Диссертация (1150101), страница 18
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Цинк.Таблица А.3.2.а - ZnCl21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,220,4480,6830,9351,1981,4651,7141,9522,182,42,612,8133,193,37n=1-0,6-0,59-0,58-0,56-0,56-0,57-0,6-0,63-0,65-0,67-0,69-0,71-0,72-0,73-0,74- 122 0,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,220,20,180,160,140,120,13,553,723,894,054,214,54,785,065,345,615,886,156,436,696,977,237,57,778,048,338,618,899,29,59,8110,1310,4710,8311,1911,591212,4612,9713,4914,0114,7315,616,6117,7319,06-0,75-0,76-0,77-0,78-0,8-0,81-0,82-0,83-0,84-0,85-0,85-0,85-0,86-0,87-0,87-0,88-0,88-0,88-0,89-0,89-0,9-0,89-0,9-0,9-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,91-0,91-0,92-0,91-0,9-0,89-0,9-0,9-0,9-0,53-0,55-0,57-0,59-0,62-0,66-0,67-0,68-0,7-0,72-0,73-0,73-0,75-0,76-0,77-0,78-0,79-0,79-0,8-0,8-0,82-0,82-0,82-0,83-0,83-0,83-0,84-0,84-0,84-0,85-0,85-0,84-0,85-0,86-0,85-0,83-0,83-0,83-0,84-0,84-0,33-0,36-0,4-0,43-0,46-0,52-0,54-0,56-0,58-0,61-0,62-0,63-0,65-0,67-0,68-0,7-0,71-0,72-0,73-0,73-0,75-0,75-0,76-0,77-0,78-0,78-0,78-0,79-0,8-0,8-0,8-0,8-0,8-0,82-0,81-0,79-0,78-0,79-0,8-0,8+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,33-0,36-0,4-0,42-0,42-0,41-0,4-0,39-0,38-0,39-0,42-0,43n=30-0,05-0,11-0,15-0,14-0,13-0,12-0,11-0,1-0,12-0,16-0,1715,6314,9214,2713,713,1812,3311,6110,9710,399,899,449,028,638,37,967,687,47,146,96,666,456,246,035,845,665,485,35,124,964,794,634,454,284,113,963,773,563,343,132,9111,7411,3611,0210,7210,510,059,569,098,78,368,037,77,437,186,936,746,516,326,115,925,775,595,415,275,114,964,84,654,514,364,214,043,893,773,613,393,1832,822,6212Γ12(2)1= Γ2(1)265,55139,196,3574,260,4650,5543,2937,733,2329,6826,8124,56n=1176,4994,3467,2752,5442,6535,2730,0325,8922,7120,3718,7317,268,298,238,168,128,178,087,817,517,287,096,866,616,456,286,15,995,815,685,55,355,255,094,944,844,714,574,434,314,194,053,923,763,633,543,383,142,942,782,632,455,215,455,645,836,136,376,36,146,076,025,885,75,645,545,435,385,255,165,014,894,854,74,574,514,44,284,154,063,953,823,73,553,443,383,212,962,782,642,52,34+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=288,450,238,7731,4525,4120,5717,3614,6812,7811,6411,210,52n=31,266,6710,8410,918,716,435,244,023,43,454,184,27Таблица А.3.2.б - ZnBr21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,2090,3990,5760,7480,9181,0981,2821,4721,671,872,072,26n=1-0,66-0,68-0,7-0,71-0,71-0,7-0,69-0,69-0,68-0,69-0,7-0,7- 123 0,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,220,20,180,160,140,120,12,462,652,843,023,23,373,543,74,024,324,614,95,185,465,725,996,256,526,777,047,37,557,828,088,358,648,929,229,539,8410,1910,5510,9311,3211,7412,1912,6813,2413,9214,7315,6416,6718,13-0,71-0,72-0,73-0,74-0,75-0,76-0,77-0,78-0,8-0,81-0,82-0,83-0,84-0,85-0,86-0,86-0,87-0,87-0,88-0,88-0,89-0,89-0,9-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,91-0,91-0,91-0,92-0,92-0,92-0,92-0,91-0,9-0,9-0,91-0,9-0,89-0,44-0,46-0,49-0,51-0,53-0,55-0,57-0,59-0,62-0,65-0,67-0,69-0,7-0,72-0,74-0,75-0,76-0,77-0,78-0,79-0,8-0,81-0,81-0,82-0,82-0,83-0,83-0,84-0,84-0,84-0,84-0,85-0,85-0,86-0,86-0,86-0,86-0,85-0,84-0,84-0,84-0,84-0,82-0,19-0,23-0,26-0,3-0,33-0,36-0,39-0,43-0,46-0,51-0,54-0,56-0,59-0,62-0,64-0,65-0,67-0,69-0,7-0,71-0,73-0,74-0,75-0,76-0,76-0,77-0,78-0,78-0,79-0,79-0,79-0,8-0,8-0,81-0,81-0,82-0,82-0,81-0,79-0,79-0,8-0,79-0,7822,5620,9419,5418,3817,3416,4715,681513,8112,8512,0411,3310,7110,169,79,278,888,518,27,887,67,357,16,876,656,426,226,025,825,645,455,265,084,94,734,554,384,193,993,773,553,333,0615,9615,0614,2713,6313,0512,5712,1311,771110,449,899,48,988,638,327,997,77,447,216,956,776,566,356,185,985,85,635,455,35,134,954,794,644,494,334,174,013,823,63,43,212,992,7212Γ12(2)1= Γ2(1)261,79135,3794,0773,3260,8652,4646,2941,7338,09n=1170,3190,565,8353,1745,4339,9435,9633,0130,459,899,699,499,359,29,098,988,928,558,358,057,777,537,357,176,946,746,576,416,26,115,945,775,655,465,325,195,034,94,754,584,454,324,194,053,913,753,563,353,1632,782,524,294,765,145,465,735,976,176,396,396,536,456,366,286,276,26,065,935,865,755,595,575,455,315,235,054,944,844,74,64,464,34,194,083,973,853,723,573,383,172,992,852,642,38+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=279,8446,2838,1833,5530,4927,8926,0624,723,2n=3-9,632,6711,0914,4416,0116,2716,5516,7516,29Таблица А.3.2.в - Zn(NO3)21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,2120,410,590,7570,9121,0581,1991,331,457n=1-0,65-0,67-0,7-0,73-0,75-0,76-0,78-0,79-0,8+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,3-0,34-0,41-0,46-0,5-0,53-0,56-0,59-0,61n=30,04-0,02-0,12-0,2-0,26-0,31-0,36-0,4-0,43- 124 0,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,41,5811,71,8181,932,042,152,252,352,452,552,652,843,033,223,43,583,773,954,144,324,54,684,875,055,245,455,655,856,066,286,51-0,81-0,82-0,82-0,83-0,84-0,85-0,85-0,86-0,86-0,86-0,87-0,87-0,88-0,88-0,89-0,89-0,89-0,9-0,9-0,91-0,91-0,91-0,91-0,92-0,91-0,92-0,92-0,92-0,92-0,92-0,92-0,63-0,64-0,66-0,67-0,68-0,7-0,72-0,72-0,73-0,73-0,74-0,76-0,77-0,78-0,79-0,79-0,8-0,81-0,81-0,83-0,83-0,83-0,84-0,85-0,84-0,85-0,86-0,86-0,86-0,86-0,86-0,46-0,48-0,5-0,53-0,54-0,57-0,6-0,6-0,61-0,62-0,63-0,65-0,66-0,68-0,7-0,71-0,72-0,73-0,74-0,76-0,77-0,77-0,78-0,79-0,78-0,79-0,8-0,81-0,81-0,81-0,81+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=20,530,570,60,540,450,350,250,160,080,03-0,05-0,11-0,14-0,17-0,18n=31,271,321,351,241,090,930,790,650,530,450,330,240,190,140,1335,132,6530,5328,7627,2125,8124,6723,6222,6521,7620,9419,5418,3217,2416,3215,514,7214,0513,4112,8512,3311,8611,410,9910,5910,189,829,499,168,848,5328,3826,6325,1423,9222,7321,8221,0820,2319,4518,7318,1417,0616,0615,2314,5313,813,1612,6112,0711,6511,2210,810,4210,089,699,339,058,768,468,167,8812Γ12(2)1= Γ2(1)158,5770,3443,8431,7525,1120,8618,0215,914,3413,0912,0711,2610,559,959,41n=136,2814,287,926,616,266,196,156,16,15,895,95,855,645,465,222,0120,9620,0819,418,5718,1117,7617,116,515,9515,5914,8114,0213,4212,9312,311,7811,3510,9210,6110,279,99,599,328,928,618,418,167,887,617,3515,9815,615,3215,1614,6814,6514,6814,2213,7913,3913,2512,7612,1711,811,4910,9610,5610,239,99,719,449,128,878,668,2787,877,657,47,156,91+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=2-83,56-40,2-26,43-17,05-11,21-7,21-4,55-2,61-1,14-0,360,61,251,511,731,72n=3-201,01-93,18-59,33-39,36-27,45-19,5-14,22-10,4-7,55-5,83-3,99-2,7-2,01-1,42-1,21А.3.3.
Кадмий.Таблица А.3.3.а - CdCl21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,350,7891,2661,7482,212,663,083,493,874,244,64,935,265,585,9n=1-0,23-0,2-0,18-0,21-0,25-0,3-0,34-0,38-0,43-0,45-0,49-0,52-0,53-0,55-0,55- 125 -Таблица А.3.3.б - CdBr21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,3860,8441,2781,6732,042,392,723,043,353,653,95n=1-0,2-0,22-0,29-0,36-0,41-0,45-0,48-0,5-0,53-0,54-0,55+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=20,590,530,390,240,140,06-0,01-0,06-0,11-0,14-0,15n=31,361,261,040,820,660,530,420,350,270,220,2+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=20,550,450,240,08-0,01-0,05n=31,291,140,830,580,430,3712Γ12(2)1= Γ2(1)143,7865,7643,4333,1727,2123,2220,418,2616,5715,2114,05n=128,1914,7312,6611,9411,110,49,819,228,758,267,6912Γ12(2)1= Γ2(1)109,4758,1240,9632,6327,4823,92n=123,5615,3114,8714,4113,4312,1612Γ12(2)1= Γ2(1)254,59130,2889,2368,5256,1747,9341,9237,3733,830,8828,4926,4324,7823,22n=1161,1584,1559,6147,1439,7334,5730,727,7825,423,4621,820,5319,3718,01+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=2-84,9-34,83-16,78-8,1-3,91-1,420,161,071,782,132,09n=3-195,57-82,97-44,98-27,04-17,93-12,33-8,67-6,32-4,49-3,33-2,87+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=2-60,14-26,11-10,03-2,760,321,26n=3-141,73-66,22-33,82-18,98-11,92-8,89+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=268,7838,7130,6426,3623,8521,7419,9918,6717,4716,4915,5615,0514,3613,2n=3-22,54-6,062,296,158,519,429,7610,019,989,939,79,949,718,75Таблица А.3.3.в - CdI21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,5070,9551,3551,7012,022,32n=1-0,22-0,26-0,36-0,44-0,49-0,51Таблица А.3.3.г - Cd(NO3)21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,2180,4260,6220,810,9881,1581,3241,4851,6421,7971,9482,12,242,39n=1-0,63-0,65-0,67-0,69-0,71-0,72-0,73-0,74-0,75-0,76-0,77-0,78-0,78-0,78+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,27-0,3-0,34-0,38-0,42-0,45-0,48-0,5-0,52-0,53-0,55-0,57-0,58-0,57n=30,090,05-0,03-0,09-0,15-0,2-0,23-0,27-0,3-0,32-0,34-0,38-0,39-0,38- 126 -А.3.4.
Кальций.Таблица А.3.4.а - CaCl21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,220,20,2150,4170,5990,770,9271,0721,2091,341,4641,5841,6981,8091,9162,0172,1162,2132,3062,42,4932,5812,7522,9143,0783,2413,4013,5593,7183,8744,0314,1874,3444,5024,6634,8244,995,1615,3385,5235,7125,916,1296,3586,6056,8787,1827,5277,9198,3488,8419,391n=1-0,64-0,66-0,69-0,72-0,75-0,77-0,78-0,79-0,81-0,82-0,82-0,83-0,84-0,85-0,86-0,86-0,87-0,87-0,87-0,88-0,89-0,89-0,9-0,9-0,91-0,91-0,91-0,92-0,92-0,92-0,92-0,93-0,93-0,93-0,93-0,93-0,93-0,93-0,93-0,93-0,93-0,93-1,89-1,93-1-1-1-1-1-1+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,29-0,33-0,4-0,45-0,5-0,54-0,57-0,6-0,62-0,64-0,66-0,68-0,69-0,71-0,72-0,73-0,74-0,75-0,76-0,77-0,79-0,8-0,8-0,81-0,82-0,83-0,83-0,84-0,85-0,85-0,86-0,86-0,87-0,87-0,87-0,87-0,87-0,88-0,88-0,88-0,87-0,87-0,87-0,87-0,86-0,85-0,85-0,85-0,84-0,84n=30,060-0,1-0,18-0,26-0,32-0,37-0,41-0,44-0,48-0,5-0,53-0,56-0,58-0,6-0,61-0,63-0,63-0,65-0,67-0,69-0,71-0,72-0,73-0,75-0,76-0,77-0,78-0,78-0,79-0,8-0,81-0,81-0,82-0,82-0,82-0,83-0,83-0,83-0,83-0,83-0,83-0,82-0,82-0,81-0,8-0,8-0,79-0,79-0,7912Γ12(2)1= Γ2(1)258,14133,0992,6572,0859,8751,7745,9141,4237,9135,0432,6930,6828,9727,5226,2325,0824,0723,1322,2621,520,1719,0518,0317,1216,3215,5914,9314,3313,7713,2612,7812,3311,911,511,1210,7510,410,059,729,399,068,738,48,077,737,377,016,656,285,91n=1166,1288,2964,3751,944,6539,6435,8232,8730,5228,5726,9625,5424,423,422,4421,6120,8420,0619,4518,9417,9217,0316,1715,4314,7814,1713,6213,1212,6512,2111,811,4111,0410,6910,3510,019,699,379,078,758,438,1315,915,557,737,377,016,656,285,91+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=275,1444,1336,6832,2729,9127,9626,1524,7123,522,4621,5720,7220,1319,5718,9118,417,8517,2416,8616,615,8715,214,4913,9113,412,9112,4612,0611,6711,3110,9610,6210,31109,699,399,098,818,548,237,927,637,3276,656,35,965,635,34,98n=3-14,830,69,5613,1515,6416,716,8716,9216,8216,6616,4816,1916,1215,9815,6315,4115,0914,6414,4914,451413,5412,9812,5412,1711,7811,4311,1210,810,5110,229,939,679,419,138,868,588,338,097,797,497,236,936,616,275,925,65,284,974,67- 127 -Таблица А.3.4.б - CaBr21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,220,20,2110,4030,5740,7310,8751,0081,1331,2271,3691,4771,5821,6821,781,8731,9642,052,142,222,32,382,542,692,842,983,133,273,413,553,693,823,954,084,214,344,464,584,714,844,975,115,255,45,545,75,866,046,226,416,626,82n=1-0,66-0,68-0,72-0,74-0,77-0,79-0,82-0,81-0,8-0,83-0,84-0,85-0,85-0,86-0,87-0,87-0,88-0,89-0,89-0,89-0,9-0,9-0,91-0,91-0,91-0,92-0,92-0,92-0,93-0,93-0,94-0,94-0,94-0,95-0,95-0,95-0,95-0,95-0,95-0,95-0,95-0,96-1,76-1,78-1-1-1-1-1-1+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,33-0,37-0,44-0,49-0,54-0,58-0,65-0,63-0,61-0,67-0,69-0,7-0,72-0,73-0,75-0,75-0,76-0,78-0,78-0,79-0,8-0,81-0,82-0,83-0,84-0,85-0,85-0,86-0,87-0,88-0,88-0,89-0,89-0,9-0,91-0,91-0,91-0,91-0,91-0,91-0,92-0,92-0,92-0,92-0,92-0,93-0,93-0,93-0,93-0,94n=30,01-0,06-0,17-0,25-0,32-0,38-0,48-0,45-0,43-0,52-0,55-0,57-0,59-0,61-0,63-0,64-0,66-0,68-0,69-0,69-0,71-0,73-0,75-0,76-0,77-0,78-0,79-0,8-0,81-0,83-0,83-0,84-0,85-0,86-0,87-0,87-0,87-0,88-0,88-0,88-0,88-0,89-0,89-0,89-0,9-0,9-0,9-0,9-0,91-0,9112Γ12(2)1= Γ2(1)263,03137,7296,6975,9263,4355,0648,9845,2340,5437,5835,083331,1829,6328,2627,0725,932524,1323,3221,8520,6319,5418,6217,7316,9716,2815,6315,0414,5314,0513,613,1812,7912,4412,1211,7811,4711,1710,8610,5710,2810,029,749,479,198,928,668,388,14n=1173,993,8869,2556,4148,6243,2440,1736,5932,4231,2529,4727,9726,6625,5524,5623,622,7622,1621,4320,7519,5718,6117,7416,9616,215,61514,4513,9813,5713,1612,7712,4112,0911,8211,5111,210,9210,6410,3610,099,8417,6817,389,479,198,928,668,388,14+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=285,7450,6542,3637,3934,2631,8431,6928,3224,6825,2524,1723,2322,4121,7221,120,3619,8119,5318,9318,3817,4916,7716,1115,4614,8214,3713,8613,413,0412,7312,3812,0511,7411,4911,2910,9910,710,4610,29,949,699,479,258,998,758,58,298,057,837,62n=3-1,478,011618,8520,3320,8223,5420,417,2919,5419,1418,7518,418,1217,8717,3417,0617,0916,6116,215,5715,0814,6314,113,5713,2612,8412,4612,211,9911,6911,4111,1510,9710,8210,5410,2710,069,829,579,359,158,968,718,488,258,067,837,637,43- 128 -Таблица А.3.4.в - Ca(NO3)21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,2270,4540,6750,891,0921,291,4821,6711,8572,042,222,392,562,732,893,063,213,373,533,683,984,284,584,875,165,455,756,056,356,656,967,277,587,9n=1-0,6-0,61-0,62-0,64-0,66-0,68-0,69-0,7-0,71-0,72-0,73-0,74-0,75-0,76-0,76-0,77-0,78-0,78-0,79-0,8-0,8-0,81-0,82-0,83-0,83-0,84-0,84-0,84-0,85-0,85-0,86-0,86-0,87-0,87+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,2-0,22-0,26-0,3-0,34-0,37-0,39-0,41-0,43-0,45-0,48-0,5-0,51-0,53-0,54-0,56-0,58-0,58-0,6-0,62-0,63-0,64-0,66-0,68-0,69-0,7-0,7-0,72-0,73-0,73-0,74-0,75-0,76-0,76n=30,190,160,10,03-0,03-0,07-0,11-0,14-0,18-0,2-0,25-0,28-0,3-0,33-0,34-0,38-0,41-0,4-0,43-0,46-0,48-0,5-0,53-0,55-0,57-0,58-0,59-0,61-0,63-0,64-0,65-0,66-0,67-0,68+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,31-0,35-0,41-0,46-0,52-0,55-0,58-0,6n=30,04-0,02-0,12-0,2-0,28-0,34-0,39-0,4212Γ12(2)1= Γ2(1)244,49122,2582,2262,3650,8243,0237,4533,2129,8927,212523,2221,6820,3319,218,1417,2916,4715,7215,0813,9412,9712,1211,410,7610,189,659,178,748,357,977,637,327,03n=1146,674,2851,2740,2233,7629,1325,823,1921,1419,4818,2517,2216,1615,3714,5913,9713,512,812,3812,0311,210,499,929,438,968,518,097,747,437,126,836,586,346,0812Γ12(2)1= Γ2(1)260,56135,0494,2373,4161,1252,9646,9542,43n=1169,5190,5266,1153,4246,0940,936,9433,84+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=249,8827,0821,0418,7617,3415,8614,7513,7412,9412,291211,711,110,8610,4210,2210,119,539,419,358,88,358,037,757,447,116,86,576,366,135,915,745,565,35n=3-45,67-19,38-8,48-2,051,533,164,244,815,235,576,26,596,456,746,626,827,056,596,766,966,696,486,386,36,145,925,715,595,475,315,165,064,944,76+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=279,4746,6338,5733,9631,5329,2727,3325,64n=3-9,573,3711,591517,4218,0618,117,79А.3.5.
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