3956
57945,53944,83944,12943,41942,70941,98941,26940,55939,82939,10938,3857
58943,54942,83942,12941,40940,68939,96939,24938,52937,79937,06936,3358
59941,52940,80940,08939,36938,64937,91937,19936,46935,73934,99934,2659
60939,46938,74938,02937,29936,56935,83935,10934,37933,63932,89932,1560
61937,38936,65935,92935,19934,46933,72932,98932,25931,51930,76930,0261
62935,26934,53933,80933,06932,32931,58930,84930,10929,35928,61927,8662
63933,12932,38931,64930,90930,16929,42928,67927,92927,17926,42925,6763
64930,95930,21929,46928,72927,97927,22926,47925,72924,96924,21923,4564
65928,75928,00927,25926,50925,75925,00924,24923,49922,73921,97921,2165
66926,52925,77925,01924,26923,50922,75921,99921,23920,47919,70918,9466
67924,26923,50922,75921,99921,23920,47919,70918,94918,18917,41916,6467
68921,97921,21920,45919,69918,92918,16917,39916,62915,86915,09914,3268
69919,65918,88918,12917,35916,59915,82915,05914,28913,51912,74911,9669
70917,29916,53915,76914,99914,22913,45912,68911,91911,13910,36909,5870
71914,91914,14913,37912,60911,83911,05910,28909,50908,73907,95907,1771
72912,49911,72910,95910,18909,40908,63907,85907,07906,29905,51904,7372
73910,04909,27908,50907,72906,94906,17905,39904,60903,82903,04902,2573
74907,56906,79906,01905,23904,45903,67902,89902,11901,32900,54899,7574
75905,05904,27903,49902,71901,93901,15900,37899,58898,79898,01897,2275
76902,50901,72900,94900,16899,38898,59897,81897,02896,23895,44894,6576
77899,92899,14898,36897,58896,79896,01895,22894,43893,64892,84892,0577
78897,31896,53895,75894,96894,17893,38892,59891,80891,01890,21889,4278
79894,67893,88893,10892,31891,52890,73889,94889,14888,35887,55886,7579
80891,99891,20890,41889,62888,83888,04887,24886,45885,65884,85884,0580
81889,28888,49887,70886,90886,11885,31884,52883,72882,92882,12881,3181
82886,53885,74884,94884,15883,35882,55881,75880,95880,15879,34878,5482
83883,75882,95882,15881,35880,55879,75878,95878,14877,34876,53875,7283
84880,92880,12879,32878,52877,72876,91876,10875,30874,49873,68872,8684
85878,06877,25876,45875,64874,83874,02873,21872,40871,59870,77869,9685
86875,14874,33873,52872,71871,90871,08870,27869,46868,64867,82867,0086
87872,16871,35870,54869,72868,91868,09867,27866,45865,63864,81863,9987
88869,13868,31867,49866,67865,85865,03864,21863,39862,57861,74860,9288
89866,01865,19864,37863,55862,73861,90861,08860,25859,43858,60857,7789
90862,81861,99861,17860,34859,51858,69857,86857,03856,20855,38854,5590
91859,51858,69857,86857,04856,21855,38854,55853,72852,89852,06851,2391
92856,10855,27854,45853,62852,79851,96851,13850,30849,47848,64847,8192
93852,55851,73850,91850,08849,25848,43847,60846,77845,94845,11844,2893
94848,86848,04847,22846,40845,57844,75843,92843,10842,27841,44840,6194
95845,01844,20843,38842,56841,74840,92840,10839,27838,45837,62836,8095
96840,98840,18839,37838,55837,74836,92836,10835,28834,46833,64832,8296
97836,78835,97835,17834,36833,55832,74831,92831,11830,29829,47828,6597
98832,39831,59830,78829,97829,16828,35827,54826,72825,90825,08824,2698
99827,83827,02826,20825,38824,56823,74822,92822,10821,27820,44819,6299
100823,12822,27821,43820,58819,73818,89818,04817,19816,35815,50814,66100
-20-19-18-17-16-15-14-13-12-11-10

Tablica II ρ = ρ (q, t)

q (%)-10-9-8-7-6-5-4-3-2-10q (%)
0999,840
1998,331
2996,872
3995,41995,483
4994,07994,134
5992,78992,845
6991,47991,54991,606
7990,28990,35990,417
8989,15989,22989,268
9988,00988,07988,13988,179
10986,98987,04987,09987,1210
11986,01986,06986,10986,1211
12985,04985,09985,13985,15985,1612
13984,18984,22984,25984,25984,2413
14983,33983,37983,39983,40983,39983,3714
15982,58982,60982,61982,60982,57982,5315
16981,85981,87981,87981,86981,83981,78981,7216
17981,20981,19981,17981,14981,09981,03980,9517
18980,59980,58980,55980,51980,45980,38980,30980,2018
19980,02979,99979,94979,87979,79979,70979,59979,4719
20979,53979,48979,42979,34979,25979,15979,03978,90978,7520
21979,09979,03978,95978,86978,76978,64978,51978,37978,22978,0521
22978,63978,54978,44978,32978,19978,05977,89977,72977,54977,3522
23978,29978,18978,06977,93977,78977,62977,45977,27977,08976,87976,6623
24977,87977,73977,58977,42977,24977,05976,85976,65976,43976,20975,9624
25977,44977,27977,09976,89976,69976,47976,25976,01975,77975,51975,2425
26977,00976,80976,58976,36976,13975,88975,63975,36975,09974,81974,5226
27976,54976,30976,06975,80975,54975,27974,99974,70974,40974,09973,7727
28976,05975,78975,51975,22974,93974,63974,32974,00973,68973,35973,0128
29975,52975,23974,93974,61974,29973,96973,63973,28972,93972,57972,2129
30974,96974,64974,31973,96973,62973,26972,90972,53972,15971,77971,3830
31974,36974,01973,65973,28972,90972,52972,13971,73971,33970,93970,5131
32973,71973,33972,94972,54972,14971,73971,32970,90970,47970,04969,6132
33973,01972,60972,18971,76971,33970,90970,46970,02969,57969,12968,6633
34972,25971,81971,37970,93970,48970,02969,56969,09968,62968,14967,6634
35971,43970,97970,51970,04969,56969,09968,60968,11967,62967,12966,6235
36970,56970,07969,59969,09968,60968,10967,59967,08966,57966,05965,5336
37969,62969,11968,60968,09967,57967,05966,52965,99965,46964,92964,3837
38968,62968,09967,56967,03966,49965,95965,40964,85964,30963,74963,1838
39967,55967,00966,45965,90965,34964,78964,22963,65963,08962,51961,9339
40966,41965,85965,28964,71964,14963,56962,98962,40961,81961,22960,6340
41965,22964,63964,05963,46962,87962,28961,68961,09960,48959,88959,2741
42963,95963,36962,76962,15961,55960,94960,33959,72959,10958,48957,8642
43962,62962,01961,40960,78960,16959,54958,92958,29957,66957,03956,3943
44961,23960,61959,98959,35958,72958,08957,45956,81956,16955,52954,8744
45959,78959,14958,50957,86957,22956,57955,92955,27954,62953,96953,3045
46958,27957,62956,97956,32955,66955,00954,34953,68953,02952,35951,6846
47956,70956,04955,38954,72954,05953,38952,71952,04951,37950,69950,0147
48955,07954,41953,74953,06952,39951,71951,03950,35949,67948,98948,3048
49953,40952,72952,04951,36950,68949,99949,31948,62947,92947,23946,5349
50951,67950,99950,30949,61948,92948,23947,53946,83946,13945,43944,7350
51949,89949,20948,51947,81947,11946,41945,71945,01944,30943,59942,8851
52948,07947,38946,67945,97945,27944,56943,85943,14942,43941,71941,0052
53946,21945,51944,80944,09943,38942,67941,95941,23940,52939,79939,0753
54944,31943,60942,88942,17941,45940,73940,01939,29938,57937,84937,1154
55942,37941,65940,93940,21939,49938,76938,04937,31936,58935,85935,1255
56940,39939,67938,94938,22937,49936,76936,03935,30934,56933,83933,0956
57938,38937,65936,92936,19935,46934,73933,99933,25932,51931,77931,0357
58936,33935,60934,87934,13933,40932,66931,92931,18930,43929,69928,9458
59934,26933,52932,78932,04931,30930,56929,82929,07928,32927,57926,8259
60932,15931,41930,67929,93929,18928,43927,69926,94926,18925,43924,6860
61930,02929,27928,53927,78927,03926,28925,53924,77924,02923,26922,5061
62927,86927,11926,36925,61924,85924,10923,34922,58921,83921,06920,3062
63925,67924,92924,16923,41922,65921,89921,13920,37919,61918,84918,0763
64923,45922,70921,94921,18920,42919,66918,89918,13917,36916,59915,8264
65921,21920,45919,69918,92918,16917,39916,63915,86915,09914,32913,5465
66918,94918,18917,41916,64915,88915,11914,33913,56912,79912,01911,2466
67916,64915,87915,11914,34913,56912,79912,02911,24910,46909,69908,9167
68914,32913,55912,77912,00911,22910,45909,67908,89908,11907,33906,5568
69911,96911,19910,41909,64908,86908,08907,30906,52905,73904,95904,1669
70909,58908,80908,02907,24906,46905,68904,90904,11903,33902,54901,7570
71907,17906,39905,61904,82904,04903,26902,47901,68900,89900,10899,3171
72904,73903,94903,16902,37901,59900,80900,01899,22898,43897,63896,8472
73902,25901,47900,68899,89899,11898,31897,52896,73895,94895,14894,3473
74899,75898,96898,17897,38896,59895,80895,00894,21893,41892,61891,8174
75897,22896,43895,64894,84894,05893,25892,46891,66890,86890,06889,2575
76894,65893,86893,06892,27891,47890,67889,87889,07888,27887,47886,6676
77892,05891,26890,46889,66888,86888,06887,26886,46885,65884,85884,0477
78889,42888,62887,82887,02886,22885,42884,62883,81883,00882,19881,3878
79886,75885,95885,15884,35883,55882,74881,94881,13880,32879,51878,6979
80884,05883,25882,45881,64880,84880,03879,22878,41877,60876,78875,9780
81881,31880,51879,70878,90878,09877,28876,47875,66874,84874,03873,2181
82878,54877,73876,92876,11875,30874,49873,68872,86872,05871,23870,4182
83875,72874,91874,10873,29872,48871,66870,85870,03869,21868,39867,5783
84872,86872,05871,24870,42869,61868,79867,97867,15866,33865,51864,6884
85869,96869,14868,33867,51866,69865,87865,05864,23863,40862,58861,7585
86867,00866,19865,37864,54863,72862,90862,08861,25860,42859,60858,7786
87863,99863,17862,35861,52860,70859,87859,05858,22857,39856,56855,7387
88860,92860,09859,27858,44857,61856,78855,96855,13854,29853,46852,6388
89857,77856,94856,12855,29854,46853,63852,79851,96851,13850,29849,4689
90854,55853,72852,89852,05851,22850,39849,56848,72847,89847,05846,2190
91851,23850,40849,57848,73847,90847,07846,23845,39844,56843,72842,8891
92847,81846,98846,15845,31844,48843,64842,81841,97841,13840,29839,4592
93844,28843,44842,61841,78840,94840,11839,27838,43837,60836,76835,9293
94840,61839,78838,95838,11837,28836,45835,61834,77833,94833,10832,2694
95836,80835,97835,14834,31833,47832,64831,81830,97830,13829,29828,4595
96832,82831,99831,16830,33829,50828,67827,84827,00826,17825,33824,4996
97828,65827,82827,00826,17825,34824,51823,68822,84822,01821,17820,3397
98824,26823,44822,61821,78820,95820,12819,29818,46817,62816,78815,9598
99819,62818,79817,96817,13816,29815,46814,62813,79812,95812,11811,2799
100814,66813,81812,97812,12811,28810,44809,59808,75807,90807,06806,22100
-10-9-8-7-6-5-4-3-2-10

Tablica II ρ = ρ (q, t)

q (%)012345678910q (%)
0999,84999,90999,94999,96999,97999,96999,94999,90999,84999,78999,700
1998,33998,38998,42998,45998,45998,44998,42998,38998,33998,26998,181
2996,87996,93996,97996,99996,99996,98996,96996,92996,87996,80996,722
3995,48995,53995,57995,58995,59995,58995,55995,51995,45995,39995,303
4994,13994,18994,22994,23994,23994,22994,19994,15994,09994,02993,934
5992,84992,89992,92992,93992,93992,91992,88992,83992,77992,70992,615
6991,60991,64991,66991,67991,67991,64991,61991,56991,49991,41991,326
7990,41990,44990,46990,46990,45990,42990,38990,33990,26990,17990,087
8989,26989,29989,30989,30989,28989,25989,20989,14989,06988,97988,878
9988,17988,19988,19988,18988,15988,11988,06987,99987,90987,81987,709
10987,12987,13987,12987,10987,07987,02986,96986,88986,79986,68986,5610
11986,12986,12986,10986,07986,03985,97985,89985,80985,70985,59985,4611
12985,16985,15985,12985,08985,02984,95984,87984,77984,65984,53984,3912
13984,24984,22984,18984,12984,05983,97983,87983,76983,64983,50983,3513
14983,37983,33983,27983,20983,12983,02982,91982,79982,65982,50982,3414
15982,53982,47982,40982,32982,22982,11981,98981,84981,69981,53981,3515
16981,72981,65981,56981,46981,35981,22981,08980,92980,76980,58980,3916
17980,95980,86980,75980,63980,50980,35980,19980,02979,84979,65979,4417
18980,20980,09979,96979,82979,67979,51979,33979,14978,94978,73978,5118
19979,47979,33979,19979,03978,86978,68978,48978,27978,06977,83977,5919
20978,75978,60978,43978,25978,06977,86977,64977,42977,18976,93976,6820
21978,05977,87977,68977,48977,27977,04976,81976,57976,31976,04975,7721
22977,35977,15976,94976,71976,48976,24975,98975,72975,44975,16974,8622
23976,66976,43976,19975,95975,69975,42975,15974,86974,57974,26973,9523
24975,96975,71975,44975,18974,90974,61974,31974,00973,69973,36973,0324
25975,24974,97974,69974,39974,09973,78973,46973,13972,79972,45972,0925
26974,52974,22973,91973,59973,27972,94972,59972,24971,88971,52971,1426
27973,77973,45973,12972,78972,43972,07971,71971,34970,96970,57970,1827
28973,01972,66972,30971,94971,56971,19970,80970,41970,01969,60969,1828
29972,21971,83971,45971,07970,67970,27969,86969,45969,03968,60968,1629
30971,38970,98970,58970,17969,75969,33968,90968,46968,02967,57967,1230
31970,51970,09969,66969,23968,79968,35967,90967,44966,98966,51966,0431
32969,61969,16968,71968,26967,80967,33966,86966,39965,90965,41964,9232
33968,66968,19967,72967,24966,76966,28965,79965,29964,79964,28963,7733
34967,66967,17966,68966,19965,69965,18964,67964,15963,63963,11962,5834
35966,62966,11965,60965,08964,56964,04963,51962,97962,43961,89961,3435
36965,53965,00964,47963,93963,39962,85962,30961,75961,19960,63960,0736
37964,38963,84963,29962,73962,18961,61961,05960,48959,91959,33958,7537
38963,18962,62962,05961,48960,91960,33959,75959,16958,57957,98957,3838
39961,93961,35960,77960,18959,59959,00958,40957,80957,19956,58955,9739
40960,63960,03959,43958,83958,22957,62957,00956,39955,77955,14954,5240
41959,27958,66958,04957,43956,81956,18955,56954,93954,29953,66953,0241
42957,86957,23956,60955,97955,34954,70954,06953,42952,77952,12951,4742
43956,39955,75955,11954,47953,82953,17952,52951,86951,21950,54949,8843
44954,87954,22953,57952,91952,25951,59950,93950,26949,59948,92948,2544
45953,30952,64951,98951,31950,64949,97949,29948,62947,94947,25946,5745
46951,68951,01950,34949,66948,98948,30947,61946,92946,23945,54944,8546
47950,01949,33948,65947,96947,27946,58945,89945,19944,49943,79943,0847
48948,30947,61946,91946,22945,52944,82944,12943,41942,71941,99941,2848
49946,53945,84945,14944,43943,73943,02942,31941,60940,88940,16939,4449
50944,73944,02943,32942,60941,89941,18940,46939,74939,02938,29937,5650
51942,88942,17941,45940,74940,02939,30938,57937,84937,12936,38935,6551
52941,00940,28939,56938,83938,11937,38936,65935,91935,18934,44933,7052
53939,07938,35937,62936,89936,16935,42934,69933,95933,21932,46931,7253
54937,11936,38935,65934,91934,18933,44932,69931,95931,20930,46929,7054
55935,12934,38933,64932,90932,16931,42930,67929,92929,17928,42927,6655
56933,09932,35931,61930,86930,11929,36928,61927,86927,10926,35925,5956
57931,03930,28929,54928,79928,04927,28926,53925,77925,01924,25923,4857
58928,94928,19927,44926,69925,93925,17924,41923,65922,89922,12921,3558
59926,82926,07925,31924,56923,80923,03922,27921,51920,74919,97919,1959
60924,68923,92923,16922,40921,63920,87920,10919,33918,56917,79917,0160
61922,50921,74920,98920,21919,45918,68917,91917,13916,36915,58914,8061
62920,30919,54918,77918,00917,23916,46915,68914,91914,13913,35912,5762
63918,07917,31916,54915,76914,99914,22913,44912,66911,88911,09910,3163
64915,82915,05914,28913,50912,72911,95911,16910,38909,60908,81908,0264
65913,54912,77911,99911,21910,43909,65908,87908,08907,29906,50905,7165
66911,24910,46909,68908,90908,11907,33906,54905,75904,96904,17903,3766
67908,91908,12907,34906,56905,77904,98904,19903,40902,60901,81901,0167
68906,55905,76904,98904,19903,40902,61901,81901,02900,22899,42898,6268
69904,16903,38902,59901,80901,00900,21899,41898,61897,81897,01896,2069
70901,75900,96900,17899,37898,58897,78896,98896,18895,38894,57893,7670
71899,31898,52897,72896,92896,13895,32894,52893,72892,91892,10891,2971
72896,84896,04895,25894,45893,64892,84892,04891,23890,42889,61888,7972
73894,34893,54892,74891,94891,13890,33889,52888,71887,90887,08886,2773
74891,81891,01890,21889,40888,59887,79886,97886,16885,35884,53883,7174
75889,25888,45887,64886,83886,02885,21884,40883,58882,77881,95881,1375
76886,66885,86885,05884,24883,42882,61881,79880,98880,16879,33878,5176
77884,04883,23882,42881,61880,79879,97879,16878,33877,51876,69875,8677
78881,38880,57879,76878,94878,13877,31876,48875,66874,84874,01873,1878
79878,69877,88877,06876,25875,43874,60873,78872,96872,13871,30870,4779
80875,97875,15874,33873,51872,69871,87871,04870,21869,38868,55867,7280
81873,21872,39871,57870,74869,92869,09868,27867,44866,60865,77864,9381
82870,41869,59868,76867,94867,11866,28865,45864,62863,79862,95862,1182
83867,57866,74865,92865,09864,26863,43862,60861,76860,93860,09859,2583
84864,68863,86863,03862,20861,37860,53859,70858,86858,03857,19856,3484
85861,75860,92860,09859,26858,43857,59856,76855,92855,08854,24853,3985
86858,77857,94857,10856,27855,44854,60853,76852,92852,08851,24850,3986
87855,73854,90854,06853,23852,39851,55850,71849,87849,03848,18847,3387
88852,63851,79850,96850,12849,28848,44847,60846,76845,91845,07844,2288
89849,46848,62847,78846,95846,11845,26844,42843,58842,73841,88841,0389
90846,21845,38844,54843,70842,85842,01841,17840,32839,47838,62837,7790
91842,88842,04841,20840,36839,52838,67837,83836,98836,13835,28834,4391
92839,45838,61837,77836,93836,09835,24834,39833,55832,70831,85830,9992
93835,92835,08834,23833,39832,55831,70830,85830,00829,16828,30827,4593
94832,26831,42830,57829,73828,88828,04827,19826,34825,49824,64823,7994
95828,45827,61826,77825,93825,08824,24823,39822,54821,69820,84819,9895
96824,49823,65822,81821,96821,12820,27819,42818,58817,72816,87816,0296
97820,33819,49818,65817,81816,96816,12815,27814,42813,57812,72811,8797
98815,95815,11814,26813,42812,58811,73810,88810,04809,19808,33807,4898
99811,27810,43809,59808,74807,90807,05806,21805,36804,51803,66802,8199
100806,22805,37804,53803,68802,84801,99801,14800,30799,45798,60797,76100
012345678910

Tablica II ρ = ρ (q, t)

q (%)1011121314151617181920q (%)
0999,70999,60999,49999,37999,24999,10998,94998,77998,59998,40998,200
1998,18998,09997,98997,86997,73997,59997,43997,26997,09996,90996,701
2996,72996,62996,52996,40996,27996,12995,97995,80995,62995,43995,232
3995,30995,21995,10994,98994,85994,70994,55994,38994,20994,01993,813
4993,93993,84993,73993,60993,47993,32993,16992,99992,81992,62992,414
5992,61992,51992,39992,27992,13991,98991,82991,64991,46991,26991,065
6991,32991,22991,10990,97990,83990,67990,51990,33990,14989,94989,736
7990,08989,97989,84989,71989,56989,40989,23989,05988,85988,65988,437
8988,87988,75988,62988,48988,33988,16987,99987,80987,60987,39987,168
9987,70987,57987,44987,29987,13986,96986,77986,58986,37986,15985,929
10986,56986,43986,29986,13985,96985,78985,59985,39985,17984,95984,7110
11985,46985,32985,17985,00984,82984,64984,43984,22984,00983,77983,5211
12984,39984,24984,08983,90983,71983,52983,31983,08982,85982,61982,3512
13983,35983,19983,02982,83982,63982,42982,20981,97981,73981,47981,2113
14982,34982,17981,98981,78981,57981,35981,12980,87980,62980,36980,0814
15981,35981,16980,97980,75980,53980,30980,05979,80979,53979,26978,9715
16980,39980,19979,97979,75979,51979,26979,01978,74978,46978,17977,8716
17979,44979,22979,00978,76978,51978,24977,97977,69977,40977,10976,7917
18978,51978,28978,03977,78977,51977,24976,95976,65976,35976,03975,7118
19977,59977,34977,08976,81976,53976,23975,93975,62975,30974,97974,6319
20976,68976,41976,13975,84975,55975,24974,92974,59974,26973,91973,5620
21975,77975,48975,19974,88974,57974,24973,91973,57973,21972,85972,4821
22974,86974,56974,24973,92973,59973,24972,89972,53972,16971,79971,4022
23973,95973,62973,29972,95972,60972,24971,87971,49971,11970,72970,3123
24973,03972,68972,33971,97971,60971,22970,84970,44970,04969,63969,2124
25972,09971,73971,36970,98970,59970,20969,79969,38968,96968,53968,1025
26971,14970,76970,37969,97969,57969,15968,73968,30967,86967,42966,9726
27970,18969,77969,36968,95968,52968,09967,65967,20966,75966,28965,8127
28969,18968,76968,33967,89967,45967,00966,54966,08965,60965,13964,6428
29968,16967,72967,27966,82966,36965,89965,41964,93964,44963,94963,4429
30967,12966,65966,19965,71965,23964,74964,25963,75963,24962,73962,2130
31966,04965,56965,07964,58964,08963,57963,06962,54962,02961,49960,9531
32964,92964,42963,92963,40962,89962,36961,84961,30960,76960,21959,6632
33963,77963,25962,73962,20961,66961,12960,58960,03959,47958,91958,3433
34962,58962,04961,50960,95960,40959,84959,28958,71958,14957,56956,9834
35961,34960,79960,23959,67959,10958,53957,95957,37956,78956,18955,5935
36960,07959,50958,92958,34957,76957,17956,58955,98955,37954,77954,1536
37958,75958,16957,57956,97956,37955,77955,16954,55953,93953,31952,6937
38957,38956,78956,17955,56954,95954,33953,71953,08952,45951,82951,1838
39955,97955,36954,74954,11953,48952,85952,22951,58950,93950,28949,6339
40954,52953,89953,25952,62951,97951,33950,68950,03949,37948,71948,0540
41953,02952,37951,73951,08950,42949,76949,10948,44947,77947,10946,4241
42951,47950,81950,16949,49948,83948,16947,48946,81946,13945,44944,7642
43949,88949,21948,54947,87947,19946,51945,83945,14944,45943,75943,0643
44948,25947,57946,88946,20945,51944,82944,13943,43942,73942,02941,3244
45946,57945,88945,19944,49943,79943,09942,39941,68940,97940,26939,5445
46944,85944,15943,45942,74942,04941,32940,61939,90939,18938,46937,7346
47943,08942,38941,67940,95940,24939,52938,80938,07937,35936,62935,8847
48941,28940,57939,85939,13938,40937,68936,95936,22935,48934,74934,0048
49939,44938,72937,99937,26936,53935,80935,06934,32933,58932,84932,0949
50937,56936,83936,10935,36934,63933,89933,14932,40931,65930,90930,1450
51935,65934,91934,17933,43932,69931,94931,19930,44929,68928,92928,1651
52933,70932,96932,21931,46930,71929,96929,20928,45927,69926,92926,1652
53931,72930,97930,22929,47928,71927,95927,19926,43925,66924,89924,1253
54929,70928,95928,19927,44926,67925,91925,14924,38923,61922,83922,0654
55927,66926,90926,14925,38924,61923,84923,07922,30921,52920,74919,9655
56925,59924,82924,06923,29922,52921,75920,97920,19919,41918,63917,8456
57923,48922,72921,95921,17920,40919,62918,84918,06917,28916,49915,7057
58921,35920,58919,81919,03918,25917,47916,69915,90915,11914,32913,5358
59919,19918,42917,64916,86916,08915,30914,51913,72912,93912,13911,3359
60917,01916,23915,45914,67913,88913,09912,30911,51910,71909,92909,1160
61914,80914,02913,23912,45911,66910,87910,07909,28908,48907,67906,8761
62912,57911,78910,99910,20909,41908,61907,82907,02906,21905,41904,6062
63910,31909,52908,73907,93907,14906,34905,54904,73903,93903,12902,3163
64908,02907,23906,43905,64904,84904,04903,23902,43901,62900,81899,9964
65905,71904,91904,12903,32902,51901,71900,90900,09899,28898,47897,6565
66903,37902,57901,77900,97900,17899,36898,55897,74896,92896,10895,2866
67901,01900,21899,40898,60897,79896,98896,17895,35894,53893,72892,8967
68898,62897,82897,01896,20895,39894,58893,76892,94892,12891,30890,4868
69896,20895,40894,59893,78892,96892,15891,33890,51889,68888,86888,0369
70893,76892,95892,14891,33890,51889,69888,87888,05887,22886,39885,5670
71891,29890,48889,66888,85888,03887,21886,38885,56884,73883,90883,0671
72888,79887,98887,16886,34885,52884,69883,87883,04882,21881,37880,5472
73886,27885,45884,63883,81882,98882,15881,33880,49879,66878,82877,9973
74883,71882,89882,07881,24880,41879,59878,75877,92877,08876,24875,4074
75881,13880,30879,48878,65877,82876,99876,15875,32874,48873,64872,7975
76878,51877,68876,85876,02875,19874,36873,52872,68871,84871,00870,1576
77875,86875,03874,20873,37872,53871,70870,86870,02869,17868,33867,4877
78873,18872,35871,52870,68869,84869,00868,16867,32866,47865,63864,7878
79870,47869,63868,80867,96867,12866,28865,44864,59863,74862,89862,0479
80867,72866,88866,05865,21864,36863,52862,67861,83860,98860,12859,2780
81864,93864,10863,26862,41861,57860,72859,88859,03858,17857,32856,4681
82862,11861,27860,43859,59858,74857,89857,04856,19855,34854,48853,6282
83859,25858,41857,56856,72855,87855,02854,17853,32852,46851,60850,7483
84856,34855,50854,65853,81852,96852,11851,25850,40849,54848,68847,8284
85853,39852,55851,70850,85850,00849,15848,29847,44846,58845,72844,8585
86850,39849,54848,70847,84846,99846,14845,28844,42843,56842,70841,8486
87847,33846,49845,64844,78843,93843,07842,22841,36840,50839,63838,7787
88844,22843,37842,52841,66840,81839,95839,09838,23837,37836,51835,6488
89841,03840,18839,33838,48837,62836,76835,90835,04834,18833,31832,4589
90837,77836,92836,07835,21834,36833,50832,64831,78830,91830,05829,1890
91834,43833,58832,73831,87831,01830,15829,29828,43827,57826,70825,8391
92830,99830,14829,29828,43827,57826,71825,85824,99824,13823,26822,3992
93827,45826,60825,74824,89824,03823,17822,31821,44820,58819,71818,8593
94823,79822,93822,08821,22820,36819,50818,64817,78816,91816,05815,1894
95819,98819,13818,27817,42816,56815,70814,84813,97813,11812,25811,3895
96816,02815,17814,31813,45812,59811,73810,87810,01809,15808,28807,4296
97811,87811,01810,16809,30808,44807,58806,72805,86805,00804,14803,2797
98807,48806,63805,77804,92804,06803,20802,34801,48800,62799,76798,9098
99802,81801,96801,11800,25799,40798,54797,68796,83795,97795,11794,2599
100797,76796,91796,06795,21794,36793,51792,65791,80790,95790,09789,24100
1011121314151617181920

Tablica II ρ = ρ (q, t)

q (%)2021222324252627282930q (%)
0998,20997,99997,77997,54997,29997,04996,78996,51996,23995,94995,650
1996,70996,49996,26996,03995,79995,54995,28995,01994,73994,44994,141
2995,23995,02994,80994,57994,32994,07993,81993,54993,25992,96992,662
3993,81993,59993,37993,14992,89992,64992,37992,10991,81991,52991,213
4992,41992,20991,97991,74991,49991,23990,97990,69990,40990,10989,804
5991,06990,84990,61990,37990,12989,86989,59989,31989,02988,72988,415
6989,73989,51989,27989,03988,77988,51988,24987,95987,66987,35987,046
7988,43988,20987,97987,72987,46987,19986,91986,62986,32986,02985,707
8987,16986,93986,69986,43986,17985,89985,61985,32985,01984,70984,388
9985,92985,68985,43985,17984,90984,62984,33984,03983,72983,41983,089
10984,71984,46984,21983,94983,66983,37983,08982,77982,45982,13981,7910
11983,52983,27983,00982,73982,44982,14981,84981,53981,20980,87980,5311
12982,35982,09981,82981,53981,24980,93980,62980,30979,97979,63979,2812
13981,21980,94980,65980,36980,05979,74979,42979,09978,75978,40978,0413
14980,08979,80979,50979,20978,88978,56978,23977,89977,54977,18976,8114
15978,97978,67978,37978,05977,73977,39977,05976,70976,34975,97975,5915
16977,87977,56977,25976,92976,58976,24975,88975,52975,15974,77974,3816
17976,79976,46976,13975,79975,44975,09974,72974,34973,96973,57973,1717
18975,71975,37975,03974,67974,31973,94973,56973,17972,78972,37971,9618
19974,63974,28973,92973,56973,18972,80972,40972,00971,59971,18970,7519
20973,56973,19972,82972,44972,05971,65971,24970,83970,41969,98969,5420
21972,48972,10971,72971,32970,91970,50970,08969,65969,22968,77968,3221
22971,40971,01970,60970,19969,77969,35968,91968,47968,02967,56967,0922
23970,31969,90969,48969,06968,62968,18967,73967,27966,80966,33965,8523
24969,21968,79968,35967,91967,46967,00966,53966,06965,58965,09964,6024
25968,10967,65967,20966,75966,28965,81965,32964,84964,34963,84963,3325
26966,97966,51966,04965,56965,08964,59964,10963,59963,08962,57962,0426
27965,81965,34964,85964,36963,87963,36962,85962,33961,80961,27960,7327
28964,64964,15963,65963,14962,63962,10961,58961,04960,50959,96959,4028
29963,44962,93962,41961,89961,36960,82960,28959,73959,18958,62958,0529
30962,21961,68961,15960,61960,07959,52958,96958,40957,83957,25956,6730
31960,95960,41959,86959,31958,75958,18957,61957,03956,45955,86955,2631
32959,66959,10958,54957,97957,40956,82956,23955,64955,04954,43953,8232
33958,34957,77957,19956,60956,01955,42954,82954,21953,60952,98952,3633
34956,98956,39955,80955,20954,60953,99953,37952,75952,13951,50950,8634
35955,59954,98954,38953,76953,14952,52951,89951,26950,62949,98949,3335
36954,15953,54952,92952,29951,66951,02950,38949,74949,08948,43947,7736
37952,69952,05951,42950,78950,14949,49948,83948,18947,51946,85946,1837
38951,18950,53949,89949,23948,58947,92947,25946,58945,91945,23944,5538
39949,63948,97948,31947,65946,98946,31945,63944,95944,27943,58942,8939
40948,05947,38946,70946,03945,35944,67943,98943,29942,59941,89941,1940
41946,42945,74945,06944,37943,68942,99942,29941,59940,88940,17939,4641
42944,76944,07943,37942,68941,98941,27940,56939,85939,14938,42937,7042
43943,06942,36941,65940,94940,23939,52938,80938,08937,36936,63935,9043
44941,32940,61939,89939,18938,46937,74937,01936,28935,55934,81934,0844
45939,54938,82938,10937,38936,65935,92935,18934,44933,70932,96932,2245
46937,73937,00936,27935,54934,80934,06933,32932,58931,83931,08930,3346
47935,88935,15934,41933,67932,92932,18931,43930,68929,92929,16928,4047
48934,00933,26932,51931,77931,01930,26929,50928,74927,98927,22926,4548
49932,09931,34930,59929,83929,07928,31927,55926,78926,02925,25924,4749
50930,14929,39928,63927,86927,10926,33925,56924,79924,02923,24922,4750
51928,16927,40926,64925,87925,10924,33923,55922,77921,99921,21920,4351
52926,16925,39924,62923,84923,07922,29921,51920,73919,94919,16918,3752
53924,12923,35922,57921,79921,01920,23919,44918,65917,86917,07916,2853
54922,06921,28920,50919,71918,93918,14917,35916,56915,76914,96914,1654
55919,96919,18918,39917,61916,82916,02915,23914,43913,63912,83912,0355
56917,84917,06916,27915,47914,68913,88913,08912,28911,48910,67909,8656
57915,70914,91914,11913,32912,52911,72910,91910,11909,30908,49907,6857
58913,53912,73911,94911,13910,33909,53908,72907,91907,10906,28905,4758
59911,33910,53909,73908,93908,12907,31906,50905,69904,87904,05903,2359
60909,11908,31907,51906,70905,89905,08904,26903,44902,62901,80900,9860
61906,87906,06905,26904,44903,63902,81902,00901,17900,35899,53898,7061
62904,60903,79902,98902,17901,35900,53899,71898,88898,06897,23896,4062
63902,31901,50900,68899,86899,04898,22897,40896,57895,74894,91894,0763
64899,99899,18898,36897,54896,71895,89895,06894,23893,40892,56891,7264
65897,65896,83896,01895,19894,36893,53892,70891,87891,03890,19889,3565
66895,28894,46893,64892,81891,98891,15890,32889,48888,64887,80886,9666
67892,89892,07891,24890,41889,58888,75887,91887,07886,23885,38884,5467
68890,48889,65888,82887,99887,15886,31885,47884,63883,79882,94882,0968
69888,03887,20886,37885,53884,70883,86883,02882,17881,32880,48879,6269
70885,56884,73883,89883,06882,22881,37880,53879,68878,83877,98877,1370
71883,06882,23881,39880,55879,71878,86878,02877,17876,32875,46874,6171
72880,54879,70878,86878,02877,17876,33875,48874,63873,77872,92872,0672
73877,99877,15876,30875,46874,61873,76872,91872,06871,20870,34869,4873
74875,40874,56873,72872,87872,02871,17870,31869,46868,60867,74866,8874
75872,79871,95871,10870,25869,40868,55867,69866,83865,97865,11864,2575
76870,15869,30868,45867,60866,75865,89865,04864,18863,31862,45861,5876
77867,48866,63865,78864,92864,07863,21862,35861,49860,62859,76858,8977
78864,78863,92863,07862,21861,36860,50859,63858,77857,90857,04856,1778
79862,04861,19860,33859,47858,61857,75856,89856,02855,15854,28853,4179
80859,27858,41857,56856,70855,83854,97854,10853,24852,37851,49850,6280
81856,46855,61854,75853,88853,02852,16851,29850,42849,55848,67847,8081
82853,62852,76851,90851,04850,17849,30848,43847,56846,69845,81844,9482
83850,74849,88849,02848,15847,28846,42845,54844,67843,80842,92842,0483
84847,82846,96846,09845,22844,36843,48842,61841,74840,86839,98839,1084
85844,85843,99843,12842,25841,38840,51839,64838,76837,88837,00836,1285
86841,84840,97840,10839,23838,36837,49836,61835,74834,86833,97833,0986
87838,77837,90837,03836,16835,29834,41833,54832,66831,78830,90830,0187
88835,64834,77833,90833,03832,16831,28830,41829,53828,64827,76826,8888
89832,45831,58830,71829,84828,96828,09827,21826,33825,45824,56823,6889
90829,18828,31827,44826,57825,70824,82823,94823,06822,18821,30820,4190
91825,83824,96824,09823,22822,35821,47820,59819,71818,83817,95817,0691
92822,39821,52820,65819,78818,91818,03817,16816,28815,40814,51813,6392
93818,85817,98817,11816,24815,36814,49813,61812,74811,86810,98810,0993
94815,18814,31813,45812,57811,70810,83809,96809,08808,20807,32806,4494
95811,38810,51809,65808,78807,91807,03806,16805,29804,41803,54802,6695
96807,42806,55805,69804,82803,95803,08802,21801,34800,47799,60798,7296
97803,27802,41801,54800,68799,81798,94798,08797,21796,34795,47794,6097
98798,90798,04797,17796,31795,45794,58793,72792,85791,99791,12790,2598
99794,25793,39792,53791,67790,81789,95789,08788,22787,36786,49785,6399
100789,24788,38787,53786,67785,81784,95784,09783,23782,37781,51780,65100
2021222324252627282930

Tablica II ρ = ρ (q, t)

q (%)3031323334353637383940q (%)
0995,65995,34995,02994,70994,37994,03993,68993,33992,96992,59992,210
1994,14993,83993,51993,18992,85992,50992,15991,79991,42991,05990,661
2992,66992,35992,03991,70991,36991,02990,66990,30989,92989,54989,152
3991,21990,90990,58990,25989,91989,56989,20988,83988,46988,07987,683
4989,80989,48989,16988,82988,48988,13987,77987,40987,02986,63986,234
5988,41988,09987,76987,42987,08986,72986,36985,99985,60985,22984,825
6987,04986,72986,39986,05985,70985,34984,97984,60984,22983,82983,426
7985,70985,37985,04984,69984,34983,98983,61983,23982,85982,45982,057
8984,38984,05983,71983,36983,00982,64982,26981,88981,49981,09980,698
9983,08982,74982,40982,04981,68981,31980,93980,55980,15979,75979,349
10981,79981,45981,10980,74980,37980,00979,62979,22978,83978,42978,0110
11980,53980,18979,82979,46979,08978,70978,31977,91977,51977,10976,6811
12979,28978,92978,56978,18977,80977,41977,01976,61976,20975,78975,3612
13978,04977,67977,30976,92976,53976,13975,73975,32974,90974,47974,0413
14976,81976,44976,05975,66975,26974,86974,45974,03973,60973,17972,7314
15975,59975,21974,81974,41974,00973,59973,17972,74972,30971,86971,4115
16974,38973,98973,58973,17972,75972,32971,89971,45971,00970,55970,0916
17973,17972,76972,35971,92971,49971,06970,61970,16969,70969,24968,7717
18971,96971,54971,11970,68970,24969,79969,33968,87968,40967,93967,4418
19970,75970,32969,88969,43968,98968,52968,05967,57967,09966,60966,1119
20969,54969,09968,64968,18967,71967,24966,76966,27965,78965,28964,7720
21968,32967,86967,39966,92966,44965,95965,46964,96964,45963,94963,4221
22967,09966,62966,14965,65965,15964,65964,15963,63963,11962,58962,0522
23965,85965,36964,87964,37963,86963,34962,82962,29961,76961,22960,6723
24964,60964,10963,59963,07962,55962,02961,48960,94960,40959,84959,2824
25963,33962,81962,29961,76961,22960,68960,13959,57959,01958,45957,8725
26962,04961,51960,97960,43959,88959,32958,76958,19957,61957,03956,4426
27960,73960,19959,64959,08958,51957,94957,37956,78956,19955,60955,0027
28959,40958,84958,28957,71957,13956,54955,95955,36954,75954,14953,5328
29958,05957,47956,89956,31955,72955,12954,51953,91953,29952,67952,0429
30956,67956,08955,49954,89954,28953,67953,05952,43951,80951,17950,5330
31955,26954,66954,05953,44952,82952,20951,57950,93950,29949,65948,9931
32953,82953,21952,59951,96951,33950,70950,05949,41948,75948,10947,4332
33952,36951,73951,10950,46949,82949,17948,51947,85947,19946,52945,8533
34950,86950,22949,58948,92948,27947,61946,94946,27945,60944,92944,2434
35949,33948,68948,02947,36946,69946,02945,35944,66943,98943,29942,6035
36947,77947,11946,44945,76945,09944,40943,72943,03942,33941,63940,9336
37946,18945,50944,82944,14943,45942,76942,06941,36940,65939,94939,2337
38944,55943,86943,17942,48941,78941,08940,37939,66938,95938,23937,5138
39942,89942,19941,49940,78940,08939,37938,65937,93937,21936,48935,7539
40941,19940,48939,77939,06938,34937,62936,90936,17935,44934,71933,9740
41939,46938,75938,03937,30936,58935,85935,12934,38933,64932,90932,1641
42937,70936,97936,25935,52934,78934,05933,31932,56931,82931,07930,3242
43935,90935,17934,44933,70932,96932,21931,46930,71929,96929,21928,4543
44934,08933,34932,59931,85931,10930,35929,59928,83928,08927,31926,5544
45932,22931,47930,72929,96929,21928,45927,69926,93926,16925,39924,6245
46930,33929,57928,81928,05927,29926,53925,76924,99924,22923,44922,6746
47928,40927,64926,88926,11925,34924,57923,80923,02922,24921,46920,6847
48926,45925,69924,91924,14923,37922,59921,81921,03920,25919,46918,6748
49924,47923,70922,92922,14921,36920,58919,79919,01918,22917,43916,6349
50922,47921,68920,90920,12919,33918,54917,75916,96916,17915,37914,5750
51920,43919,64918,86918,07917,27916,48915,68914,89914,09913,29912,4851
52918,37917,58916,78915,99915,19914,39913,59912,79911,98911,18910,3752
53916,28915,48914,68913,88913,08912,28911,47910,66909,85909,04908,2353
54914,16913,36912,56911,76910,95910,14909,33908,52907,70906,89906,0754
55912,03911,22910,41909,60908,79907,98907,16906,35905,53904,71903,8855
56909,86909,05908,24907,43906,61905,79904,97904,15903,33902,50901,6756
57907,68906,86906,05905,23904,41903,58902,76901,93901,11900,28899,4457
58905,47904,65903,83903,00902,18901,35900,53899,69898,86898,03897,1958
59903,23902,41901,59900,76899,93899,10898,27897,43896,60895,76894,9159
60900,98900,15899,32898,49897,66896,83895,99895,15894,31893,46892,6260
61898,70897,87897,04896,20895,37894,53893,69892,84892,00891,15890,3061
62896,40895,56894,73893,89893,05892,21891,36890,52889,67888,82887,9662
63894,07893,24892,40891,56890,71889,87889,02888,17887,31886,46885,6063
64891,72890,88890,04889,20888,35887,50886,65885,80884,94884,08883,2264
65889,35888,51887,67886,82885,97885,12884,26883,40882,54881,68880,8165
66886,96886,11885,26884,41883,56882,71881,85880,99880,12879,26878,3966
67884,54883,69882,84881,99881,13880,27879,41878,55877,68876,81875,9467
68882,09881,24880,39879,53878,68877,81876,95876,08875,22874,34873,4768
69879,62878,77877,91877,06876,20875,33874,47873,60872,73871,85870,9869
70877,13876,27875,41874,55873,69872,83871,96871,09870,21869,34868,4670
71874,61873,75872,89872,03871,16870,29869,42868,55867,67866,80865,9171
72872,06871,20870,34869,47868,60867,73866,86865,99865,11864,23863,3472
73869,48868,62867,76866,89866,02865,15864,27863,40862,52861,63860,7573
74866,88866,01865,15864,28863,41862,53861,66860,78859,90859,01858,1374
75864,25863,38862,51861,64860,77859,89859,01858,13857,25856,36855,4875
76861,58860,71859,84858,97858,10857,22856,34855,46854,57853,69852,8076
77858,89858,02857,15856,27855,40854,52853,64852,75851,87850,98850,0977
78856,17855,29854,42853,54852,67851,78850,90850,02849,13848,24847,3478
79853,41852,54851,66850,78849,90849,02848,13847,25846,36845,47844,5779
80850,62849,75848,87847,99847,11846,22845,33844,45843,55842,66841,7680
81847,80846,92846,04845,16844,27843,39842,50841,61840,72839,82838,9281
82844,94844,06843,18842,29841,41840,52839,63838,74837,84836,94836,0482
83842,04841,16840,28839,39838,50837,61836,72835,82834,93834,03833,1283
84839,10838,22837,33836,45835,56834,66833,77832,87831,97831,07830,1784
85836,12835,24834,35833,46832,57831,67830,78829,88828,98828,07827,1685
86833,09832,21831,32830,43829,53828,64827,74826,84825,94825,03824,1286
87830,01829,12828,24827,34826,45825,55824,65823,75822,85821,94821,0387
88826,88825,99825,10824,21823,31822,41821,51820,61819,70818,79817,8888
89823,68822,79821,90821,01820,11819,21818,31817,41816,50815,59814,6889
90820,41819,52818,63817,74816,84815,95815,04814,14813,23812,32811,4190
91817,06816,18815,29814,40813,50812,60811,70810,80809,90808,99808,0891
92813,63812,74811,86810,97810,07809,18808,28807,38806,48805,57804,6692
93810,09809,21808,32807,44806,55805,66804,76803,86802,97802,06801,1693
94806,44805,56804,68803,80802,91802,02801,13800,24799,34798,45797,5594
95802,66801,78800,90800,02799,14798,26797,37796,49795,60794,71793,8195
96798,72797,85796,97796,10795,22794,34793,46792,58791,70790,82789,9396
97794,60793,73792,86791,99791,11790,24789,37788,49787,62786,74785,8697
98790,25789,39788,52787,65786,78785,92785,05784,18783,31782,43781,5698
99785,63784,77783,90783,04782,17781,30780,44779,57778,70777,83776,9599
100780,65779,78778,92778,05777,18776,31775,44774,57773,69772,81771,93100
3031323334353637383940

TABLICA IIIa

ρ20 °C = ρ20 °C (p)

Gęstość w temperaturze 20 °C w funkcji ułamka masowego

krok tablicy: 0,1 % mas

Tablica IIIa ρ20°C = ρ20°C (p)

p (%)0,00,10,20,30,40,50,60,70,80,9p (%)
0998,20998,01997,82997,63997,44997,25997,06996,87996,68996,490
1996,31996,12995,94995,75995,57995,39995,21995,03994,85994,671
2994,49994,31994,13993,95993,77993,60993,42993,25993,07992,902
3992,73992,55992,38992,21992,04991,87991,70991,53991,36991,193
4991,02990,86990,69990,53990,36990,19990,03989,87989,70989,544
5989,38989,22989,05988,89988,73988,57988,41988,26988,10987,945
6987,78987,63987,47987,31987,16987,00986,85986,69986,54986,396
7986,24986,08985,93985,78985,63985,48985,33985,18985,03984,887
8984,73984,58984,44984,29984,14984,00983,85983,71983,56983,428
9983,27983,13982,98982,84982,70982,56982,41982,27982,13981,999
10981,85981,71981,57981,43981,29981,15981,01980,87980,73980,6010
11980,46980,32980,18980,05979,91979,77979,64979,50979,37979,2311
12979,10978,96978,83978,69978,56978,42978,29978,16978,02977,8912
13977,76977,63977,49977,36977,23977,10976,96976,83976,70976,5713
14976,44976,31976,18976,05975,92975,78975,65975,52975,39975,2614
15975,13975,00974,87974,74974,61974,48974,35974,22974,09973,9615
16973,83973,70973,57973,45973,32973,19973,06972,93972,80972,6716
17972,54972,41972,28972,15972,02971,89971,76971,63971,50971,3717
18971,24971,11970,98970,85970,72970,58970,45970,32970,19970,0618
19969,93969,80969,67969,53969,40969,27969,14969,01968,87968,7419
20968,61968,47968,34968,21968,07967,94967,80967,67967,54967,4020
21967,27967,13967,00966,86966,72966,59966,45966,31966,18966,0421
22965,90965,76965,63965,49965,35965,21965,07964,93964,79964,6522
23964,51964,37964,23964,09963,95963,80963,66963,52963,38963,2323
24963,09962,95962,80962,66962,51962,37962,22962,07961,93961,7824
25961,63961,49961,34961,19961,04960,89960,74960,59960,44960,2925
26960,14959,99959,84959,69959,54959,38959,23959,08958,92958,7726
27958,61958,46958,30958,15957,99957,83957,68957,52957,36957,2027
28957,05956,89956,73956,57956,41956,25956,08955,92955,76955,6028
29955,44955,27955,11954,94954,78954,62954,45954,28954,12953,9529
30953,78953,62953,45953,28953,11952,94952,77952,60952,43952,2630
31952,09951,92951,75951,58951,40951,23951,06950,88950,71950,5331
32950,36950,18950,01949,83949,65949,48949,30949,12948,94948,7632
33948,58948,40948,22948,04947,86947,68947,50947,32947,14946,9533
34946,77946,59946,40946,22946,03945,85945,66945,48945,29945,1134
35944,92944,73944,54944,36944,17943,98943,79943,60943,41943,2235
36943,03942,84942,65942,46942,27942,07941,88941,69941,49941,3036
37941,11940,91940,72940,52940,33940,13939,94939,74939,54939,3537
38939,15938,95938,76938,56938,36938,16937,96937,76937,56937,3638
39937,16936,96936,76936,56936,36936,16935,96935,75935,55935,3539
40935,15934,94934,74934,53934,33934,13933,92933,72933,51933,3140
41933,10932,89932,69932,48932,28932,07931,86931,65931,45931,2441
42931,03930,82930,61930,40930,20929,99929,78929,57929,36929,1542
43928,94928,73928,52928,30928,09927,88927,67927,46927,25927,0343
44926,82926,61926,40926,18925,97925,76925,54925,33925,12924,9044
45924,69924,47924,26924,04923,83923,61923,40923,18922,97922,7545
46922,53922,32922,10921,89921,67921,45921,23921,02920,80920,5846
47920,37920,15919,93919,71919,49919,27919,06918,84918,62918,4047
48918,18917,96917,74917,52917,30917,08916,86916,64916,42916,2048
49915,98915,76915,54915,32915,10914,88914,66914,44914,21913,9949
50913,77913,55913,33913,10912,88912,66912,44912,22911,99911,7750
51911,55911,32911,10910,88910,65910,43910,21909,98909,76909,5451
52909,31909,09908,86908,64908,42908,19907,97907,74907,52907,2952
53907,07906,84906,62906,39906,17905,94905,72905,49905,26905,0453
54904,81904,59904,36904,13903,91903,68903,46903,23903,00902,7854
55902,55902,32902,09901,87901,64901,41901,19900,96900,73900,5055
56900,28900,05899,82899,59899,36899,14898,91898,68898,45898,2256
57897,99897,76897,54897,31897,08896,85896,62896,39896,16895,9357
58895,70895,47895,24895,01894,78894,55894,32894,09893,86893,6358
59893,40893,17892,94892,71892,48892,25892,02891,79891,56891,3359
60891,10890,87890,64890,40890,17889,94889,71889,48889,25889,0160
61888,78888,55888,32888,09887,85887,62887,39887,16886,93886,6961
62886,46886,23885,99885,76885,53885,30885,06884,83884,60884,3662
63884,13883,90883,66883,43883,20882,96882,73882,49882,26882,0363
64881,79881,56881,32881,09880,85880,62880,39880,15879,92879,6864
65879,45879,21878,98878,74878,51878,27878,04877,80877,56877,3365
66877,09876,86876,62876,39876,15875,91875,68875,44875,21874,9766
67874,73874,50874,26874,02873,79873,55873,31873,08872,84872,6067
68872,37872,13871,89871,65871,42871,18870,94870,71870,47870,2368
69869,99869,75869,52869,28869,04868,80868,56868,33868,09867,8569
70867,61867,37867,13866,90866,66866,42866,18865,94865,70865,4670
71865,22864,98864,74864,50864,27864,03863,79863,55863,31863,0771
72862,83862,59862,35862,11861,87861,63861,39861,15860,91860,6772
73860,43860,18859,94859,70859,46859,22858,98858,74858,50858,2673
74858,02857,77857,53857,29857,05856,81856,57856,32856,08855,8474
75855,60855,36855,11854,87854,63854,39854,15853,90853,66853,4275
76853,17852,93852,69852,45852,20851,96851,72851,47851,23850,9976
77850,74850,50850,25850,01849,77849,52849,28849,03848,79848,5477
78848,30848,05847,81847,57847,32847,08846,83846,58846,34846,0978
79845,85845,60845,36845,11844,86844,62844,37844,13843,88843,6379
80843,39843,14842,89842,65842,40842,15841,90841,66841,41841,1680
81840,91840,66840,42840,17839,92839,67839,42839,17838,92838,6881
82838,43838,18837,93837,68837,43837,18836,93836,68836,43836,1882
83835,93835,67835,42835,17834,92834,67834,42834,17833,91833,6683
84833,41833,16832,90832,65832,40832,14831,89831,64831,38831,1384
85830,88830,62830,37830,11829,86829,60829,35829,09828,84828,5885
86828,32828,07827,81827,55827,30827,04826,78826,52826,27826,0186
87825,75825,49825,23824,97824,71824,45824,19823,93823,67823,4187
88823,15822,89822,63822,37822,11821,85821,58821,32821,06820,8088
89820,53820,27820,00819,74819,48819,21818,95818,68818,42818,1589
90817,88817,62817,35817,08816,82816,55816,28816,01815,74815,4790
91815,21814,94814,67814,40814,12813,85813,58813,31813,04812,7791
92812,49812,22811,95811,68811,40811,13810,85810,58810,30810,0392
93809,75809,47809,20808,92808,64808,36808,09807,81807,53807,2593
94806,97806,69806,41806,12805,84805,56805,28805,00804,71804,4394
95804,14803,86803,57803,29803,00802,72802,43802,14801,85801,5695
96801,27800,99800,70800,40800,11799,82799,53799,24798,94798,6596
97798,36798,06797,77797,47797,17796,88796,58796,28795,98795,6897
98795,38795,08794,78794,48794,18793,87793,57793,26792,96792,6598
99792,35792,04791,73791,42791,11790,80790,49790,18789,87789,5599
100789,24100
0,00,10,20,30,40,50,60,70,80,9

TABLICA IIIb

q = q(p)

Ułamek objętościowy w funkcji ułamka masowego

krok tablicy: 0,1 % mas

Tablica IIIb q = q(p)

p (%)0,00,10,20,30,40,50,60,70,80,9p (%)
00,000,130,250,380,510,630,760,881,011,140
11,261,391,511,641,771,892,022,142,272,391
22,522,652,772,903,023,153,273,403,523,652
33,773,904,024,154,274,404,524,654,774,903
45,025,155,275,405,525,655,775,896,026,144
56,276,396,526,646,766,897,017,147,267,395
67,517,637,767,888,008,138,258,388,508,626
78,758,878,999,129,249,369,499,619,739,867
89,9810,1010,2310,3510,4710,6010,7210,8410,9711,098
911,2111,3411,4611,5811,7011,8311,9512,0712,2012,329
1012,4412,5612,6912,8112,9313,0513,1813,3013,4213,5410
1113,6713,7913,9114,0314,1514,2814,4014,5214,6414,7611
1214,8915,0115,1315,2515,3715,5015,6215,7415,8615,9812
1316,1116,2316,3516,4716,5916,7116,8316,9617,0817,2013
1417,3217,4417,5617,6817,8117,9318,0518,1718,2918,4114
1518,5318,6518,7818,9019,0219,1419,2619,3819,5019,6215
1619,7419,8619,9820,1020,2320,3520,4720,5920,7120,8316
1720,9521,0721,1921,3121,4321,5521,6721,7921,9122,0317
1822,1522,2722,3922,5122,6322,7522,8722,9923,1123,2318
1923,3523,4723,5923,7123,8323,9524,0724,1924,3124,4319
2024,5524,6624,7824,9025,0225,1425,2625,3825,5025,6220
2125,7425,8625,9726,0926,2126,3326,4526,5726,6926,8121
2226,9227,0427,1627,2827,4027,5227,6327,7527,8727,9922
2328,1128,2328,3428,4628,5828,7028,8228,9329,0529,1723
2429,2929,4029,5229,6429,7629,8729,9930,1130,2330,3424
2530,4630,5830,7030,8130,9331,0531,1631,2831,4031,5125
2631,6331,7531,8631,9832,1032,2132,3332,4532,5632,6826
2732,7932,9133,0333,1433,2633,3733,4933,6133,7233,8427
2833,9534,0734,1834,3034,4234,5334,6534,7634,8834,9928
2935,1135,2235,3435,4535,5735,6835,8035,9136,0336,1429
3036,2536,3736,4836,6036,7136,8336,9437,0537,1737,2830
3137,4037,5137,6237,7437,8537,9738,0838,1938,3138,4231
3238,5338,6538,7638,8738,9939,1039,2139,3239,4439,5532
3339,6639,7839,8940,0040,1140,2340,3440,4540,5640,6733
3440,7940,9041,0141,1241,2341,3541,4641,5741,6841,7934
3541,9042,0242,1342,2442,3542,4642,5742,6842,7942,9035
3643,0143,1343,2443,3543,4643,5743,6843,7943,9044,0136
3744,1244,2344,3444,4544,5644,6744,7844,8945,0045,1137
3845,2245,3345,4445,5545,6645,7645,8745,9846,0946,2038
3946,3146,4246,5346,6446,7446,8546,9647,0747,1847,2939
4047,3947,5047,6147,7247,8347,9348,0448,1548,2648,3740
4148,4748,5848,6948,8048,9049,0149,1249,2249,3349,4441
4249,5549,6549,7649,8749,9750,0850,1950,2950,4050,5042
4350,6150,7250,8250,9351,0451,1451,2551,3551,4651,5643
4451,6751,7851,8851,9952,0952,2052,3052,4152,5152,6244
4552,7252,8352,9353,0453,1453,2553,3553,4653,5653,6645
4653,7753,8753,9854,0854,1954,2954,3954,5054,6054,7146
4754,8154,9155,0255,1255,2255,3355,4355,5355,6455,7447
4855,8455,9456,0556,1556,2556,3656,4656,5656,6656,7748
4956,8756,9757,0757,1857,2857,3857,4857,5857,6957,7949
5057,8957,9958,0958,1958,3058,4058,5058,6058,7058,8050
5158,9059,0059,1159,2159,3159,4159,5159,6159,7159,8151
5259,9160,0160,1160,2160,3160,4160,5160,6160,7160,8152
5360,9161,0161,1161,2161,3161,4161,5161,6161,7161,8153
5461,9162,0162,1162,2062,3062,4062,5062,6062,7062,8054
5562,9062,9963,0963,1963,2963,3963,4963,5863,6863,7855
5663,8863,9864,0764,1764,2764,3764,4664,5664,6664,7656
5764,8564,9565,0565,1565,2465,3465,4465,5365,6365,7357
5865,8265,9266,0266,1166,2166,3166,4066,5066,5966,6958
5966,7966,8866,9867,0767,1767,2767,3667,4667,5567,6559
6067,7467,8467,9368,0368,1268,2268,3168,4168,5068,6060
6168,6968,7968,8868,9869,0769,1769,2669,3569,4569,5461
6269,6469,7369,8369,9270,0170,1170,2070,2970,3970,4862
6370,5770,6770,7670,8570,9571,0471,1371,2371,3271,4163
6471,5171,6071,6971,7871,8871,9772,0672,1572,2472,3464
6572,4372,5272,6172,7172,8072,8972,9873,0773,1673,2665
6673,3573,4473,5373,6273,7173,8073,8973,9974,0874,1766
6774,2674,3574,4474,5374,6274,7174,8074,8974,9875,0767
6875,1675,2575,3475,4375,5275,6175,7075,7975,8875,9768
6976,0676,1576,2476,3376,4276,5176,6076,6876,7776,8669
7076,9577,0477,1377,2277,3177,3977,4877,5777,6677,7570
7177,8477,9278,0178,1078,1978,2878,3678,4578,5478,6371
7278,7178,8078,8978,9879,0679,1579,2479,3279,4179,5072
7379,5879,6779,7679,8479,9380,0280,1080,1980,2880,3673
7480,4580,5380,6280,7180,7980,8880,9681,0581,1481,2274
7581,3181,3981,4881,5681,6581,7381,8281,9081,9982,0775
7682,1682,2482,3382,4182,4982,5882,6682,7582,8382,9276
7783,0083,0883,1783,2583,3483,4283,5083,5983,6783,7577
7883,8483,9284,0084,0984,1784,2584,3484,4284,5084,5878
7984,6784,7584,8384,9185,0085,0885,1685,2485,3285,4179
8085,4985,5785,6585,7385,8285,9085,9886,0686,1486,2280
8186,3086,3886,4786,5586,6386,7186,7986,8786,9587,0381
8287,1187,1987,2787,3587,4387,5187,5987,6787,7587,8382
8387,9187,9988,0788,1588,2388,3188,3988,4688,5488,6283
8488,7088,7888,8688,9489,0289,0989,1789,2589,3389,4184
8589,4889,5689,6489,7289,8089,8789,9590,0390,1090,1885
8690,2690,3490,4190,4990,5790,6490,7290,8090,8790,9586
8791,0291,1091,1891,2591,3391,4091,4891,5691,6391,7187
8891,7891,8691,9392,0192,0892,1692,2392,3192,3892,4588
8992,5392,6092,6892,7592,8392,9092,9793,0593,1293,1989
9093,2793,3493,4193,4993,5693,6393,7093,7893,8593,9290
9193,9994,0794,1494,2194,2894,3594,4394,5094,5794,6491
9294,7194,7894,8594,9294,9995,0795,1495,2195,2895,3592
9395,4295,4995,5695,6395,7095,7795,8495,9095,9796,0493
9496,1196,1896,2596,3296,3996,4596,5296,5996,6696,7394
9596,7996,8696,9397,0097,0697,1397,2097,2697,3397,4095
9697,4697,5397,6097,6697,7397,7997,8697,9397,9998,0696
9798,1298,1998,2598,3198,3898,4498,5198,5798,6498,7097
9898,7698,8398,8998,9599,0299,0899,1499,2099,2799,3398
9999,3999,4599,5199,5799,6499,7099,7699,8299,8899,9499
100100,00100
0,00,10,20,30,40,50,60,70,80,9

TABLICA IVa

ρ20 °C = ρ20 °C (q)

Gęstość w temperaturze 20 °C w funkcji ułamka objętościowego

krok tablicy: 0,1 % vol

Tablica IVa ρ = ρ20°C(q)

q (%)0,00,10,20,30,40,50,60,70,80,9q (%)
0998,20998,05997,90997,75997,59997,44997,29997,14996,99996,850
1996,70996,55996,40996,25996,11995,96995,81995,67995,52995,381
2995,23995,09994,94994,80994,66994,51994,37994,23994,09993,952
3993,81993,66993,52993,38993,24993,11992,97992,83992,69992,553
4992,41992,28992,14992,00991,87991,73991,59991,46991,32991,194
5991,06990,92990,79990,65990,52990,39990,26990,12989,99989,865
6989,73989,60989,47989,34989,21989,08988,95988,82988,69988,566
7988,43988,30988,18988,05987,92987,79987,67987,54987,42987,297
8987,16987,04986,91986,79986,66986,54986,42986,29986,17986,058
9985,92985,80985,68985,56985,44985,31985,19985,07984,95984,839
10984,71984,59984,47984,35984,23984,11983,99983,88983,76983,6410
11983,52983,40983,29983,17983,05982,94982,82982,70982,59982,4711
12982,35982,24982,12982,01981,89981,78981,67981,55981,44981,3212
13981,21981,10980,98980,87980,76980,64980,53980,42980,31980,1913
14980,08979,97979,86979,75979,64979,52979,41979,30979,19979,0814
15978,97978,86978,75978,64978,53978,42978,31978,20978,09977,9815
16977,87977,76977,65977,55977,44977,33977,22977,11977,00976,8916
17976,79976,68976,57976,46976,35976,25976,14976,03975,92975,8117
18975,71975,60975,49975,38975,28975,17975,06974,95974,85974,7418
19974,63974,52974,42974,31974,20974,09973,99973,88973,77973,6619
20973,56973,45973,34973,24973,13973,02972,91972,80972,70972,5920
21972,48972,37972,27972,16972,05971,94971,83971,73971,62971,5121
22971,40971,29971,18971,08970,97970,86970,75970,64970,53970,4222
23970,31970,20970,09969,98969,87969,76969,65969,54969,43969,3223
24969,21969,10968,99968,88968,77968,66968,55968,43968,32968,2124
25968,10967,99967,87967,76967,65967,53967,42967,31967,19967,0825
26966,97966,85966,74966,62966,51966,39966,28966,16966,05965,9326
27965,81965,70965,58965,46965,35965,23965,11964,99964,88964,7627
28964,64964,52964,40964,28964,16964,04963,92963,80963,68963,5628
29963,44963,32963,20963,07962,95962,83962,71962,58962,46962,3329
30962,21962,09961,96961,84961,71961,59961,46961,33961,21961,0830
31960,95960,82960,70960,57960,44960,31960,18960,05959,92959,7931
32959,66959,53959,40959,27959,14959,01958,87958,74958,61958,4732
33958,34958,20958,07957,94957,80957,66957,53957,39957,26957,1233
34956,98956,84956,70956,57956,43956,29956,15956,01955,87955,7334
35955,59955,45955,30955,16955,02954,88954,73954,59954,44954,3035
36954,15954,01953,86953,72953,57953,42953,28953,13952,98952,8336
37952,69952,54952,39952,24952,09951,94951,79951,63951,48951,3337
38951,18951,02950,87950,72950,56950,41950,25950,10949,94949,7938
39949,63949,47949,32949,16949,00948,84948,68948,52948,37948,2139
40948,05947,88947,72947,56947,40947,24947,08946,91946,75946,5840
41946,42946,26946,09945,93945,76945,59945,43945,26945,09944,9341
42944,76944,59944,42944,25944,08943,91943,74943,57943,40943,2342
43943,06942,88942,71942,54942,37942,19942,02941,84941,67941,4943
44941,32941,14940,97940,79940,61940,43940,26940,08939,90939,7244
45939,54939,36939,18939,00938,82938,64938,46938,28938,10937,9145
46937,73937,55937,36937,18937,00936,81936,63936,44936,26936,0746
47935,88935,70935,51935,32935,14934,95934,76934,57934,38934,1947
48934,00933,81933,62933,43933,24933,05932,86932,67932,47932,2848
49932,09931,90931,70931,51931,31931,12930,92930,73930,53930,3449
50930,14929,95929,75929,55929,35929,16928,96928,76928,56928,3650
51928,16927,96927,77927,57927,36927,16926,96926,76926,56926,3651
52926,16925,95925,75925,55925,35925,14924,94924,73924,53924,3252
53924,12923,91923,71923,50923,30923,09922,88922,68922,47922,2653
54922,06921,85921,64921,43921,22921,01920,80920,59920,38920,1754
55919,96919,75919,54919,33919,12918,91918,69918,48918,27918,0655
56917,84917,63917,42917,20916,99916,77916,56916,35916,13915,9156
57915,70915,48915,27915,05914,83914,62914,40914,18913,97913,7557
58913,53913,31913,09912,87912,65912,43912,22912,00911,78911,5558
59911,33911,11910,89910,67910,45910,23910,01909,78909,56909,3459
60909,11908,89908,67908,44908,22908,00907,77907,55907,32907,1060
61906,87906,64906,42906,19905,97905,74905,51905,29905,06904,8361
62904,60904,37904,15903,92903,69903,46903,23903,00902,77902,5462
63902,31902,08901,85901,62901,39901,15900,92900,69900,46900,2363
64899,99899,76899,53899,29899,06898,82898,59898,36898,12897,8964
65897,65897,42897,18896,94896,71896,47896,23896,00895,76895,5265
66895,28895,05894,81894,57894,33894,09893,85893,61893,37893,1366
67892,89892,65892,41892,17891,93891,69891,45891,20890,96890,7267
68890,48890,23889,99889,75889,50889,26889,01888,77888,52888,2868
69888,03887,79887,54887,29887,05886,80886,55886,31886,06885,8169
70885,56885,31885,06884,82884,57884,32884,07883,82883,57883,3270
71883,06882,81882,56882,31882,06881,81881,55881,30881,05880,7971
72880,54880,29880,03879,78879,52879,27879,01878,75878,50878,2472
73877,99877,73877,47877,21876,96876,70876,44876,18875,92875,6673
74875,40875,14874,88874,62874,36874,10873,84873,58873,32873,0674
75872,79872,53872,27872,00871,74871,48871,21870,95870,68870,4275
76870,15869,89869,62869,35869,09868,82868,55868,28868,02867,7576
77867,48867,21866,94866,67866,40866,13865,86865,59865,32865,0577
78864,78864,50864,23863,96863,69863,41863,14862,86862,59862,3178
79862,04861,76861,49861,21860,94860,66860,38860,10859,83859,5579
80859,27858,99858,71858,43858,15857,87857,59857,31857,03856,7580
81856,46856,18855,90855,62855,33855,05854,76854,48854,19853,9181
82853,62853,34853,05852,76852,48852,19851,90851,61851,32851,0382
83850,74850,45850,16849,87849,58849,29848,99848,70848,41848,1183
84847,82847,53847,23846,93846,64846,34846,05845,75845,45845,1584
85844,85844,55844,25843,95843,65843,35843,05842,75842,44842,1485
86841,84841,53841,23840,92840,62840,31840,00839,70839,39839,0886
87838,77838,46838,15837,84837,52837,21836,90836,59836,27835,9687
88835,64835,32835,01834,69834,37834,05833,73833,41833,09832,7788
89832,45832,12831,80831,48831,15830,82830,50830,17829,84829,5189
90829,18828,85828,52828,19827,85827,52827,18826,85826,51826,1790
91825,83825,49825,15824,81824,47824,13823,78823,44823,09822,7491
92822,39822,04821,69821,34820,99820,63820,28819,92819,57819,2192
93818,85818,49818,12817,76817,40817,03816,66816,30815,93815,5593
94815,18814,81814,43814,06813,68813,30812,92812,54812,15811,7794
95811,38810,99810,60810,21809,82809,42809,02808,63808,23807,8295
96807,42807,01806,61806,20805,78805,37804,96804,54804,12803,7096
97803,27802,85802,42801,99801,55801,12800,68800,24799,80799,3597
98798,90798,45798,00797,54797,08796,62796,15795,68795,21794,7398
99794,25793,77793,28792,79792,30791,80791,29790,79790,28789,7699
100789,24788,71788,18787,65787,10786,56786,00785,44784,88784,30100
0,00,10,20,30,40,50,60,70,80,9

TABLICA IVb

p = p(q)

Ułamek masowy w funkcji ułamka objętościowego

krok tablicy: 0,1 % vol

Tablica IVb p = p(q)

q (%)0,00,10,20,30,40,50,60,70,80,9q (%)
00,000,080,160,240,320,400,470,550,630,710
10,790,870,951,031,111,191,271,351,431,511
21,591,671,751,821,901,982,062,142,222,302
32,382,462,542,622,702,782,862,943,023,103
43,183,263,343,423,503,583,663,743,823,904
53,984,064,144,224,304,384,464,544,624,705
64,784,864,955,035,115,195,275,355,435,516
75,595,675,755,835,915,996,076,156,236,327
86,406,486,566,646,726,806,886,967,047,128
97,207,297,377,457,537,617,697,777,857,939
108,018,108,188,268,348,428,508,588,668,7510
118,838,918,999,079,159,239,329,409,489,5611
129,649,729,809,899,9710,0510,1310,2110,2910,3712
1310,4610,5410,6210,7010,7810,8710,9511,0311,1111,1913
1411,2711,3611,4411,5211,6011,6811,7711,8511,9312,0114
1512,0912,1712,2612,3412,4212,5012,5912,6712,7512,8315
1612,9113,0013,0813,1613,2413,3213,4113,4913,5713,6516
1713,7413,8213,9013,9814,0714,1514,2314,3114,4014,4817
1814,5614,6414,7314,8114,8914,9715,0615,1415,2215,3018
1915,3915,4715,5515,6315,7215,8015,8815,9716,0516,1319
2016,2116,3016,3816,4616,5516,6316,7116,7916,8816,9620
2117,0417,1317,2117,2917,3817,4617,5417,6217,7117,7921
2217,8717,9618,0418,1218,2118,2918,3718,4618,5418,6222
2318,7118,7918,8718,9619,0419,1319,2119,2919,3819,4623
2419,5419,6319,7119,7919,8819,9620,0520,1320,2120,3024
2520,3820,4720,5520,6320,7220,8020,8820,9721,0521,1425
2621,2221,3121,3921,4721,5621,6421,7321,8121,9021,9826
2722,0622,1522,2322,3222,4022,4922,5722,6522,7422,8227
2822,9122,9923,0823,1623,2523,3323,4223,5023,5923,6728
2923,7623,8423,9324,0124,1024,1824,2724,3524,4424,5229
3024,6124,6924,7824,8624,9525,0325,1225,2025,2925,3830
3125,4625,5525,6325,7225,8025,8925,9726,0626,1526,2331
3226,3226,4026,4926,5726,6626,7526,8326,9227,0027,0932
3327,1827,2627,3527,4427,5227,6127,6927,7827,8727,9533
3428,0428,1328,2128,3028,3928,4728,5628,6528,7328,8234
3528,9128,9929,0829,1729,2629,3429,4329,5229,6029,6935
3629,7829,8729,9530,0430,1330,2130,3030,3930,4830,5636
3730,6530,7430,8330,9231,0031,0931,1831,2731,3531,4437
3831,5331,6231,7131,7931,8831,9732,0632,1532,2432,3238
3932,4132,5032,5932,6832,7732,8632,9433,0333,1233,2139
4033,3033,3933,4833,5733,6633,7433,8333,9234,0134,1040
4134,1934,2834,3734,4634,5534,6434,7334,8234,9135,0041
4235,0935,1835,2735,3635,4535,5435,6335,7235,8135,9042
4335,9936,0836,1736,2636,3536,4436,5336,6236,7136,8043
4436,8936,9837,0737,1637,2537,3537,4437,5337,6237,7144
4537,8037,8937,9838,0838,1738,2638,3538,4438,5338,6245
4638,7238,8138,9038,9939,0839,1839,2739,3639,4539,5446
4739,6439,7339,8239,9140,0040,1040,1940,2840,3740,4747
4840,5640,6540,7540,8440,9341,0241,1241,2141,3041,4048
4941,4941,5841,6841,7741,8641,9642,0542,1442,2442,3349
5042,4342,5242,6142,7142,8042,9042,9943,0843,1843,2750
5143,3743,4643,5643,6543,7443,8443,9344,0344,1244,2251
5244,3144,4144,5044,6044,6944,7944,8844,9845,0745,1752
5345,2645,3645,4645,5545,6545,7445,8445,9346,0346,1353
5446,2246,3246,4146,5146,6146,7046,8046,9046,9947,0954
5547,1847,2847,3847,4747,5747,6747,7747,8647,9648,0655
5648,1548,2548,3548,4548,5448,6448,7448,8448,9349,0356
5749,1349,2349,3249,4249,5249,6249,7249,8149,9150,0157
5850,1150,2150,3150,4050,5050,6050,7050,8050,9051,0058
5951,1051,1951,2951,3951,4951,5951,6951,7951,8951,9959
6052,0952,1952,2952,3952,4952,5952,6952,7952,8952,9960
6153,0953,1953,2953,3953,4953,5953,6953,7953,8953,9961
6254,0954,1954,3054,4054,5054,6054,7054,8054,9055,0062
6355,1155,2155,3155,4155,5155,6155,7255,8255,9256,0263
6456,1256,2356,3356,4356,5356,6456,7456,8456,9457,0564
6557,1557,2557,3657,4657,5657,6757,7757,8757,9858,0865
6658,1858,2958,3958,4958,6058,7058,8158,9159,0159,1266
6759,2259,3359,4359,5459,6459,7459,8559,9560,0660,1667
6860,2760,3760,4860,5860,6960,8060,9061,0161,1161,2268
6961,3261,4361,5461,6461,7561,8561,9662,0762,1762,2869
7062,3962,4962,6062,7162,8162,9263,0363,1363,2463,3570
7163,4663,5663,6763,7863,8963,9964,1064,2164,3264,4371
7264,5364,6464,7564,8664,9765,0865,1965,2965,4065,5172
7365,6265,7365,8465,9566,0666,1766,2866,3966,5066,6173
7466,7266,8366,9467,0567,1667,2767,3867,4967,6067,7174
7567,8267,9368,0468,1568,2668,3868,4968,6068,7168,8275
7668,9369,0469,1669,2769,3869,4969,6169,7269,8369,9476
7770,0670,1770,2870,3970,5170,6270,7370,8570,9671,0777
7871,1971,3071,4171,5371,6471,7671,8771,9872,1072,2178
7972,3372,4472,5672,6772,7972,9073,0273,1373,2573,3679
8073,4873,6073,7173,8373,9474,0674,1874,2974,4174,5380
8174,6474,7674,8874,9975,1175,2375,3475,4675,5875,7081
8275,8275,9376,0576,1776,2976,4176,5276,6476,7676,8882
8377,0077,1277,2477,3677,4877,6077,7277,8477,9678,0883
8478,2078,3278,4478,5678,6878,8078,9279,0479,1679,2884
8579,4079,5379,6579,7779,8980,0180,1480,2680,3880,5085
8680,6380,7580,8781,0081,1281,2481,3781,4981,6181,7486
8781,8681,9982,1182,2482,3682,4982,6182,7482,8682,9987
8883,1183,2483,3783,4983,6283,7483,8784,0084,1384,2588
8984,3884,5184,6484,7684,8985,0285,1585,2885,4185,5489
9085,6685,7985,9286,0586,1886,3186,4486,5786,7186,8490
9186,9787,1087,2387,3687,4987,6387,7687,8988,0288,1691
9288,2988,4288,5688,6988,8388,9689,1089,2389,3789,5092
9389,6489,7789,9190,0590,1890,3290,4690,5990,7390,8793
9491,0191,1591,2991,4391,5691,7091,8491,9892,1392,2794
9592,4192,5592,6992,8392,9893,1293,2693,4193,5593,6995
9693,8493,9894,1394,2794,4294,5794,7194,8695,0195,1696
9795,3195,4595,6095,7595,9096,0596,2196,3696,5196,6697
9896,8196,9797,1297,2897,4397,5997,7497,9098,0698,2298
9998,3898,5398,6998,8699,0299,1899,3499,5099,6799,8399
100100,00100
0,00,10,20,30,40,50,60,70,80,9

TABLICA Va

ρ = ρ (ρ20 °C)

Ułamek masowy w funkcji gęstości w temperaturze 20 °C

krok tablicy: 0,1 kg/m3

zakres gęstości: od 789,3 kg/m3 do 998,2 kg/m3

Tablica Va p = p (ρ20 °C)

ρ20 °C0,00,10,20,30,40,50,60,70,80,9ρ20 °C
750750
751751
752752
753753
754754
755755
756756
757757
758758
759759
760760
761761
762762
763763
764764
765765
766766
767767
768768
769769
770770
771771
772772
773773
774774
775775
776776
777777
778778
779779
780780
781781
782782
783783
784784
785785
786786
787787
788788
78999,9899,9599,9299,8999,8599,8299,79789
79099,7699,7399,6999,6699,6399,6099,5799,5399,5099,47790
79199,4499,4099,3799,3499,3199,2799,2499,2199,1899,15791
79299,1199,0899,0599,0298,9898,9598,9298,8898,8598,82792
79398,7998,7598,7298,6998,6698,6298,5998,5698,5298,49793
79498,4698,4398,3998,3698,3398,2998,2698,2398,1998,16794
79598,1398,0998,0698,0397,9997,9697,9397,8997,8697,83795
79697,7997,7697,7397,6997,6697,6397,5997,5697,5397,49796
79797,4697,4297,3997,3697,3297,2997,2697,2297,1997,15797
79897,1297,0997,0597,0296,9996,9596,9296,8896,8596,82798
79996,7896,7596,7196,6896,6496,6196,5896,5496,5196,47799
80096,4496,4096,3796,3496,3096,2796,2396,2096,1696,13800
80196,0996,0696,0395,9995,9695,9295,8995,8595,8295,78801
80295,7595,7195,6895,6495,6195,5795,5495,5195,4795,44802
80395,4095,3795,3395,3095,2695,2395,1995,1695,1295,09803
80495,0595,0294,9894,9494,9194,8794,8494,8094,7794,73804
80594,7094,6694,6394,5994,5694,5294,4994,4594,4294,38805
80694,3494,3194,2794,2494,2094,1794,1394,1094,0694,02806
80793,9993,9593,9293,8893,8593,8193,7793,7493,7093,67807
80893,6393,5993,5693,5293,4993,4593,4193,3893,3493,31808
80993,2793,2393,2093,1693,1393,0993,0593,0292,9892,95809
81092,9192,8792,8492,8092,7692,7392,6992,6692,6292,58810
81192,5592,5192,4792,4492,4092,3692,3392,2992,2592,22811
81292,1892,1492,1192,0792,0392,0091,9691,9291,8991,85812
81391,8191,7891,7491,7091,6791,6391,5991,5691,5291,48813
81491,4591,4191,3791,3491,3091,2691,2291,1991,1591,11814
81591,0891,0491,0090,9690,9390,8990,8590,8290,7890,74815
81690,7090,6790,6390,5990,5690,5290,4890,4490,4190,37816
81790,3390,2990,2690,2290,1890,1490,1190,0790,0389,99817
81889,9689,9289,8889,8489,8189,7789,7389,6989,6689,62818
81989,5889,5489,5089,4789,4389,3989,3589,3289,2889,24819
82089,2089,1689,1389,0989,0589,0188,9788,9488,9088,86820
82188,8288,7888,7588,7188,6788,6388,5988,5688,5288,48821
82288,4488,4088,3688,3388,2988,2588,2188,1788,1488,10822
82388,0688,0287,9887,9487,9187,8787,8387,7987,7587,71823
82487,6787,6487,6087,5687,5287,4887,4487,4187,3787,33824
82587,2987,2587,2187,1787,1487,1087,0687,0286,9886,94825
82686,9086,8686,8386,7986,7586,7186,6786,6386,5986,55826
82786,5286,4886,4486,4086,3686,3286,2886,2486,2086,17827
82886,1386,0986,0586,0185,9785,9385,8985,8585,8185,77828
82985,7485,7085,6685,6285,5885,5485,5085,4685,4285,38829
83085,3485,3085,2785,2385,1985,1585,1185,0785,0384,99830
83184,9584,9184,8784,8384,7984,7584,7184,6884,6484,60831
83284,5684,5284,4884,4484,4084,3684,3284,2884,2484,20832
83384,1684,1284,0884,0484,0083,9683,9283,8883,8583,81833
83483,7783,7383,6983,6583,6183,5783,5383,4983,4583,41834
83583,3783,3383,2983,2583,2183,1783,1383,0983,0583,01835
83682,9782,9382,8982,8582,8182,7782,7382,6982,6582,61836
83782,5782,5382,4982,4582,4182,3782,3382,2982,2582,21837
83882,1782,1382,0982,0582,0181,9781,9381,8981,8581,81838
83981,7781,7381,6981,6581,6181,5781,5381,4981,4581,41839
84081,3781,3381,2981,2581,2181,1781,1381,0981,0581,01840
84180,9680,9280,8880,8480,8080,7680,7280,6880,6480,60841
84280,5680,5280,4880,4480,4080,3680,3280,2880,2480,20842
84380,1680,1280,0880,0379,9979,9579,9179,8779,8379,79843
84479,7579,7179,6779,6379,5979,5579,5179,4779,4379,39844
84579,3479,3079,2679,2279,1879,1479,1079,0679,0278,98845
84678,9478,9078,8678,8278,7878,7378,6978,6578,6178,57846
84778,5378,4978,4578,4178,3778,3378,2978,2478,2078,16847
84878,1278,0878,0478,0077,9677,9277,8877,8477,8077,75848
84977,7177,6777,6377,5977,5577,5177,4777,4377,3977,34849
85077,3077,2677,2277,1877,1477,1077,0677,0276,9876,93850
85176,8976,8576,8176,7776,7376,6976,6576,6176,5776,52851
85276,4876,4476,4076,3676,3276,2876,2476,2076,1576,11852
85376,0776,0375,9975,9575,9175,8775,8275,7875,7475,70853
85475,6675,6275,5875,5475,4975,4575,4175,3775,3375,29854
85575,2575,2175,1675,1275,0875,0475,0074,9674,9274,88855
85674,8374,7974,7574,7174,6774,6374,5974,5474,5074,46856
85774,4274,3874,3474,3074,2674,2174,1774,1374,0974,05857
85874,0173,9773,9273,8873,8473,8073,7673,7273,6773,63858
85973,5973,5573,5173,4773,4373,3873,3473,3073,2673,22859
86073,1873,1473,0973,0573,0172,9772,9372,8972,8472,80860
86172,7672,7272,6872,6472,5972,5572,5172,4772,4372,39861
86272,3472,3072,2672,2272,1872,1472,0972,0572,0171,97862
86371,9371,8971,8471,8071,7671,7271,6871,6471,5971,55863
86471,5171,4771,4371,3971,3471,3071,2671,2271,1871,13864
86571,0971,0571,0170,9770,9370,8870,8470,8070,7670,72865
86670,6770,6370,5970,5570,5170,4770,4270,3870,3470,30866
86770,2670,2170,1770,1370,0970,0570,0069,9669,9269,88867
86869,8469,7969,7569,7169,6769,6369,5869,5469,5069,46868
86969,4269,3769,3369,2969,2569,2169,1669,1269,0869,04869
87069,0068,9568,9168,8768,8368,7968,7468,7068,6668,62870
87168,5868,5368,4968,4568,4168,3768,3268,2868,2468,20871
87268,1568,1168,0768,0367,9967,9467,9067,8667,8267,77872
87367,7367,6967,6567,6167,5667,5267,4867,4467,3967,35873
87467,3167,2767,2367,1867,1467,1067,0667,0166,9766,93874
87566,8966,8466,8066,7666,7266,6866,6366,5966,5566,51875
87666,4666,4266,3866,3466,2966,2566,2166,1766,1266,08876
87766,0466,0065,9565,9165,8765,8365,7965,7465,7065,66877
87865,6265,5765,5365,4965,4565,4065,3665,3265,2865,23878
87965,1965,1565,1065,0665,0264,9864,9364,8964,8564,81879
88064,7664,7264,6864,6464,5964,5564,5164,4764,4264,38880
88164,3464,3064,2564,2164,1764,1264,0864,0464,0063,95881
88263,9163,8763,8363,7863,7463,7063,6563,6163,5763,53882
88363,4863,4463,4063,3663,3163,2763,2363,1863,1463,10883
88463,0663,0162,9762,9362,8862,8462,8062,7662,7162,67884
88562,6362,5862,5462,5062,4662,4162,3762,3362,2862,24885
88662,2062,1562,1162,0762,0361,9861,9461,9061,8561,81886
88761,7761,7261,6861,6461,6061,5561,5161,4761,4261,38887
88861,3461,2961,2561,2161,1761,1261,0861,0460,9960,95888
88960,9160,8660,8260,7860,7360,6960,6560,6060,5660,52889
89060,4760,4360,3960,3560,3060,2660,2260,1760,1360,09890
89160,0460,0059,9659,9159,8759,8359,7859,7459,7059,65891
89259,6159,5759,5259,4859,4459,3959,3559,3159,2659,22892
89359,1859,1359,0959,0559,0058,9658,9258,8758,8358,78893
89458,7458,7058,6558,6158,5758,5258,4858,4458,3958,35894
89558,3158,2658,2258,1858,1358,0958,0458,0057,9657,91895
89657,8757,8357,7857,7457,7057,6557,6157,5757,5257,48896
89757,4357,3957,3557,3057,2657,2257,1757,1357,0857,04897
89857,0056,9556,9156,8756,8256,7856,7356,6956,6556,60898
89956,5656,5256,4756,4356,3856,3456,3056,2556,2156,16899
90056,1256,0856,0355,9955,9555,9055,8655,8155,7755,73900
90155,6855,6455,5955,5555,5155,4655,4255,3755,3355,29901
90255,2455,2055,1555,1155,0755,0254,9854,9354,8954,85902
90354,8054,7654,7154,6754,6254,5854,5454,4954,4554,40903
90454,3654,3254,2754,2354,1854,1454,0954,0554,0153,96904
90553,9253,8753,8353,7853,7453,7053,6553,6153,5653,52905
90653,4753,4353,3953,3453,3053,2553,2153,1653,1253,07906
90753,0352,9952,9452,9052,8552,8152,7652,7252,6752,63907
90852,5952,5452,5052,4552,4152,3652,3252,2752,2352,18908
90952,1452,0952,0552,0151,9651,9251,8751,8351,7851,74909
91051,6951,6551,6051,5651,5151,4751,4251,3851,3351,29910
91151,2551,2051,1651,1151,0751,0250,9850,9350,8950,84911
91250,8050,7550,7150,6650,6250,5750,5350,4850,4450,39912
91350,3550,3050,2650,2150,1750,1250,0850,0349,9949,94913
91449,9049,8549,8149,7649,7249,6749,6349,5849,5449,49914
91549,4449,4049,3549,3149,2649,2249,1749,1349,0849,04915
91648,9948,9548,9048,8648,8148,7648,7248,6748,6348,58916
91748,5448,4948,4548,4048,3648,3148,2648,2248,1748,13917
91848,0848,0447,9947,9547,9047,8547,8147,7647,7247,67918
91947,6347,5847,5347,4947,4447,4047,3547,3147,2647,21919
92047,1747,1247,0847,0346,9846,9446,8946,8546,8046,75920
92146,7146,6646,6246,5746,5246,4846,4346,3946,3446,29921
92246,2546,2046,1546,1146,0646,0245,9745,9245,8845,83922
92345,7845,7445,6945,6545,6045,5545,5145,4645,4145,37923
92445,3245,2745,2345,1845,1345,0945,0444,9944,9544,90924
92544,8544,8144,7644,7144,6744,6244,5744,5344,4844,43925
92644,3944,3444,2944,2544,2044,1544,1044,0644,0143,96926
92743,9243,8743,8243,7743,7343,6843,6343,5943,5443,49927
92843,4443,4043,3543,3043,2543,2143,1643,1143,0743,02928
92942,9742,9242,8742,8342,7842,7342,6842,6442,5942,54929
93042,4942,4542,4042,3542,3042,2542,2142,1642,1142,06930
93142,0141,9741,9241,8741,8241,7741,7341,6841,6341,58931
93241,5341,4841,4441,3941,3441,2941,2441,1941,1541,10932
93341,0541,0040,9540,9040,8540,8140,7640,7140,6640,61933
93440,5640,5140,4640,4140,3740,3240,2740,2240,1740,12934
93540,0740,0239,9739,9239,8739,8339,7839,7339,6839,63935
93639,5839,5339,4839,4339,3839,3339,2839,2339,1839,13936
93739,0839,0338,9838,9338,8838,8338,7838,7338,6838,63937
93838,5838,5338,4838,4338,3838,3338,2838,2338,1838,13938
93938,0838,0337,9737,9237,8737,8237,7737,7237,6737,62939
94037,5737,5237,4737,4137,3637,3137,2637,2137,1637,11940
94137,0637,0036,9536,9036,8536,8036,7536,6936,6436,59941
94236,5436,4936,4336,3836,3336,2836,2336,1736,1236,07942
94336,0235,9635,9135,8635,8135,7535,7035,6535,5935,54943
94435,4935,4435,3835,3335,2835,2235,1735,1235,0635,01944
94534,9634,9034,8534,8034,7434,6934,6334,5834,5334,47945
94634,4234,3634,3134,2634,2034,1534,0934,0433,9833,93946
94733,8733,8233,7733,7133,6633,6033,5533,4933,4433,38947
94833,3233,2733,2133,1633,1033,0532,9932,9432,8832,82948
94932,7732,7132,6632,6032,5432,4932,4332,3732,3232,26949
95032,2032,1532,0932,0331,9831,9231,8631,8031,7531,69950
95131,6331,5831,5231,4631,4031,3431,2931,2331,1731,11951
95231,0531,0030,9430,8830,8230,7630,7030,6430,5830,53952
95330,4730,4130,3530,2930,2330,1730,1130,0529,9929,93953
95429,8729,8129,7529,6929,6329,5729,5129,4529,3929,33954
95529,2729,2129,1429,0829,0228,9628,9028,8428,7828,71955
95628,6528,5928,5328,4728,4028,3428,2828,2228,1528,09956
95728,0327,9727,9027,8427,7827,7127,6527,5927,5227,46957
95827,3927,3327,2727,2027,1427,0727,0126,9426,8826,81958
95926,7526,6926,6226,5526,4926,4226,3626,2926,2326,16959
96026,0926,0325,9625,9025,8325,7625,7025,6325,5625,50960
96125,4325,3625,2925,2325,1625,0925,0224,9624,8924,82961
96224,7524,6824,6124,5524,4824,4124,3424,2724,2024,13962
96324,0623,9923,9223,8523,7823,7123,6423,5723,5023,43963
96423,3623,2923,2223,1523,0823,0122,9422,8722,7922,72964
96522,6522,5822,5122,4422,3622,2922,2222,1522,0722,00965
96621,9321,8621,7821,7121,6421,5621,4921,4221,3421,27966
96721,2021,1221,0520,9720,9020,8320,7520,6820,6020,53967
96820,4520,3820,3120,2320,1620,0820,0119,9319,8519,78968
96919,7019,6319,5519,4819,4019,3319,2519,1719,1019,02969
97018,9518,8718,7918,7218,6418,5618,4918,4118,3418,26970
97118,1818,1118,0317,9517,8817,8017,7217,6517,5717,49971
97217,4117,3417,2617,1817,1117,0316,9516,8716,8016,72972
97316,6416,5716,4916,4116,3316,2616,1816,1016,0315,95973
97415,8715,7915,7215,6415,5615,4915,4115,3315,2615,18974
97515,1015,0314,9514,8714,7914,7214,6414,5614,4914,41975
97614,3414,2614,1814,1114,0313,9513,8813,8013,7313,65976
97713,5713,5013,4213,3513,2713,1913,1213,0412,9712,89977
97812,8212,7412,6712,5912,5212,4412,3712,2912,2212,15978
97912,0712,0011,9211,8511,7811,7011,6311,5511,4811,41979
98011,3311,2611,1911,1111,0410,9710,9010,8210,7510,68980
98110,6110,5410,4610,3910,3210,2510,1810,1110,039,96981
9829,899,829,759,689,619,549,479,409,339,26982
9839,199,129,058,988,918,848,778,708,648,57983
9848,508,438,368,298,238,168,098,027,957,89984
9857,827,757,697,627,557,497,427,357,297,22985
9867,157,097,026,966,896,836,766,706,636,57986
9876,506,446,376,316,246,186,126,055,995,93987
9885,865,805,745,675,615,555,485,425,365,30988
9895,235,175,115,054,994,924,864,804,744,68989
9904,624,564,504,444,384,324,254,194,134,07990
9914,013,963,903,843,783,723,663,603,543,48991
9923,423,363,313,253,193,133,073,022,962,90992
9932,842,782,732,672,612,562,502,442,392,33993
9942,272,222,162,102,051,991,941,881,831,77994
9951,711,661,601,551,491,441,381,331,281,22995
9961,171,111,061,000,950,900,840,790,740,68996
9970,630,580,520,470,420,370,310,260,210,16997
9980,100,050,00998
ρ20 °C0,00,10,20,30,40,50,60,70,80,9ρ20 °C

TABLICA Vb

q = q (ρ 20 °C)

Ułamek objętościowy w funkcji gęstości w temperaturze 20 °C

krok tablicy: 0,1 kg/m3

zakres gęstości: od 789,3 kg/m3 do 998,2 kg/m3

Tablica Vb q = q(ρ20 °C)

ρ20 °C0,00,10,20,30,40,50,60,70,80,9ρ20 °C
750750
751751
752752
753753
754754
755755
756756
757757
758758
759759
760760
761761
762762
763763
764764
765765
766766
767767
768768
769769
770770
771771
772772
773773
774774
775775
776776
777777
778778
779779
780780
781781
782782
783783
784784
785785
786786
787787
788788
78999,9999,9799,9599,9399,9199,8999,87789
79099,8599,8399,8199,8099,7899,7699,7499,7299,7099,68790
79199,6699,6499,6299,6099,5899,5699,5499,5299,5099,48791
79299,4699,4499,4299,4099,3899,3699,3499,3299,3099,28792
79399,2699,2499,2299,2099,1899,1699,1399,1199,0999,07793
79499,0599,0399,0198,9998,9798,9598,9398,9198,8998,86794
79598,8498,8298,8098,7898,7698,7498,7298,7098,6798,65795
79698,6398,6198,5998,5798,5598,5298,5098,4898,4698,44796
79798,4298,4098,3798,3598,3398,3198,2998,2698,2498,22797
79898,2098,1898,1598,1398,1198,0998,0798,0498,0298,00798
79997,9897,9697,9397,9197,8997,8797,8497,8297,8097,78799
80097,7597,7397,7197,6997,6697,6497,6297,6097,5797,55800
80197,5397,5097,4897,4697,4497,4197,3997,3797,3497,32801
80297,3097,2797,2597,2397,2097,1897,1697,1397,1197,09802
80397,0697,0497,0296,9996,9796,9596,9296,9096,8896,85803
80496,8396,8096,7896,7696,7396,7196,6996,6696,6496,61804
80596,5996,5796,5496,5296,4996,4796,4496,4296,4096,37805
80696,3596,3296,3096,2796,2596,2396,2096,1896,1596,13806
80796,1096,0896,0596,0396,0095,9895,9695,9395,9195,88807
80895,8695,8395,8195,7895,7695,7395,7195,6895,6695,63808
80995,6195,5895,5695,5395,5195,4895,4595,4395,4095,38809
81095,3595,3395,3095,2895,2595,2395,2095,1795,1595,12810
81195,1095,0795,0595,0294,9994,9794,9494,9294,8994,87811
81294,8494,8194,7994,7694,7494,7194,6894,6694,6394,60812
81394,5894,5594,5394,5094,4794,4594,4294,3994,3794,34813
81494,3294,2994,2694,2494,2194,1894,1694,1394,1094,08814
81594,0594,0294,0093,9793,9493,9193,8993,8693,8393,81815
81693,7893,7593,7393,7093,6793,6493,6293,5993,5693,54816
81793,5193,4893,4593,4393,4093,3793,3493,3293,2993,26817
81893,2393,2193,1893,1593,1293,1093,0793,0493,0192,99818
81992,9692,9392,9092,8792,8592,8292,7992,7692,7392,71819
82092,6892,6592,6292,5992,5792,5492,5192,4892,4592,42820
82192,4092,3792,3492,3192,2892,2592,2392,2092,1792,14821
82292,1192,0892,0692,0392,0091,9791,9491,9191,8891,85822
82391,8391,8091,7791,7491,7191,6891,6591,6291,5991,57823
82491,5491,5191,4891,4591,4291,3991,3691,3391,3091,27824
82591,2491,2291,1991,1691,1391,1091,0791,0491,0190,98825
82690,9590,9290,8990,8690,8390,8090,7790,7490,7190,68826
82790,6590,6290,6090,5790,5490,5190,4890,4590,4290,39827
82890,3690,3390,3090,2790,2490,2190,1890,1590,1290,09828
82990,0590,0289,9989,9689,9389,9089,8789,8489,8189,78829
83089,7589,7289,6989,6689,6389,6089,5789,5489,5189,48830
83189,4589,4289,3889,3589,3289,2989,2689,2389,2089,17831
83289,1489,1189,0889,0589,0188,9888,9588,9288,8988,86832
83388,8388,8088,7788,7488,7088,6788,6488,6188,5888,55833
83488,5288,4988,4588,4288,3988,3688,3388,3088,2788,23834
83588,2088,1788,1488,1188,0888,0488,0187,9887,9587,92835
83687,8987,8587,8287,7987,7687,7387,7087,6687,6387,60836
83787,5787,5487,5087,4787,4487,4187,3887,3487,3187,28837
83887,2587,2287,1887,1587,1287,0987,0587,0286,9986,96838
83986,9386,8986,8686,8386,8086,7686,7386,7086,6786,63839
84086,6086,5786,5486,5086,4786,4486,4186,3786,3486,31840
84186,2786,2486,2186,1886,1486,1186,0886,0586,0185,98841
84285,9585,9185,8885,8585,8185,7885,7585,7285,6885,65842
84385,6285,5885,5585,5285,4885,4585,4285,3885,3585,32843
84485,2885,2585,2285,1885,1585,1285,0885,0585,0284,98844
84584,9584,9284,8884,8584,8284,7884,7584,7284,6884,65845
84684,6284,5884,5584,5184,4884,4584,4184,3884,3584,31846
84784,2884,2484,2184,1884,1484,1184,0784,0484,0183,97847
84883,9483,9083,8783,8483,8083,7783,7383,7083,6783,63848
84983,6083,5683,5383,5083,4683,4383,3983,3683,3283,29849
85083,2683,2283,1983,1583,1283,0883,0583,0182,9882,95850
85182,9182,8882,8482,8182,7782,7482,7082,6782,6382,60851
85282,5782,5382,5082,4682,4382,3982,3682,3282,2982,25852
85382,2282,1882,1582,1182,0882,0482,0181,9781,9481,90853
85481,8781,8381,8081,7681,7381,6981,6681,6281,5981,55854
85581,5281,4881,4581,4181,3881,3481,3181,2781,2481,20855
85681,1681,1381,0981,0681,0280,9980,9580,9280,8880,85856
85780,8180,7780,7480,7080,6780,6380,6080,5680,5380,49857
85880,4580,4280,3880,3580,3180,2880,2480,2080,1780,13858
85980,1080,0680,0279,9979,9579,9279,8879,8579,8179,77859
86079,7479,7079,6779,6379,5979,5679,5279,4979,4579,41860
86179,3879,3479,3079,2779,2379,2079,1679,1279,0979,05861
86279,0178,9878,9478,9178,8778,8378,8078,7678,7278,69862
86378,6578,6178,5878,5478,5078,4778,4378,3978,3678,32863
86478,2878,2578,2178,1778,1478,1078,0678,0377,9977,95864
86577,9277,8877,8477,8177,7777,7377,7077,6677,6277,59865
86677,5577,5177,4777,4477,4077,3677,3377,2977,2577,22866
86777,1877,1477,1077,0777,0376,9976,9676,9276,8876,84867
86876,8176,7776,7376,6976,6676,6276,5876,5476,5176,47868
86976,4376,3976,3676,3276,2876,2476,2176,1776,1376,09869
87076,0676,0275,9875,9475,9175,8775,8375,7975,7675,72870
87175,6875,6475,6075,5775,5375,4975,4575,4275,3875,34871
87275,3075,2675,2375,1975,1575,1175,0775,0475,0074,96872
87374,9274,8874,8474,8174,7774,7374,6974,6574,6274,58873
87474,5474,5074,4674,4274,3974,3574,3174,2774,2374,19874
87574,1674,1274,0874,0474,0073,9673,9273,8973,8573,81875
87673,7773,7373,6973,6573,6273,5873,5473,5073,4673,42876
87773,3873,3473,3173,2773,2373,1973,1573,1173,0773,03877
87872,9972,9672,9272,8872,8472,8072,7672,7272,6872,64878
87972,6072,5772,5372,4972,4572,4172,3772,3372,2972,25879
88072,2172,1772,1372,0972,0572,0271,9871,9471,9071,86880
88171,8271,7871,7471,7071,6671,6271,5871,5471,5071,46881
88271,4271,3871,3471,3071,2671,2271,1871,1471,1171,07882
88371,0370,9970,9570,9170,8770,8370,7970,7570,7170,67883
88470,6370,5970,5570,5170,4770,4370,3970,3570,3170,27884
88570,2370,1970,1570,1170,0770,0269,9869,9469,9069,86885
88669,8269,7869,7469,7069,6669,6269,5869,5469,5069,46886
88769,4269,3869,3469,3069,2669,2269,1869,1369,0969,05887
88869,0168,9768,9368,8968,8568,8168,7768,7368,6968,65888
88968,6168,5668,5268,4868,4468,4068,3668,3268,2868,24889
89068,2068,1568,1168,0768,0367,9967,9567,9167,8767,83890
89167,7867,7467,7067,6667,6267,5867,5467,4967,4567,41891
89267,3767,3367,2967,2567,2067,1667,1267,0867,0467,00892
89366,9666,9166,8766,8366,7966,7566,7166,6666,6266,58893
89466,5466,5066,4566,4166,3766,3366,2966,2566,2066,16894
89566,1266,0866,0465,9965,9565,9165,8765,8365,7865,74895
89665,7065,6665,6165,5765,5365,4965,4565,4065,3665,32896
89765,2865,2365,1965,1565,1165,0665,0264,9864,9464,89897
89864,8564,8164,7764,7264,6864,6464,6064,5564,5164,47898
89964,4364,3864,3464,3064,2564,2164,1764,1364,0864,04899
90064,0063,9563,9163,8763,8263,7863,7463,7063,6563,61900
90163,5763,5263,4863,4463,3963,3563,3163,2663,2263,18901
90263,1363,0963,0563,0062,9662,9262,8762,8362,7962,74902
90362,7062,6662,6162,5762,5362,4862,4462,3962,3562,31903
90462,2662,2262,1862,1362,0962,0462,0061,9661,9161,87904
90561,8361,7861,7461,6961,6561,6161,5661,5261,4761,43905
90661,3961,3461,3061,2561,2161,1661,1261,0861,0360,99906
90760,9460,9060,8560,8160,7760,7260,6860,6360,5960,54907
90860,5060,4560,4160,3660,3260,2760,2360,1960,1460,10908
90960,0560,0159,9659,9259,8759,8359,7859,7459,6959,65909
91059,6059,5659,5159,4759,4259,3859,3359,2959,2459,20910
91159,1559,1159,0659,0258,9758,9258,8858,8358,7958,74911
91258,7058,6558,6158,5658,5258,4758,4258,3858,3358,29912
91358,2458,2058,1558,1058,0658,0157,9757,9257,8857,83913
91457,7857,7457,6957,6557,6057,5557,5157,4657,4257,37914
91557,3257,2857,2357,1857,1457,0957,0557,0056,9556,91915
91656,8656,8156,7756,7256,6756,6356,5856,5356,4956,44916
91756,3956,3556,3056,2556,2156,1656,1156,0756,0255,97917
91855,9355,8855,8355,7955,7455,6955,6455,6055,5555,50918
91955,4655,4155,3655,3155,2755,2255,1755,1255,0855,03919
92054,9854,9354,8954,8454,7954,7454,7054,6554,6054,55920
92154,5154,4654,4154,3654,3154,2754,2254,1754,1254,07921
92254,0353,9853,9353,8853,8353,7953,7453,6953,6453,59922
92353,5453,5053,4553,4053,3553,3053,2553,2053,1653,11923
92453,0653,0152,9652,9152,8652,8152,7752,7252,6752,62924
92552,5752,5252,4752,4252,3752,3252,2752,2352,1852,13925
92652,0852,0351,9851,9351,8851,8351,7851,7351,6851,63926
92751,5851,5351,4851,4351,3851,3351,2851,2351,1851,13927
92851,0851,0350,9850,9350,8850,8350,7850,7350,6850,63928
92950,5850,5350,4850,4350,3850,3350,2850,2250,1750,12929
93050,0750,0249,9749,9249,8749,8249,7749,7149,6649,61930
93149,5649,5149,4649,4149,3649,3049,2549,2049,1549,10931
93249,0548,9948,9448,8948,8448,7948,7348,6848,6348,58932
93348,5348,4748,4248,3748,3248,2648,2148,1648,1148,05933
93448,0047,9547,9047,8447,7947,7447,6847,6347,5847,53934
93547,4747,4247,3747,3147,2647,2147,1547,1047,0446,99935
93646,9446,8846,8346,7846,7246,6746,6146,5646,5146,45936
93746,4046,3446,2946,2346,1846,1346,0746,0245,9645,91937
93845,8545,8045,7445,6945,6345,5845,5245,4745,4145,36938
93945,3045,2545,1945,1345,0845,0244,9744,9144,8644,80939
94044,7444,6944,6344,5844,5244,4644,4144,3544,2944,24940
94144,1844,1244,0744,0143,9543,9043,8443,7843,7243,67941
94243,6143,5543,5043,4443,3843,3243,2643,2143,1543,09942
94343,0342,9742,9242,8642,8042,7442,6842,6242,5742,51943
94442,4542,3942,3342,2742,2142,1542,0942,0341,9741,92944
94541,8641,8041,7441,6841,6241,5641,5041,4441,3841,32945
94641,2641,1941,1341,0741,0140,9540,8940,8340,7740,71946
94740,6540,5840,5240,4640,4040,3440,2840,2140,1540,09947
94840,0339,9739,9039,8439,7839,7239,6539,5939,5339,46948
94939,4039,3439,2739,2139,1539,0839,0238,9638,8938,83949
95038,7638,7038,6338,5738,5138,4438,3838,3138,2538,18950
95138,1238,0537,9937,9237,8537,7937,7237,6637,5937,52951
95237,4637,3937,3237,2637,1937,1237,0636,9936,9236,86952
95336,7936,7236,6536,5836,5236,4536,3836,3136,2436,18953
95436,1136,0435,9735,9035,8335,7635,6935,6235,5535,48954
95535,4135,3435,2735,2035,1335,0634,9934,9234,8534,78955
95634,7134,6334,5634,4934,4234,3534,2834,2034,1334,06956
95733,9933,9133,8433,7733,6933,6233,5533,4733,4033,33957
95833,2533,1833,1033,0332,9532,8832,8032,7332,6532,58958
95932,5032,4332,3532,2832,2032,1232,0531,9731,8931,82959
96031,7431,6631,5931,5131,4331,3531,2831,2031,1231,04960
96130,9630,8830,8130,7330,6530,5730,4930,4130,3330,25961
96230,1730,0930,0129,9329,8529,7729,6929,6029,5229,44962
96329,3629,2829,2029,1129,0328,9528,8728,7828,7028,62963
96428,5428,4528,3728,2828,2028,1228,0327,9527,8627,78964
96527,7027,6127,5327,4427,3527,2727,1827,1027,0126,93965
96626,8426,7526,6726,5826,4926,4126,3226,2326,1526,06966
96725,9725,8825,7925,7125,6225,5325,4425,3525,2725,18967
96825,0925,0024,9124,8224,7324,6424,5524,4624,3724,28968
96924,1924,1024,0123,9223,8323,7423,6523,5623,4723,38969
97023,2923,1923,1023,0122,9222,8322,7422,6522,5522,46970
97122,3722,2822,1922,0922,0021,9121,8221,7221,6321,54971
97221,4521,3521,2621,1721,0820,9820,8920,8020,7020,61972
97320,5220,4320,3320,2420,1520,0519,9619,8719,7719,68973
97419,5919,4919,4019,3119,2219,1219,0318,9418,8418,75974
97518,6618,5618,4718,3818,2818,1918,1018,0117,9117,82975
97617,7317,6317,5417,4517,3617,2617,1717,0816,9916,89976
97716,8016,7116,6216,5316,4316,3416,2516,1616,0715,98977
97815,8815,7915,7015,6115,5215,4315,3415,2515,1515,06978
97914,9714,8814,7914,7014,6114,5214,4314,3414,2514,16979
98014,0713,9813,8913,8113,7213,6313,5413,4513,3613,27980
98113,1813,1013,0112,9212,8312,7412,6612,5712,4812,39981
98212,3112,2212,1312,0511,9611,8711,7911,7011,6211,53982
98311,4411,3611,2711,1911,1011,0210,9310,8510,7610,68983
98410,6010,5110,4310,3410,2610,1810,0910,019,939,84984
9859,769,689,599,519,439,359,279,189,109,02985
9868,948,868,788,698,618,538,458,378,298,21986
9878,138,057,977,897,817,737,657,577,507,42987
9887,347,267,187,107,026,956,876,796,716,64988
9896,566,486,406,336,256,176,106,025,955,87989
9905,795,725,645,575,495,425,345,275,195,12990
9915,044,974,894,824,744,674,604,524,454,38991
9924,304,234,164,084,013,943,863,793,723,65992
9933,583,503,433,363,293,223,153,083,002,93993
9942,862,792,722,652,582,512,442,372,302,23994
9952,162,092,021,951,881,821,751,681,611,54995
9961,471,401,341,271,201,131,071,000,930,86996
9970,800,730,660,600,530,460,400,330,260,20997
9980,130,070,00998
ρ20 °C0,00,10,20,30,40,50,60,70,80,9ρ20 °C