Диссертация (1150101), страница 16
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Иттрий.Таблица А.2.3. - YCl31m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,1730,3260,4580,5780,6870,7860,8770,9631,0431,121,1961,2651,3341,4021,4651,5281,5911,651,7071,7651,8741,979n=1-0,73-0,75-0,78-0,8-0,82-0,84-0,85-0,86-0,87-0,88-0,89-0,89-0,9-0,9-0,91-0,91-0,91-0,92-0,92-0,92-0,93-0,94+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)3+Γ3+(1)−+ 3Γ3+(1)n=2-0,46-0,5-0,57-0,61-0,65-0,69-0,71-0,73-0,75-0,76-0,78-0,79-0,8-0,81-0,82-0,82-0,83-0,84-0,84-0,85-0,86-0,87n=3-0,2-0,26-0,35-0,42-0,48-0,54-0,58-0,61-0,63-0,65-0,67-0,69-0,7-0,72-0,73-0,74-0,75-0,76-0,77-0,78-0,8-0,82n=40,07-0,02-0,15-0,24-0,32-0,39-0,44-0,49-0,52-0,54-0,57-0,6-0,61-0,63-0,65-0,66-0,67-0,69-0,7-0,71-0,73-0,76+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)3+Γ3+(1)−+ 3Γ3+(1)n=2-0,43-0,45-0,49-0,54-0,57-0,59-0,62-0,64-0,65-0,67-0,7-0,71-0,71-0,72-0,74n=3-0,15-0,18-0,24-0,32-0,36-0,39-0,44-0,47-0,49-0,52-0,55-0,57-0,58-0,6-0,62n=40,120,090,003-0,1-0,16-0,2-0,26-0,3-0,33-0,37-0,42-0,44-0,46-0,48-0,5112Γ12(2)1= Γ2(1)320,81170,25121,1896,0280,7970,6163,2857,6353,2149,5546,443,8741,639,5937,8836,3234,8833,6432,5131,4429,6228,04n=1234,09127,6394,777,1966,5859,454,0449,8446,4943,5341,1239,1837,2435,6734,3232,9531,7930,8429,8728,9827,4626,2312Γ12(2)1= Γ2(1)304,95161,81111,4586,7272,0861,6754,3148,8144,440,8137,9635,5833,4731,6630,03n=1218,22116,9482,7766,5456,2648,7143,7139,7736,4633,9632,0330,228,5627,1425,96+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)3+Γ1(3+)−+ 3Γ1(3+)n=2148,1485,568,6558,7552,7148,5145,0842,340,0137,7436,0634,6933,0831,9330,9429,7628,8628,1927,3726,6725,4424,53n=362,9543,8443,0140,6739,1737,936,435,0133,7632,1631,230,429,128,3827,7226,7226,0925,725,0224,4923,5522,94n=4-21,492,6317,7722,9525,9427,5827,9627,9627,7326,826,5326,2825,324,9824,6623,8423,4623,3322,822,4321,7721,45+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)3+Γ1(3+)−+ 3Γ1(3+)n=2132,3172,654,5946,8240,8736,1733,531,0928,8627,4326,3925,1123,9222,8922,14n=347,228,826,927,5325,882423,6422,7421,5921,221,0320,2819,5318,8918,55n=4-37,12-14,47-0,338,6611,2912,2114,1114,7114,6115,2415,9315,715,3815,1115,17А.2.4.
Железо.Таблица А.2.4. - FeCl31m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,1820,3430,4980,640,770,91,0221,1371,251,361,4621,561,6581,7531,848n=1-0,72-0,72-0,74-0,77-0,78-0,79-0,8-0,81-0,82-0,83-0,84-0,85-0,85-0,86-0,86- 115 0,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,421,9362,032,122,212,32,482,662,853,023,213,393,583,773,954,154,354,544,754,945,165,385,65,836,07-0,87-0,87-0,87-0,87-0,88-0,88-0,88-0,89-0,89-0,89-0,89-0,89-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,91-0,91-0,92-0,92-0,91-0,74-0,74-0,75-0,76-0,76-0,77-0,77-0,78-0,79-0,79-0,8-0,8-0,81-0,81-0,81-0,82-0,83-0,83-0,84-0,83-0,84-0,84-0,85-0,84-0,63-0,63-0,64-0,65-0,66-0,67-0,67-0,69-0,7-0,7-0,71-0,72-0,73-0,74-0,74-0,75-0,76-0,77-0,77-0,77-0,78-0,79-0,79-0,79-0,52-0,52-0,54-0,55-0,56-0,57-0,58-0,6-0,62-0,62-0,64-0,64-0,66-0,67-0,67-0,69-0,7-0,71-0,72-0,71-0,73-0,73-0,74-0,7428,6727,3426,1825,1124,1322,3820,8619,4718,3817,2916,3715,514,7214,0513,3712,7612,2211,6811,2310,7610,329,919,529,1424,8523,7122,8321,9421,1419,6718,3417,2516,3415,3814,6213,8613,2512,6612,0311,5511,0910,6410,259,789,429,078,728,3612Γ12(2)1= Γ2(1)276,12134,0688,9467,3555,0646,8841,05n=1172,3284,3657,4245,338,3933,529,6921,2920,3319,711918,3717,1816,0415,2314,5113,6713,0712,411,9611,4410,8610,5110,119,749,418,968,678,378,067,7317,9517,1716,8116,2715,8114,8913,9413,3912,8512,1311,6711,110,8110,379,839,69,268,978,698,268,047,787,57,1914,8114,2114,113,7313,4412,771211,7111,3410,7310,419,939,789,418,928,88,518,298,067,657,497,287,026,74−Γ1(−)++ Γ1(−)2−Γ1(2−)++ 2Γ1(2−)3−Γ1(3−)++ 3Γ1(3−)n=269,6535,3926,5923,8822,3120,6718,83n=3-31,9-12,88-3,583,076,788,368,43n=4-132,36-60,45-33,11-17,18-8,23-3,47-1,53Таблица А.2.5.
- K3[Fe(CN)6].1m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,2010,4140,6240,8241,0081,1841,352n=1-0,62-0,63-0,65-0,67-0,7-0,71-0,72−Γ−(1)++ Γ−(1)2−Γ2−(1)++ 2Γ2−(1)3−Γ3−(1)++ 3Γ3−(1)n=2-0,25-0,26-0,3-0,35-0,41-0,44-0,46n=30,120,10,04-0,05-0,12-0,18-0,21n=40,480,450,370,260,150,070,04Таблица А.2.6. - H3PO4.1m0,990,980,970,960,950,940,930,920,910,90,50,981,461,9132,3382,7443,133,513,874,22−Γ−(1)2Γ2(1)++ Γ−(1)= Γ11(2)n=1-0,16-0,17-0,21-0,27-0,32-0,36-0,39-0,42-0,46-0,48n=20,660,640,550,420,310,220,150,090,02-0,032−Γ2−(1)++ 2Γ2−(1)3−Γ3−(1)++ 3Γ3−(1)n=31,461,421,271,070,90,750,650,550,440,37n=42,242,171,951,671,441,241,10,960,820,7212ДоляH2 Oизбв%11156,638,029,023,720,217,715,814,313,115,916,720,526,631,736,139,342,345,648Γ12(2)1= Γ2(1)n=117,689,467,87,717,537,36,966,696,546,31−Γ1(−)++ Γ1(−)2−Γ1(2−)++ 2Γ1(2−)3−Γ1(3−)++ 3Γ1(3−)n=2-73,21-36,1-20,92-12,24-7,42-4,48-2,73-1,42-0,320,37n=3-161,78-80,16-48,26-30,95-21,26-15,24-11,48-8,66-6,38-4,83n=4-248,12-122,78-74,32-48,54-34,11-25,12-19,43-15,18-11,78-9,43- 116 0,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,220,20,180,160,140,120,14,564,95,225,555,866,166,456,757,057,337,98,479,049,6210,2310,8311,4412,0812,7313,3814,0414,7115,3916,0616,7717,518,319,220,121222324,225,426,628,129,731,533,435,738,341,545,25055,6-0,5-0,52-0,53-0,55-0,58-0,6-0,6-0,6-0,62-0,64-0,65-0,66-0,67-0,67-0,68-0,69-0,69-0,69-0,7-0,71-0,72-0,73-0,74-0,75-0,75-0,75-0,74-0,73-0,75-0,75-0,75-0,75-0,74-0,76-0,75-0,74-0,74-0,75-0,74-0,73-0,72-0,72-0,71-0,71-0,72-0,06-0,11-0,14-0,17-0,23-0,27-0,28-0,29-0,32-0,36-0,38-0,4-0,42-0,43-0,44-0,47-0,47-0,48-0,5-0,52-0,54-0,55-0,58-0,59-0,6-0,59-0,58-0,58-0,6-0,61-0,62-0,61-0,61-0,64-0,63-0,61-0,62-0,63-0,62-0,62-0,61-0,6-0,6-0,6-0,620,310,240,190,150,060,01-0,02-0,03-0,08-0,13-0,16-0,2-0,23-0,24-0,26-0,3-0,31-0,33-0,35-0,38-0,41-0,43-0,46-0,48-0,49-0,49-0,47-0,47-0,51-0,52-0,53-0,53-0,52-0,56-0,55-0,54-0,54-0,56-0,56-0,55-0,54-0,54-0,54-0,55-0,570,640,550,480,420,310,240,20,190,120,060,02-0,03-0,07-0,09-0,12-0,17-0,19-0,2-0,24-0,28-0,31-0,34-0,38-0,4-0,41-0,42-0,39-0,4-0,44-0,46-0,47-0,47-0,46-0,51-0,5-0,48-0,49-0,51-0,52-0,51-0,5-0,51-0,5-0,52-0,5412,111,310,6109,479,018,68,227,877,577,036,556,145,775,435,124,854,594,364,153,953,773,613,463,313,173,032,892,762,642,522,412,292,192,091,981,871,761,661,551,451,341,231,11149,651,953,454,957,859,860,460,462,464,264,966,167,167,167,869,169,369,470,471,472,473,274,374,975,274,773,573,37575,375,37574,676,475,273,974,474,47473,372,571,870,970,372,16,045,885,685,495,475,395,24,974,914,864,564,334,123,873,683,543,363,193,072,962,862,762,682,592,492,372,232,122,071,991,91,811,711,671,571,461,391,311,231,141,050,960,870,780,720,771,251,521,732,162,422,452,362,562,722,642,632,592,462,42,392,32,212,192,172,132,092,082,041,971,891,751,671,671,621,561,481,391,41,311,211,151,11,040,960,880,810,730,670,62-3,8-2,74-2,04-1,45-0,61-0,050,160,210,630,991,111,291,41,381,421,531,511,491,551,591,611,631,671,661,621,561,431,371,411,371,341,271,21,231,161,061,020,980,930,860,790,730,660,610,57-7,81-6,21-5,11-4,18-2,98-2,14-1,76-1,59-0,97-0,45-0,150,20,440,510,660,860,90,941,061,161,221,281,361,391,371,321,191,161,221,211,191,121,061,121,050,960,920,90,860,790,730,680,620,570,54Таблица А.2.7.
- NaH2PO4.10,990,980,970,960,950,94m0,3250,6941,0951,5251,9722,442Γ2(1)= Γ11(2)n=1-0,35-0,33-0,29-0,26-0,24-0,26−Γ−(1)++ Γ−(1)n=20,290,330,40,440,460,412−Γ2−(1)++ 2Γ2−(1)n=30,910,961,061,11,121,043−Γ3−(1)++ 3Γ3−(1)n=41,531,591,691,731,741,6212170,779,950,636,328,122,7Γ12(2)1= Γ2(1)n=159,9526,314,69,536,875,98−Γ1(−)++ Γ1(−)n=2-48,87-26,03-20,09-15,92-13-9,432−Γ1(2−)++ 2Γ1(2−)n=3-155,75-77,09-53,49-40,09-31,58-23,663−Γ1(3−)++ 3Γ1(3−)n=4-260,75-126,92-85,66-63,06-49,01-36,83- 117 0,930,920,910,90,890,880,870,860,850,840,830,820,812,883,343,794,224,655,075,485,886,296,697,077,467,86-0,28-0,29-0,32-0,35-0,37-0,4-0,42-0,43-0,44-0,47-0,49-0,49-0,480,370,350,270,210,170,110,060,040,01-0,05-0,08-0,08-0,080,960,920,80,70,630,550,470,430,390,30,250,250,251,51,431,271,141,040,930,820,760,710,590,530,520,5119,216,614,613,111,910,910,19,448,828,37,857,447,065,464,794,754,634,434,354,274,083,913,923,843,613,42-7,05-5,76-3,96-2,77-2-1,24-0,61-0,34-0,10,40,650,60,56-18,44-15,25-11,68-9,25-7,57-6,02-4,76-4,04-3,43-2,5-1,96-1,84-1,74-28,84-23,81-18,58-14,98-12,45-10,17-8,32-7,2-6,25-4,93-4,12-3,85-3,6312Γ12(2)1= Γ2(1)n=1n=2n=3n=4n=536519113811194,382,974,768,363,358,854,951,849,146,644,442,340,538,837,536,234,032,2276,06149,33112,8993,380,8872,265,8660,9256,6652,5749,4547,0344,5942,3940,4138,6136,9635,7334,8333,7431,8430,31187,69107,6988,0875,967,6461,6957,2653,7150,1746,4944,1542,3740,2438,3236,5935,0233,5832,8132,331,3429,7528,47100,0266,4663,6158,8154,6851,4248,8846,6943,8740,639,0337,8736,0534,4232,9331,5930,3630,0229,929,0627,7826,7313,0325,6339,4942,0241,9741,3940,7139,8737,7634,934,0833,5432,0330,6629,4328,327,2827,3627,6126,8925,925,08-73,28-14,8115,6925,529,5331,5832,7433,2331,8329,3929,2929,3728,1527,0626,0625,1624,3324,8325,4324,8324,1323,523−Γ1(3−)++ 3Γ1(3−)4+Γ1(4+)−+ 4Γ1(4+)А.2.8.