Диссертация (1150101), страница 19
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Кобальт.Таблица А.3.5.а - CoCl21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,2130,4110,5890,7560,9081,0481,1821,308n=1-0,65-0,67-0,7-0,73-0,75-0,77-0,79-0,8- 129 0,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,661,4321,5491,6641,7761,8841,9922,12,22,32,42,52,592,792,973,173,383,593,814,03-0,81-0,82-0,82-0,83-0,84-0,84-0,85-0,85-0,86-0,86-0,87-0,87-0,87-0,88-0,87-0,87-0,87-0,87-0,88-0,62-0,64-0,66-0,67-0,68-0,69-0,7-0,72-0,72-0,73-0,75-0,75-0,76-0,77-0,75-0,76-0,76-0,76-0,77-0,45-0,48-0,5-0,52-0,54-0,55-0,57-0,59-0,6-0,61-0,63-0,64-0,65-0,66-0,65-0,65-0,66-0,66-0,67+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,35-0,39-0,46-0,52-0,56-0,6-0,63-0,65-0,68-0,69-0,71-0,72-0,73-0,75-0,75-0,75-0,76-0,78-0,78-0,79-0,8-0,81-0,82-0,82-0,83-0,83-0,84-0,85-0,85-0,85-0,85-0,86-0,86n=3-0,03-0,09-0,2-0,28-0,36-0,41-0,45-0,49-0,53-0,55-0,57-0,58-0,61-0,64-0,64-0,64-0,66-0,68-0,69-0,69-0,71-0,73-0,74-0,75-0,76-0,76-0,77-0,78-0,79-0,79-0,79-0,8-0,838,7635,8333,3531,2529,4627,8626,4325,2324,1323,1322,221,4319,8918,6917,5116,4215,4614,5713,7731,2929,2727,4625,9724,6423,3622,3721,5520,6719,8519,2518,6417,3616,3815,2514,3113,4912,7312,0612Γ12(2)1= Γ2(1)268,12141,5899,8278,6165,9157,3351,1546,2542,5639,5336,9534,7532,831,2129,7728,4627,2126,1825,2324,3422,7521,4320,2619,218,2617,416,5715,8615,2114,6114,0213,4712,97n=1180,5698,2472,6959,451,3545,7441,438,0335,6133,3431,3829,6628,2827,1825,9824,823,8723,222,3921,6620,3719,3318,3317,4316,6215,8415,1314,5714,0113,4612,9212,461224,1923,0621,92120,1219,1618,618,1517,4716,8416,5516,0915,0614,313,2212,4311,7511,1110,5717,4317,1716,6416,3315,8815,2315,0814,9914,514,0514,0613,7512,9612,4111,3810,7510,29,689,24+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=293,9355,4946,0940,6737,2134,5232,0130,1528,9627,4526,124,8524,0323,422,4321,3820,7620,4319,7719,1718,1917,416,5715,8215,1414,4413,8413,4212,9512,4511,9611,5811,17n=38,2313,312022,3923,4823,6822,9722,5922,6121,8321,0820,32019,8319,0918,1817,8617,8517,3316,8816,1815,6414,9614,3613,8113,1712,6912,412,0111,5611,1210,810,43Таблица А.3.5.б - CoBr21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,2070,3920,5560,7060,8420,9681,0851,21,3041,4041,5021,5971,6921,7781,8641,952,042,122,22,282,442,592,742,893,043,193,353,53,653,83,964,124,28n=1-0,67-0,69-0,73-0,76-0,78-0,8-0,81-0,82-0,84-0,84-0,85-0,85-0,86-0,87-0,87-0,87-0,88-0,89-0,89-0,89-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,92-0,92-0,92-0,92-0,92-0,93- 130 0,520,50,480,460,440,424,454,624,84,995,195,4-0,93-0,93-0,93-0,93-0,93-0,93-0,86-0,86-0,86-0,86-0,86-0,86-0,81-0,81-0,81-0,81-0,81-0,8112,4712,0111,5611,1210,6910,2811,5511,1410,7110,39,99,5112Γ12(2)1= Γ2(1)258,14133,0992,1971,7159,4251,2545,2741,1737,234,4931,9329,928,1726,6825,3424,3423,1322,221,3520,5619,1417,9616,9716,0415,2114,4913,8413,2112,6712,1711,7111,2610,8410,4510,07n=1166,1287,9463,7351,3943,9638,8135,4332,3229,4427,8125,824,5823,422,321,6120,6319,4819,0618,3717,7416,6415,811514,1813,541312,4211,911,4911,0810,6710,279,929,589,2310,7610,399,999,69,238,8710,079,749,3698,668,33+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=275,1443,4435,8731,632926,852623,8722,0821,4920,0319,5918,9318,2218,1417,216,1216,1815,6515,1814,3913,8613,2312,5312,0711,6811,1810,7610,4710,149,789,439,158,858,52n=3-14,83-0,428,5812,3914,5215,3216,9615,8215,0715,5214,5814,914,7614,4214,9214,0313,0113,5313,1512,8312,3312,1111,6411,0410,7610,5210,099,779,589,329,018,78,498,237,92Таблица А.3.5.б - Co(NO3)21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,2150,4170,6020,7740,9341,0831,2261,3481,4921,6091,7381,8561,972,082,192,282,42,52,62,72,93,093,273,463,653,834,014,24,384,564,744,935,125,315,51n=1-0,64-0,66-0,69-0,72-0,74-0,76-0,78-0,78-0,79-0,81-0,81-0,82-0,83-0,84-0,85-0,85-0,84-0,86-0,86-0,86-0,87-0,88-0,88-0,88-0,89-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,92-0,92-0,92+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,29-0,33-0,39-0,44-0,49-0,52-0,57-0,58-0,59-0,62-0,63-0,66-0,67-0,68-0,72-0,71-0,7-0,73-0,73-0,74-0,75-0,77-0,78-0,78-0,79-0,81-0,81-0,81-0,83-0,83-0,83-0,84-0,84-0,85-0,85n=30,060-0,09-0,17-0,24-0,3-0,37-0,38-0,41-0,45-0,46-0,5-0,52-0,54-0,59-0,58-0,56-0,61-0,62-0,62-0,64-0,67-0,69-0,69-0,71-0,73-0,73-0,74-0,76-0,77-0,77-0,77-0,78-0,79-0,79- 131 -А.3.6.
Медь.Таблица А.3.6.а - CuCl21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,220,4320,6290,8170,9971,1741,351,5221,6911,8592,022,192,362,532,72,873,043,213,383,553,94,264,624,985,365,73n=1-0,63-0,64-0,67-0,69-0,7-0,71-0,72-0,72-0,73-0,74-0,74-0,74-0,74-0,75-0,75-0,76-0,76-0,76-0,77-0,77-0,77-0,77-0,78-0,78-0,78-0,79+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,26-0,29-0,34-0,38-0,41-0,43-0,44-0,46-0,48-0,5-0,51-0,5-0,51-0,52-0,53-0,53-0,54-0,55-0,56-0,56-0,56-0,57-0,59-0,59-0,6-0,62n=30,110,06-0,02-0,09-0,13-0,16-0,18-0,22-0,24-0,27-0,28-0,28-0,29-0,3-0,32-0,33-0,34-0,36-0,37-0,38-0,38-0,4-0,42-0,43-0,45-0,4712Γ12(2)1= Γ2(1)252,27128,4788,2467,9355,6747,2741,1136,4732,8229,8527,4825,3423,5221,9420,5619,3418,2617,2916,4215,6314,2313,0312,0111,1410,359,69n=1157,9182,4258,8846,6238,9633,4329,4126,4324,0222,1520,4418,7717,5116,4115,4514,6113,8613,1812,581210,9110,059,358,698,127,6612Γ12(2)1= Γ2(1)254,59131,2190,2470,0857,9949,8243,8439,2535,6732,8230,4628,4626,6825,2323,9222,84n=1162,4985,5561,4549,6342,2837,0433,0630,0527,7925,9524,3422,8421,6420,7219,8819,03+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=264,6437,0730,1625,9222,8320,1618,2516,9215,7314,9213,8912,6811,9711,3510,810,329,899,59,168,778,017,467,076,616,255,97n=3-27,55-7,612,075,797,247,417,597,897,898,147,767,026,846,696,546,426,36,196,095,95,445,25,094,834,664,54+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=271,4540,5733,2829,7527,0924,7522,7621,2920,3219,4718,5917,5816,9516,5316,1415,53n=3-18,56-3,755,710,4112,3912,9212,8912,9513,2513,3613,1812,6612,5812,6512,6912,3Таблица А.3.6.б - Cu(NO3)21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,2180,4230,6150,7920,9571,1141,2661,4141,5561,6911,8221,952,082,22,322,43n=1-0,64-0,65-0,68-0,71-0,73-0,74-0,75-0,77-0,78-0,79-0,8-0,8-0,81-0,82-0,83-0,83+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,28-0,31-0,37-0,42-0,47-0,5-0,52-0,54-0,57-0,59-0,61-0,62-0,64-0,66-0,67-0,68n=30,070,03-0,06-0,15-0,21-0,26-0,29-0,33-0,37-0,41-0,43-0,44-0,47-0,5-0,53-0,54- 132 0,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,42,552,662,762,863,073,273,473,673,884,084,284,494,74,915,135,345,575,796,026,266,496,757,027,29-0,84-0,85-0,86-0,86-0,86-0,87-0,87-0,88-0,88-0,89-0,89-0,89-0,89-0,89-0,9-0,9-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,91-0,68-0,72-0,73-0,73-0,74-0,76-0,76-0,77-0,77-0,79-0,79-0,79-0,8-0,8-0,81-0,81-0,82-0,83-0,83-0,83-0,84-0,83-0,84-0,84-0,55-0,59-0,62-0,62-0,63-0,65-0,66-0,67-0,68-0,7-0,7-0,71-0,72-0,72-0,74-0,74-0,75-0,76-0,76-0,77-0,77-0,77-0,78-0,79+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,31-0,35-0,41-0,47-0,52-0,56-0,59-0,61-0,63-0,65-0,67-0,69-0,7-0,7-0,72-0,73-0,74-0,75-0,76-0,77-0,78-0,78-0,79-0,79-0,8-0,8-0,81n=30,03-0,03-0,13-0,21-0,29-0,35-0,39-0,43-0,47-0,49-0,52-0,54-0,56-0,57-0,6-0,61-0,62-0,65-0,65-0,67-0,68-0,69-0,7-0,7-0,71-0,72-0,7321,7620,8620,1119,4118,0816,9715,9915,1214,313,612,9712,3611,8111,310,8210,399,969,599,228,878,558,227,917,6118,1817,7717,3116,6915,6114,7813,9913,2412,5812,0511,510,9810,5310,19,719,348,978,678,348,067,787,457,196,9512Γ12(2)1= Γ2(1)259,35135,0494,2373,7161,3953,2647,1942,6939,0836,1833,7431,6829,928,3726,9425,8124,6723,7222,8422,0220,6319,3418,2617,2416,3215,514,72n=1169,1890,6466,3553,8946,4541,2237,234,2631,7729,7628,0126,5425,2824,0423,0822,2421,320,6919,9719,3818,2117,1316,2415,3314,5813,8513,214,9114,9514,7714,2313,3912,8112,211,5711,0610,710,239,789,449,078,778,468,157,917,627,397,156,836,626,4211,8912,3712,4511,9911,3711,0510,6110,099,729,519,128,758,498,197,967,717,457,287,016,856,636,336,155,99+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=280,0246,8739,0534,5931,9729,6127,6126,1924,8223,6722,621,7120,942019,4918,9318,1817,917,3216,9516,0115,1414,4213,6313,0212,3911,87n=3-8,163,7212,315,7917,9318,4118,418,4918,1917,8917,4917,1516,8616,2116,1315,8415,2915,3214,8814,7213,9913,3212,7712,0911,6311,0910,68Таблица А.3.7.
- NiCl21m2Γ2(1)= Γ11(2)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,2140,4110,5890,7530,9041,0421,1761,31,421,5341,6451,7521,8561,9562,062,152,252,342,432,522,692,873,043,223,43,583,77n=1-0,65-0,67-0,7-0,73-0,76-0,77-0,79-0,8-0,81-0,82-0,83-0,84-0,85-0,85-0,86-0,86-0,86-0,87-0,87-0,88-0,88-0,89-0,89-0,89-0,89-0,89-0,9- 133 0,640,620,60,580,560,543,954,154,354,554,774,98-0,9-0,9-0,9-0,9-0,9-0,9-0,81-0,81-0,81-0,81-0,81-0,82-0,73-0,73-0,74-0,74-0,74-0,75+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,3-0,32-0,38-0,43-0,48-0,52-0,54-0,57-0,58-0,6-0,61-0,62-0,64-0,65-0,65-0,65-0,67-0,68-0,68-0,69-0,7-0,7-0,7-0,7-0,71-0,71-0,71-0,72-0,72-0,73-0,73n=30,050,01-0,07-0,16-0,23-0,29-0,33-0,37-0,39-0,42-0,44-0,45-0,47-0,5-0,49-0,5-0,53-0,53-0,54-0,55-0,57-0,57-0,57-0,58-0,6-0,6-0,6-0,61-0,61-0,62-0,62+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)n=2-0,3-0,33-0,4-0,46-0,51n=30,05-0,01-0,11-0,19-0,2714,0513,3712,7612,211,6411,1412,6211,9811,4810,9610,4710,0812Γ12(2)1= Γ2(1)256,94133,4191,5871,0658,8550,7344,7640,2836,6633,7231,2929,1827,3425,8124,4523,1322,0221,0220,1119,2717,7916,5215,3714,3413,4412,6411,8811,2110,5910,029,49n=1166,2687,8162,6850,6343,3538,2234,3431,3528,8226,8125,0623,4522,2121,1919,9518,9318,2417,4616,7516,1114,9513,9112,9212,0811,3910,7110,069,5298,528,0712Γ12(2)1= Γ2(1)258,14133,7392,8172,4560,26n=1167,0388,8364,6452,4845,1911,3610,7710,379,99,489,1710,259,719,418,988,628,39+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=276,5942,8734,3830,7528,3526,1824,3622,8521,3820,319,2118,0917,4316,915,815,0714,7814,2213,713,2612,3911,5810,7510,19,69,038,58,097,667,276,89n=3-12,07-1,436,6711,4113,8314,5814,814,7414,3214,1313,7113,0712,9712,9111,9511,511,5911,2410,9210,6610,099,498,828,348,037,587,146,856,516,215,9+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)n=276,9444,5837,0533,0430,6n=3-12,140,9510,0314,1116,46Таблица А.3.8.