XVIII -, . – ( ), ( ) ( ) ( ). , - . √3 1.73.

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=/√ .
0.055 0.387 0.0888 0.0888 0.387 0.055 0.815 0.723 0.9585 0.9585 0.723 0.815

1.000 1.000 1.0000 1.00001.0001.000 񠠠 0.107 1.5240.0870 0.08701.524 0.107 񠠠  0.0200 2.7000.030
317.895.203 139.36 139.36 5.203317.89 𠠠 95.17 9.523 30.83 30.83 9.523 95.17 14.56 19.1913.323.32 19.191 14.56

17.24 30.061 3.14 3.14 30.06117.24 񠠠 30.83 50.000200.00 ꠠ 139.36 90.0001000.00
“C” () -, . () . ( , .?) - . . (, , ). , , , . . ‘’ (N). Y=ln, N×/6 n ( - "").

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򠠠 NY 1.1-5×|cosn|5×|cosn|
頠 -11/2 -3.91 -3.73 頠 -9/2 -2.42 -2.44 ࠠ -7/2 -0.04 -0.19
-5/2 -0.00 -0.19 񠠠 -3/2 -2.44 -2.44 頠 -1/2 -3.91 -3.73
𠠠 1/2 4.944.83 3/2 3.433.54 5/2 1.201.29
7/21.14 1.29 頠 9/2 3.43 3.54 頠 11/2 4.944.83
(Y) , () , . . . (Y) (X) () (N). () () () (). . . ( ) : (N)=M×(^N)×(K^(±cosn)). (), () () , (+) () . . , . , , - . (, , , , , ) (, , , , , ) .

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򠠠 ࠠ 1 2 3 4
頠 0.01072 0.01064 0.01075 0.01164 頠 0.05527 0.05527 0.05527 0.05527 0.05816 ࠠ 0.81500 0.81500 0.81500 0.80126 0.81500
1.00000 1.00000 1.01714 1.00000 1.00000 񠠠 0.10745 0.10215 0.10745 0.10745 0.10745 頠 0.02982 0.03223 0.032550.03231
1 7.006957.36381 7.16902 6.80369 ꠠ 1.227001.24803 1.24803 1.22700 ʠ 256.278246.743237.563 228.725
(N) . , . , . . (0.01227 ), ( ). . , - , . (N).

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ࠠ 0.01227 0.01227 0.01227 0.01227 0.01227 0.01227 頠 0.05527 0.05527 0.05527 0.06003 0.06019 0.06027 ࠠ 0.63760 0.81500 0.34116 0.81500 0.81500 0.82469
0.79575 0.72737 1.00000 0.98958 1.000001.00000 񠠠 0.10745 0.03929 1.38714 0.10745 0.11120 0.10745 頠 0.03714 0.00695 2.93760 0.03237 0.03411 0.03215
1 4.99975 2.76368 22.57550 6.47924 6.67026 6.56060 ꠠ 1.24803 0.89248 2.92776 1.21418 1.22700 1.21258 ʠ 142.705 521.308 5.29261 218.260221.87 222.772
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1.00000 5.514 5.5141.00000 񠠠 0.10745 3.940 񠠠 3.940 0.10745  頠 3.5000.03215
, 3.7 ( ) 0.005 ( ) 0.8. , , - , , . 10. , , , ( ?) , . . . , . . . , 10 . .

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򠠠ࠠI II IIIIV
𠠠317.89 317.89 317.89 317.89 261.96 95.17 95.17 95.17 107.59 95.17 14.56 14.56 4.67 14.5614.56
17.24 10.9217.24 17.24 17.24 頠 40.06 6737.68 178.61 157.99 頠 78.83385162.99 739.87 609.69
2 11.980.0087 2.73 2.93 ꠠ0.75 4.1300 1.18 1.18 ʠ 34.5925491.94 126.29 96.06
(N), ( ), (+). I II . III IV. 300, 100 . (N) . . (N) 1, , .

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򠠠 ̠ ̠
() 0.01227 0.0148 0.21ࠠ 頠 0.387 0.05527 0.0654 0.37 頠 ࠠ 0.7230.81500 0.7462 0.64
1.000 1.00000 0.8954 1.11 񠠠 1.524 0.10745 0.1130 1.93 񠠠  2.700 0.03693.33
𠠠 5.203 317.89 350.78 5.8 𠠠 9.523 95.17 114.69 10.0 19.191 14.56 14.47 17.3
30.061 17.24 17.37 30.0 񠠠 50.00 198.18 52.0. ꠠ 100.00 872.84 90.0 .
(N) 1.73. (N), : ×(^(-2N/|N|))×(^N)×(^(|cosn|×N/|N|)). : =3.6, =1.2, =152. -N/|N| , .×(^(-2N/|N|)) 1=5.184 , 2=2.5 - . , - . , , M(N) .

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!ࠠ0.099 頠 0.241 頠 0.225 ࠠ0.615 ࠠ 0.514
1.000 1.171 񠠠 1.881 񠠠 2.670  頠 6.086
𠠠 11.862 𠠠 13.873 29.458 31.623 84.015 72.084
164.790 164.317 ! 374.561 ! 頠 800.000
- - (1.73^(3/2). 24 25 . (N) : -6. () : 0 , 1/2 - … 23/2 , 12 , , . - .

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. . , ( ). . (). - - . - . - ( ) . . M(N) (N), - ().
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() 1.2. () . ()=1.2 1.73 (=1.32). M(N), , , 1.44. . , , , , . , . 1.44.
(12 ) (). () (), =^24. () () , , () ().
-1, , - (0)=(), (0)=(), () ; . -2, , - ; . -3, () (). -4, , ; , , - .
, , (N)=(0)×(^2N)×(^(cosn)) (), (0) (N) (0)×. , , (0) (). 126.553. (^(1/12)) =1.4969 -. - (0) T(0) .

(N) (0), . (0) , - . (N) (), (N): (N)=M(0)×(^N)×(^(cosn)). (0) 23 ( ). .

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1.00000 1.00000 44.64483 񠠠 0.10745 0.10745 6.23650 񠠠  0.03215 2.11799
317.89261.96 242.68𠠠 95.17 95.17 83.82 14.56 14.56 11.85
17.24 17.24 17.24 񠠠 157.99 155.36 頠 ꠠ 609.69 665.28
: ... ࠠ 1/64.8 頠 1/56.5 ࠠ1/44.2 1/44.6 񠠠 1/58.0 頠 1/65.9
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(0)=23 . , , . (0) 23 . (0) 23 , , . , ; (0)=23. , . . , , . , , . , . . , , . . 1.4969, -: - -. . 90 1.4969 . , . .
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0.224ࠠ1.065 0.387 頠 1.593 0.723ࠠ 2.385
1.000 3.570 1.524 񠠠 5.345 2.700 頠 8.000
5.203 𠠠 11.976 9.523 17.926 19.191 26.833
30.061 40.166
52.000 頠 60.125 90.000 頠 90.000
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(0)=23 , . (N)=M(N)×(((N)^(1/2)) (0)=(0)×((A(0)^(1/2)), (0), (), ( , (0)), 9.8. (0) 70. (0)=().

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- (N) - (N)
0.006ࠠ0.821 0.034 頠 4.298 0.693 ࠠ56.353
1.000 84.354 0.133 񠠠14.418 0.053 頠 5.991
725.110 𠠠 839.827 293.588 359.827 61.784 61.435
94.523 94.896 1287.975 頠 1204.666 7019.023 頠6311.400
20 堠 70 9505 ࠠ 9170
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