manip1#
cos(04,vJ
S^,vJ
O
-sin(^4, w) 0 9Ocos(04łWy
cos^4,v^ 0 90 sm(^)V^)
0 1 0
0
0
o
1
Wyszukiwarka
Podobne podstrony:
manip1$ [[ i cos(ć?4rVay-0ltVay + 03r vJ + i cos(04rVay + 0l vay + 03f yj, - i sin(ć?4+
manip1 cos($lva) -sin(^ljV^ O O sm(^ijVJ
manip1 45 sin(ć?4 + $ltw + Oh- 45 sin(ć?4^- 0l vay + $hVJ + 30 sin(ć?lfw + ć?3jVJ - 30 siri-0^vay +
manip2 c°s(0l,vJ s“(^i,w) 0 -sin(0iłWS)rf3 -c°s(^ifW) 0 cos(*l,«^rf3 0 0
I koło III * pF* Vj • f mPtl J .04 10* 6«4 110-4554 • MTK m/?w7, 110-4554 2*? ■ W*
D Gray Man v01?04 p126 5UPONSO CSUE /NO PUEPO E/NCAR6/4RME P£ Tl EN £$T£ NIVEL/H .W; ł >
wielki 04 1 ZPC&tSSOćLSh&A/ ^ Ps & C Ay dt £^PCYp/cs S?c< CCS fet /<SLS?/C-C /^V
manip14 equ_2 := 45 sm(ć?4 + ex w + Q-^VJ - 45 sm(ć?4j w- ex w + Q-^VJ + 30 sui^ w + 6-^yJ - 30 suit
manip17 squ_S : vay + f*,vay + *3f- «WĄ W- 9ltW + VJ = 0.9348
manip19 equ_7:: --sm(Ąr O var~ 1, ar+- «wĄ W+$lfW+*3;vj = -o.oooi
wzor19A VA=fiZ. C0S(7J)=- cos(v/i) = 2+(va,)2=V(V^V- cos(vJ) = ^.COSÓTJ!) VA
więcej podobnych podstron