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9.3.1. , ( 9.6). , 5 . ( 9.6) . 9.2.3.

 

= × r × , (9.24)

 

- , 9.1.2;

r - , u / (9.8) (9.8);

- , 9.2.29.2.5.

9.3.2 9.3.6 , , , , .

9.1.5. , ( 9.6), 9.1.5 .

9.3.2. [ 9.8)] , x ( 9.6),

 

. (9.25)

 

z, u g ( 9.6), (9.20) z, t 3 (9.17) u. j (9.14) - (9.14).

s 1 (5.23) - (5.23) / (× ). u / (5.21) - (5.21).

s 2 (5.26) u t [ (5.27)].

 

9.8

 

s'

 

x £ x , (9.26)

 

x < x £ L ', (9.26)

 

x > L ', (9.26)

 

 

L ¢ = p ×x x +5× H £ p×x , (9.27)

 

L ¢ = x +5× H x +5× H > p×x , (9.27)

 

x +5× H £ p×x , (9.28)

 

x +5× H > p×x . (9.28)

 

J1 (9.7), r 3, s 9.2.2. s t 1, (9.11) L I x .

s 1 (9.26) x=L'.

x £ x (. . )

 

=1 ½ y ½£ L /2, (9.29)

 

=0 ½ y ½> L /2. (9.29)

 

x > x (5.26), s 2,

 

u £ 5 /, (9.30)

 

u> 5 /. (9.30)

 

9.3.3. ( ) [ 9.8)] (9.25). z, s 1 s 2 9.3.2, s ' :

 

x £ x , (9.31)

 

x < x £ x , (9.31)

 

x < x £ L ', (9.31)

 

x > L '. (9.31)

 

L ' s " (9.27)-(9.29).

J 1 (9.7) s, (9.10) (9.10) t 1, (9.11) L I , - [ 9.8)].

s sl, (9.13) - (9.13) t 1, (9.11) L I .

s 1 (9.31) x = L '.

(9.32)

 

>1, (9.32)

 

=1 <1, (9.32)

 

r 3 9.2.2, :

 

. (9.33)

 

x x - , , x [ 9.8)].

L <2× L , x < x £ L ' (9.33) x x .

s s (9.10) - (9.10), s, t 1, (9.11) L I x x .

, 9.2.5 (9.13) - (9.13).

9.3.4. ( 9.7) (9.25). z, s 1 s 2 9.3.2. s '

 

x < x , (9.34)

 

x £ x £ L ', (9.34)

 

x > L '. (9.34)

 

(9.32) - (9.32). r 3, 9.2.2 9.2.5, , s" L'- 9.3.2. s 1 (9.34) x = L '.

9.3.5. , x £ 1,5× L [ 9.8)],

 

, (9.35)

 

9.2.4 z z, 9.3.2. x >1,5× L

 

. (9.36)

 

9.3.6. x £1,5× L [ 9.8)] (9.35). s 1 , s 1 , :

- (9.33) x x x x [ 9.8)];

- (9.33) x x (x ) (x ), [ 9.8)].

x >1,5× L (9.36), s 1 , .





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