Диссертация (1150101), страница 21
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Цинк.Таблица А.4.3.а - ZnI21m2Γ2(1)= Γ22(1)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,2010,3790,5340,6770,8130,9481,0841,2221,3641,5141,671,8172,012,192,382,562,742,913,093,263,59n=1-0,68-0,7-0,73-0,75-0,76-0,76-0,76-0,75-0,74-0,73-0,73-0,7-0,67-0,68-0,68-0,69-0,69-0,7-0,7-0,71-0,7212Γ12(2)1= Γ2(1)274,12144,44101,9379,9866,2756,5449,243,4238,6934,6631,2328,5425,6123,3421,3219,6818,2617,0715,9615,0213,46n=1186,15101,174,6159,9550,242,8837,2132,6428,725,3122,9120,0317,2415,7814,4213,4912,6811,8711,110,669,63- 141 0,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,243,924,245,544,845,125,45,685,966,246,516,777,047,297,557,818,078,358,638,929,239,549,8710,2110,5911,0211,4611,98-0,72-0,29-0,73-1,19-0,77-0,77-0,77-0,78-0,78-0,8-0,8-0,81-0,81-0,81-0,82-0,82-0,81-0,81-0,81-0,81-0,81-0,81-0,8-0,78-0,77-0,76-0,74-0,480,29-0,51-1,34-0,58-0,59-0,59-0,6-0,62-0,64-0,65-0,66-0,68-0,68-0,69-0,68-0,68-0,69-0,68-0,68-0,68-0,68-0,67-0,65-0,64-0,62-0,59-0,270,79-0,32-1,46-0,42-0,43-0,45-0,46-0,48-0,51-0,53-0,55-0,57-0,58-0,59-0,59-0,59-0,59-0,59-0,59-0,6-0,59-0,58-0,55-0,54-0,52-0,5-0,091,21-0,16-1,57-0,29-0,31-0,33-0,34-0,37-0,41-0,43-0,46-0,49-0,49-0,51-0,51-0,51-0,52-0,52-0,52-0,53-0,53-0,52-0,49-0,48-0,46-0,43+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)2+Γ2+(1)++ Γ+(1)−+ 3Γ2+(1)n=2-0,38-0,42-0,48-0,54-0,58-0,61-0,65-0,66-0,68-0,7-0,71-0,73-0,73-0,75-0,76-0,8-0,78-0,75-0,79-0,8-0,8-0,81-0,82-0,84n=3-0,07-0,13-0,23-0,31-0,38-0,43-0,48-0,5-0,53-0,56-0,58-0,6-0,61-0,63-0,64-0,7-0,68-0,64-0,7-0,71-0,71-0,72-0,74-0,76n=40,230,150,01-0,1-0,18-0,25-0,32-0,35-0,39-0,43-0,45-0,48-0,5-0,52-0,54-0,62-0,58-0,53-0,62-0,63-0,63-0,64-0,66-0,712,1611,098,029,478,848,287,777,316,896,536,25,885,615,355,114,884,654,434,224,013,823,623,443,243,042,842,638,773,265,8911,246,796,386,015,685,45,194,954,744,574,354,183,983,783,613,423,253,092,922,752,532,352,161,965,86-3,234,1112,675,124,864,624,44,254,164,013,893,793,633,513,343,173,042,882,742,612,472,312,091,931,761,573,33-8,712,613,853,733,63,483,373,333,363,273,233,23,083,012,862,722,632,482,372,272,152,011,81,651,491,311,11-13,381,3114,852,562,552,532,522,582,72,672,72,732,642,612,492,382,322,192,12,021,921,791,581,461,311,13+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)2+Γ1(2+)++ Γ1(+)−+ 3Γ1(2+)n=2104,5661,1550,0443,9239,6736,634,3731,9930,1728,7427,326,252524,0823,2423,3722,1620,2820,6920,2418,917,8417,0316,52n=320,4119,1624,0425,6825,8525,6925,4924,3523,6123,0222,221,7420,8520,3419,8120,6619,317,2318,2918,0216,8315,9415,3715,11n=4-62,89-22,29-1,487,8712,415,1116,931717,3217,5617,3517,4616,9116,8116,5818,116,6214,3616,0415,9614,9114,213,8413,81Таблица А.4.3.б - Zn(ClO4)21m2Γ2(1)= Γ22(1)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,20,3730,5260,6630,7870,9021,0071,1051,2021,291,3781,461,541,621,6941,771,821,9091,9782,042,172,32,432,55n=1-0,69-0,71-0,74-0,77-0,79-0,8-0,82-0,83-0,84-0,85-0,85-0,86-0,86-0,87-0,87-0,89-0,89-0,87-0,89-0,9-0,9-0,9-0,9-0,9112Γ12(2)1= Γ2(1)275,5146,79103,5181,7168,5259,5353,1148,2344,1741,0238,2836,0134,0432,2630,7629,3628,4927,0726,0625,2123,5822,1320,8419,76n=1189,59103,6976,5262,5953,8947,8843,5739,9437,0234,7432,653129,3928,0526,8826,2725,2223,5623,2822,6321,1419,8918,8518,06- 142 0,70,680,660,640,620,60,580,560,540,520,50,480,460,440,422,662,782,893,013,123,233,353,473,583,73,823,944,064,184,3-0,92-0,92-0,92-0,92-0,93-0,93-0,92-0,93-0,93-0,93-0,93-0,93-0,94-0,94-0,94-0,84-0,84-0,85-0,85-0,86-0,86-0,86-0,87-0,87-0,87-0,87-0,88-0,88-0,89-0,89-0,77-0,78-0,78-0,79-0,8-0,8-0,8-0,81-0,82-0,82-0,82-0,83-0,84-0,84-0,85-0,71-0,72-0,72-0,73-0,75-0,75-0,75-0,76-0,77-0,77-0,78-0,79-0,8-0,81-0,81+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)2+Γ2+(1)++ Γ+(1)−+ 3Γ2+(1)n=2-0,35-0,38-0,45-0,5-0,54-0,58-0,6-0,62-0,64-0,66-0,67-0,69-0,7-0,71-0,72-0,72-0,7n=3-0,03-0,08-0,18-0,26-0,33-0,38-0,42-0,45-0,48-0,51-0,52-0,54-0,57-0,58-0,6-0,59-0,57n=40,290,220,09-0,02-0,12-0,19-0,24-0,28-0,32-0,36-0,38-0,41-0,44-0,46-0,48-0,47-0,44+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)2+Γ2+(1)++ Γ+(1)−+ 3Γ2+(1)n=2-0,35-0,39-0,45-0,5-0,54-0,58n=3-0,03-0,08-0,18-0,26-0,32-0,37n=40,290,210,08-0,02-0,11-0,1818,8617,9617,216,4415,7915,1814,5713,9913,51312,5312,0911,6711,2810,9117,2816,4815,8215,1514,6314,0513,461312,5812,111,6911,310,9410,5910,2612Γ12(2)1= Γ2(1)268,73141,4199,0977,5164,7956,0549,8244,9141,0937,9335,3533,0831,1929,5328,0826,7925,48n=1180,5297,5671,3557,8849,8244,0539,7736,2933,631,3529,4427,7626,4225,1724,0822,8421,5412Γ12(2)1= Γ2(1)271,4142,1699,6577,8664,9556,18n=1182,3298,2171,8458,0749,8844,0515,8415,1514,5813,9913,613,0512,4912,1411,7711,3110,9610,6210,3110,019,7114,5413,9413,4612,9612,6812,1611,6311,3711,0610,6310,3210,049,779,529,2413,3512,8512,4512,0211,8611,3610,8610,6910,4310,029,779,539,39,088,83+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)2+Γ1(2+)++ Γ1(+)−+ 3Γ1(2+)n=293,2654,3144,1538,7335,2932,4630,1128,0426,4625,1123,8522,7421,9321,0820,3419,1617,88n=36,9111,6417,4720,0521,1921,2520,8120,1319,6519,1718,5517,9917,7117,2416,8415,7414,48n=4-78,52-30,47-8,71,827,510,4211,8612,5413,1413,5113,5213,513,7213,6313,5712,5311,3+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)2+Γ1(2+)++ Γ1(+)−+ 3Γ1(2+)n=294,1954,8544,5838,7735,2732,33n=36,9912,0817,8419,9421,0821,01n=4-79,29-30,13-8,391,567,310,06А.4.4.
Кальций.Таблица А.4.4.а - CaI21m2Γ2(1)= Γ22(1)0,990,980,970,960,950,940,930,920,910,90,890,880,870,860,850,840,830,2050,3870,5490,6980,8310,9561,0711,1831,2881,391,4861,5821,6721,761,8451,9282,02n=1-0,67-0,69-0,72-0,75-0,77-0,79-0,8-0,81-0,82-0,83-0,83-0,84-0,85-0,85-0,86-0,85-0,85Таблица А.4.4.б -Ca(ClO4)21m2Γ2(1)= Γ22(1)0,990,980,970,960,950,940,2030,3850,5460,6950,8290,954n=1-0,67-0,69-0,72-0,75-0,77-0,78- 143 0,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,220,21,0711,1831,2881,3921,4871,5821,6711,7591,8451,9282,012,092,172,242,392,532,672,812,953,093,233,373,513,653,793,934,074,214,364,514,674,824,985,145,315,485,665,856,066,286,516,757,027,29-0,8-0,81-0,82-0,83-0,83-0,84-0,85-0,85-0,86-0,86-0,86-0,87-0,88-0,88-0,88-0,89-0,89-0,89-0,9-0,9-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,91-0,91-0,91-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,6-0,62-0,64-0,66-0,68-0,69-0,7-0,71-0,72-0,73-0,74-0,74-0,76-0,77-0,78-0,79-0,79-0,8-0,8-0,81-0,81-0,82-0,82-0,83-0,83-0,84-0,84-0,84-0,84-0,84-0,85-0,85-0,85-0,85-0,86-0,86-0,86-0,85-0,85-0,85-0,86-0,85-0,86-0,86-0,41-0,45-0,47-0,5-0,53-0,55-0,57-0,58-0,6-0,61-0,62-0,63-0,66-0,67-0,68-0,7-0,7-0,71-0,72-0,73-0,73-0,74-0,75-0,75-0,76-0,77-0,78-0,78-0,78-0,78-0,79-0,79-0,8-0,8-0,8-0,81-0,81-0,8-0,8-0,8-0,81-0,81-0,81-0,82-0,23-0,28-0,31-0,35-0,39-0,41-0,44-0,46-0,48-0,5-0,51-0,52-0,56-0,58-0,59-0,61-0,62-0,63-0,64-0,65-0,66-0,67-0,68-0,69-0,7-0,71-0,72-0,72-0,72-0,72-0,74-0,75-0,75-0,75-0,76-0,76-0,76-0,76-0,76-0,76-0,77-0,77-0,77-0,78+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)2+Γ2+(1)++ Γ+(1)−+ 3Γ2+(1)n=2-0,38-0,4-0,48-0,56-0,58-0,61n=3-0,07-0,1-0,23-0,35-0,37-0,42n=40,240,190,01-0,14-0,18-0,2449,8244,9141,0937,8735,3233,0831,2129,5528,0826,7925,6124,5623,5822,7821,2219,9418,7917,7516,8115,9615,1814,4713,8113,2112,6412,1211,6411,1810,7310,319,889,519,148,88,458,137,817,497,166,846,536,225,915,6139,6836,2933,5331,2729,4827,8126,4625,1624,0523,0622,1421,2920,6620,0818,7517,7316,7515,8615,0614,3313,6613,0512,4911,9711,4911,0510,6310,219,89,419,058,748,48,097,787,497,196,886,566,275,995,715,425,1729,9428,0426,322523,9522,852221,0420,319,618,9218,2817,9817,6116,4915,7314,9114,1613,4912,8812,3211,8111,3410,910,510,139,789,399,018,668,368,17,87,517,246,986,76,396,15,845,595,325,064,8420,5620,1319,4419,0418,7118,1517,7917,1816,7816,3715,9315,4815,4915,3314,4113,913,2312,6312,0811,5811,1310,7110,329,979,649,339,048,698,348,027,777,567,297,046,796,566,296,015,725,495,275,014,784,5911,5212,5412,8713,3613,7413,7113,8313,5513,4813,3413,1412,8813,1913,2312,512,2311,7111,2410,8110,4210,069,739,429,148,878,638,48,087,767,477,277,116,866,636,416,215,965,685,415,25,014,774,564,39+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)2+Γ1(2+)++ Γ1(+)−+ 3Γ1(2+)n=2102,5257,7848,7845,4439,536,02n=318,7314,7323,4128,1325,6424,95n=4-64,2-27,74-1,4811,2212,1614,23Таблица А.4.5.
- CoI21m2Γ2(1)= Γ22(1)0,990,980,970,960,950,940,2020,3760,5390,6660,7880,906n=1-0,69-0,7-0,74-0,78-0,79-0,812Γ12(2)1= Γ2(1)272,75145,61100,9781,3368,4359,26n=1187,19101,474,6363,1753,7647,45- 144 0,930,920,910,90,890,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,31,0121,1131,2111,3061,41,4871,5741,6541,7311,8081,8821,9582,032,12,232,362,492,622,752,8733,133,253,383,513,633,763,894,034,174,314,474,634,814,995,215,55,836,2-0,82-0,82-0,83-0,84-0,84-0,85-0,86-0,87-0,87-0,87-0,88-0,88-0,88-0,89-0,9-0,9-0,9-0,9-0,91-0,91-0,91-0,91-0,92-0,91-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,92-0,91-0,91-0,89-0,87-0,86-0,85-0,64-0,66-0,67-0,68-0,69-0,71-0,72-0,74-0,75-0,76-0,76-0,76-0,78-0,79-0,8-0,81-0,81-0,81-0,82-0,83-0,83-0,84-0,84-0,84-0,85-0,85-0,85-0,85-0,85-0,86-0,85-0,85-0,85-0,84-0,83-0,8-0,76-0,74-0,74-0,47-0,49-0,51-0,53-0,55-0,57-0,6-0,62-0,63-0,64-0,65-0,66-0,68-0,7-0,71-0,72-0,73-0,73-0,75-0,76-0,75-0,77-0,78-0,77-0,79-0,8-0,79-0,79-0,79-0,8-0,8-0,79-0,79-0,78-0,77-0,72-0,68-0,65-0,64-0,31-0,34-0,37-0,39-0,42-0,45-0,47-0,51-0,53-0,54-0,55-0,56-0,58-0,61-0,63-0,64-0,65-0,66-0,68-0,69-0,69-0,71-0,72-0,71-0,73-0,74-0,74-0,74-0,74-0,75-0,75-0,74-0,74-0,73-0,72-0,66-0,61-0,58-0,5752,8447,8743,8340,537,6435,3233,2631,5630,0628,727,4926,3525,3424,4322,8921,5220,2919,1818,1817,3416,515,7315,0814,4213,8113,2912,7612,2711,7711,3110,8810,429,999,549,128,658,097,526,9543,1539,4736,4233,8331,7430,0328,5127,3526,1625,0724,0723,1322,421,7620,5219,3318,2717,3116,5115,7814,9914,3813,8113,1912,7112,2611,7611,310,8410,4410,019,569,158,728,297,687,036,455,9233,8231,4229,3327,4726,1425,0324,0323,3922,521,6820,8820,1519,6719,318,3417,3316,4315,611514,3813,6413,1712,6912,1111,7511,3610,8910,4610,049,79,288,848,458,047,66,96,185,65,1224,8223,6822,5421,4120,8120,2819,7919,6619,0618,517,8917,3617,1417,0116,3315,4914,7414,0713,6313,1212,4312,111,711,1610,910,5810,149,749,349,068,658,237,857,477,036,245,484,924,4716,1316,2316,0315,6215,7315,7815,7916,1515,8315,5215,114,7614,7814,8914,4713,813,212,6512,3911,9711,3411,1410,8110,3110,149,889,479,18,748,518,117,77,356,996,555,74,94,353,94+Γ1(+)−+ Γ1(+)2+Γ1(2+)−+ 2Γ1(2+)2+Γ1(2+)++ Γ1(+)−+ 3Γ1(2+)n=2122,4272,4359,0851,446,2542,3339,353734,6732,7731,34n=341,331,5733,7733,5832,7431,5630,5229,5828,1627,0626,32n=4-39,03-8,798,916,1519,5721,0921,9722,4221,921,5821,52Таблица А.4.6.
- UO2(ClO4)21m2Γ2(1)= Γ22(1)0,990,980,970,960,950,940,930,920,910,90,890,1920,3520,4910,6150,7270,830,9261,0151,0991,1821,259n=1-0,71-0,73-0,76-0,79-0,81-0,82-0,84-0,85-0,85-0,86-0,87+Γ+(1)−+ Γ+(1)2+Γ2+(1)−+ 2Γ2+(1)2+Γ2+(1)++ Γ+(1)−+ 3Γ2+(1)n=2-0,43-0,47-0,53-0,58-0,62-0,65-0,68-0,7-0,71-0,73-0,74n=3-0,14-0,2-0,3-0,38-0,44-0,49-0,53-0,56-0,58-0,6-0,63n=40,140,06-0,08-0,18-0,26-0,33-0,38-0,43-0,45-0,48-0,5112Γ12(2)1= Γ2(1)287,06155,67111,0388,2474,3464,8757,9452,6848,544,9542,08n=1204,33113,7984,8369,6260,1153,4348,4944,6941,4538,7336,59- 145 0,880,870,860,850,840,830,820,810,80,780,760,740,720,70,680,660,640,620,60,580,560,540,520,50,480,460,440,420,40,380,360,340,320,30,280,260,240,221,3341,4081,4771,5451,6121,6771,7411,8011,8581,9742,092,192,312,412,522,622,732,832,933,043,153,253,363,473,583,73,813,924,054,174,34,434,574,734,895,055,235,42-0,87-0,88-0,88-0,89-0,89-0,89-0,9-0,91-0,91-0,91-0,92-0,92-0,92-0,92-0,93-0,93-0,93-0,93-0,93-0,93-0,94-0,94-0,94-0,94-0,94-0,94-0,95-0,94-0,94-0,95-0,95-0,95-0,94-0,94-0,95-0,95-0,95-0,95-0,75-0,76-0,78-0,78-0,79-0,79-0,8-0,82-0,82-0,82-0,84-0,84-0,84-0,86-0,86-0,86-0,87-0,88-0,87-0,87-0,88-0,88-0,88-0,89-0,89-0,89-0,9-0,89-0,89-0,9-0,9-0,9-0,9-0,9-0,9-0,9-0,9-0,9-0,64-0,65-0,67-0,68-0,69-0,7-0,72-0,73-0,74-0,75-0,77-0,77-0,78-0,79-0,8-0,8-0,81-0,82-0,82-0,82-0,83-0,84-0,83-0,84-0,84-0,85-0,86-0,85-0,85-0,86-0,86-0,86-0,86-0,86-0,86-0,87-0,87-0,87-0,53-0,55-0,57-0,59-0,6-0,61-0,63-0,66-0,67-0,67-0,7-0,71-0,71-0,73-0,74-0,75-0,76-0,77-0,77-0,77-0,79-0,79-0,79-0,8-0,8-0,81-0,82-0,82-0,82-0,83-0,83-0,83-0,82-0,82-0,83-0,84-0,83-0,8439,637,4235,5833,9232,4331,0929,8828,8227,8726,1224,5623,3422,0321,0320,0219,1818,3317,6116,9416,2615,6215,0814,5213,9913,51312,5712,1611,711,3110,9110,5310,149,739,358,998,618,2434,5732,8831,4830,128,8927,826,8626,125,3223,7422,5121,4120,2419,4418,5417,817,0316,4615,8115,1514,6314,1513,6113,1512,6812,2311,8911,4711,0410,6910,329,979,579,188,858,518,147,829,7828,5827,626,525,5524,7124,0423,5522,9321,5320,6319,6318,5917,9817,1916,5415,8715,4214,7914,1613,7513,3312,8212,4111,9611,5711,310,8710,4710,179,829,499,18,728,438,127,767,4425,2124,4923,9223,0822,421,821,3821,1720,7119,4818,8717,9817,0816,6515,9615,414,8114,4813,8813,2712,9712,6112,1111,7611,3310,9910,7810,369,989,729,399,098,698,338,097,797,457,1420,8520,620,4319,8519,4319,0518,8918,9318,6217,5617,2416,4615,6915,4214,8314,3513,8413,6413,0612,4712,2611,9611,4811,1810,7710,4810,339,919,559,339,028,748,3487,797,517,196,89- 146 -ПРИЛОЖЕНИЕ Б.