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MZ2={cos(2b)-2}cos(a)2tg(b)2Jxy2(wx02+wz02)+

+{2tg(b)2sin(b)2-2cos(b)2+4}sin(a)cos(a)Jxy2wx0wz0+

-Jxz2wx0'cos(a)/cos(b)+

+Jxz2wz0'sin(a)/cos(b)+

 

MY1={[Jxz2(tg(b)4+2/cos(b)2-1)cos(b)3+Jyz1tg(b)+

+Jxz1]cos(a)2+

+[[(Jx1-Jz1)-Jxy1tg(b)]cos(a)-Jxz1sin(a)]sin(a)}wx02+

+{[[Jxy1tg(b)+(Jz1-Jx1)]sin(a)-Jxz1cos(a)]cos(a)+

+[Jxz2cos(b)3[2/cos(b)2+tg(b)4-1]+Jyz1tg(b)+

+Jxz1]sin(a)2}wz02+

+{(Jx1-Jz1)cos(2a)+[1-tg(b)4-2/cos(b)2]Jxz2cos(b)3

sin(2a)-[Jyz1tg(b)+2Jxz1]2sin(a)cos(a)-

-Jxy1tg(b)cos(2a)}wx0wz0+

+{[Jx2sin(b)cos(b)(1+tg(b)2)+Jy1tg(b)-(Jxy1+Jxy2)]cos(a)-

-Jyz1sin(a)}wx0'+

+{[-Jx2sin(b)cos(b)(1+tg(b)2)+(Jxy1+Jxy2)-Jy1tg(b)]sin(a)-

-Jyz1cos(a)}wz0'+

 

:

) Y1:

y1 = + = 0.154 + 0.551= 0.705 ×.

 

a = - 0.82 .

b = 1 .

wx0 = wz0 = 1 /.

wx0' = wz0' = 0.2 /2.

wy0 = 0.167 /c.

wy0' = 0.167 /2.

 

:

 

 

= × 100 % = 78.14 %

+

 

) Z2:

z2 = + = 0 + 0.07= 0.07 ×.

 

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