1 (. 3.1). - 2 . 1 2 3. 4, .
I 1 I 2 1 2. , ( )
(3.1)
, b (. .3.1), m g, :
(3.2)
1. , b 1 = O 1 C b 2 = O 2 C (. . 3.1) D b . .1; .
2. 1, (j £ 8) t 1 30-50 (N). ( , ). 5 . ( ) .
| / | . . N | 1 | 2 | ||||
| t 1 | 1, i | t 2 | T 2 ,i | (T 2 i - <T 2 >) | (T 2 i - <T 2 >)2 | ||
| . . | |||||||
| 
| 
| |||||
| 
| ||||||
| b 1 = m = L 1 = b 2 = g = L 2 = |
3. , 2, , .2.
4. 1 2 <T 1 > <T 2 >.
5.
(. (3.2)) < I 1 > <I 2 >.
6. I 2 e I 2 D I 2 ( I 1 ).
:
) 2 i < 2 >, (T 2 i < T 2>)2, 
(c. .);
)
,
n - ; D t - ; t a,n - ( a n); N .
) ;
) I 1 I 2:
D I 1 = e I 2 <I 1 >;D I 2 = e I 2 <I 2 >;
7. :
I 1 = <I 1 > D I 1
I 2 = <I 2 > D I 2
a = , eI = %.
8. L 1 L 2
|
|
|
1. .
2. ( ).
3. .
4. .
5. .
6. I .
7. .
4
: ; .
: , , , , , .
3.1.2. , 3.1.3. . . (. 132-137 ).
