. (, ) (, ', , , , ) ( , , ) . . . .
7.1 [3] 31.3, [1] 4.1, [4], [6], [13].
( ) | ||
1. U ≤ U, | U =... | U=... |
2. I. ≤ , | .=... | I=... |
3. ≤ , | .=... | =... |
4. ≤ , | =... | =... |
5. , | ||
6. | , |
. . 1,2,4,5. [1], [3], [4], [6], [13].
7.2 ' [3] 31.7, [3] 31 8, [1], [4], [6], [13].
( 璺, ) | ||||
1. U ≤ U, | U =... | U=... | ||
2. I. ≤ , | .=... | I=... | ||
| ||||
3. ≤ , | =... | =... | ||
4. , | ||||
5. | , |
7.3 [3] 31 8, [1], [4], [6], [13].
, ', ( 7.2) - .
7.4 [3] 31 9, 31 10; [4], [6], [13], [1].
( ) | ||
1. U ≤ U, | U =... | U=... |
2. I. ≤ , | .=... | I=... |
3. | ; ; ; 0,2; 0,5; ; ; 10; | |
4. S2 ≤ S2, | S2=...* | S2=...* |
5. , | =... | |
6. , | ||
7. | , |
7.5 [3] 31 13, [4], [6], [13], [1].
|
|
( ) | ||
1. U ≤ U , | U =... | U=... |
2. | 0,2; 0,5; ; | |
3. ' | ||
4. S2 ≤ S2, | S2=... | S2=... |
5. | , |
7.6 [4], [6], [13].
( ) | ||
1. U ≤ U, | U =... | U=... |
2. I. ≤ , | .=... | I=... |
3. ≤ , | .=... | =... |
4. | , |
. . .
.
() [3] 9.6, [14] 1.3.31, [15] 3.4, [6], [8], [13]. 䳿 . ̳
, 2, (7.1)
S. - , 2;
∞ - , ;
t - , C;
- : = 88, = 171
.
, (7.2)
- , ;
- , ;
w - , 3.
[2] 6.11(), [3] 9.1();
, 3, (7.3)
[2] 6.11(), [3] 9.1();
, 3, (7.4)
h, b - , .
δ δ [3] 9.9, [1] 379, [2] 246;
:
U, U - , ;
., - , ;
- , ;
- , ;
- , ;
S2, S2 , . ;
S , .
˲
.
( ). :
|
|
1. () ;
2. ;
3. .
, 2, (8.1)
- () , ;
, , (8.2)
S - , , ;
je - , ; [1] .1.2, [14] 1.3.36;
n - .
() ,.
:
< , ; (8.3)
:
< , ; (8.4)
- ; [2] .1, [14] 1.3.26;
- .
[14]: " 80 % , 130 % , ' " [14].
, = 1,3.