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z- ()

"« 0 - ah (1 -) (I- )

= (1 + + ); 6= + +

- ; == -";

= n/t(l - ) ; bi=-(1+2):

= 2 + 2; =-; =-

.--oh

s2 (s2 + bs + ) 4 ->0

s« + )

s(s + a)(s + b)(s + c)

aft2 (1 2 KB cos + ) bi==-(1 -f 28/); b = B + 2YBcoskh; ~\ B = e-bb. 1 = -4

(1 +,-1 +-2 + -8),

- 2o.h (! - cosa/i) bi= - (1 + 2 cos ); 1+2 cos ah; = -1

s(s + b)(s + a)2

Ko(+bl- + b + b-),

abc

= / (1 ) (!- ) (1 - ) bi= -( + + ); 2= + + + ; /. = - ABC; = ""; -""; = -*

/CJl+ftiZ-i + VM-V). ab

= (!-)2(1-) = bj = - (2 + ); bj = 2 + 2; = - ; = -"\ = -"



- ()

S (s + ) (s2 + bs + ) 4-2 >0

s(s + 6)(s2+a2)

/(1+V + V*).

/

/1 (1 ) - - 2)/Bcos?i/i + B) ft, = -(+ 2 Kb cos Xh); b = B + 2C " cos %h; bg = - ; = -"; = -"; = Va - 4

bd"

/ - 2ah (1 - cos ah) (1 - ) = bi = -(B + 2cosa/i); bg= 1 + 2B cos ah\ bs==~B; B=e

s(s + af

iCo(I+6i2-i + b22- + b3Z-8).

/

-"a/i(I - )» 5, = *; = -3; = -*

1 = -;

(S + a)(s + b)(s + + c)(s + d)

] + btz-i + ܄-2 + -« + b4Z-

abed

/ = (I ) (1 ) - )

bi~{A-\-B + C-D); b\=AB.BC-\-AC + AD-\-BD-\-+ CD;

bs = - - ABD - BCD - ACD; b,==ABCD: = -° B=e-«:

= -"; D =

(s + af (s + b)2

1 + &,-1 + ba2-2 + - + bz*

/fo=a(l-)2 (1-)" 1 = -2(+):

= 2+2+4; bg=-2 ( + ); biAB: = *;

,-



. Li

/

is)

2- ()

+ bs + X (S

(s + c)X d)

1--1

" (1 -2>cosM-fB)X (1-) (] £))

b + CD + 2( + D)Vb cosXh; bs = - B(C+D)~2CD Vb cos Xh; hi = BCD; = e~, = e-t

(s«+6s + c)(s+ds + + c)

4a -b=>0 4c -<P> 0

1--1

«([/ + )

(1-2/DcosoA + Z)) 6j = - 2 ( cos + 5 cos oh); b3 = B+D + 4y"BDcos cos oft; b. = - 2BVD cos oh -2D V cos ; bi = gZ?; B==e-"; D = e- = > - 6/4; = -dV4

(s2bs+a)2 4a - b >

1--1

«!

«~(, 2/ + )2 6i =--41008 ; ba= 25 + 45008" ;

= - 4cos 64 = "; 5= -**; = -

{$*+aa)(s + c)(s + d)

l+fcl2-l+-+ V + M-

-Ti

a%rf

/ - 2 (1-cos ah) (1-) (1-D) b, = - (28 + + D); b = 1 + CD + 2 ( + D) cos ; =-( + D) - 2CD cos ; 64=CD; =-; D = e-



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0.0013