Handwriting2023se2-c3a2253d-ab14-421b-b907-adcef788da6c

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Example 7.4 Find the equations of motion with Newton-Euler and Lagrange h 6—@\9}0(: 2e) Cooral . ?i 5 . R Aah.\;-'nlc_ varafroas g?f. ( Mt R & . F() prefonossc.. m i - s L) Geueralzd Forces ! R rmTmTmImTrTTETETETETETETETERETT X | & \10"° T ox =Lk ox— = Tox «(-CX)8x = EF—Q%}SK == QA"F—CX ANOANANNNANNNAN D) logngion F=T—V = Lni? A X=0 i dne Jhee , & - lefifik of 5?1?4? 9 (.a@rcmé.lb Fruahons ! 2 <\o%~ 543\ = Q. 2 (wx) —fex) = ok /Mx+c><+k>< 'FW
Example #7.5 'h Gen. Coards. - variafiony ! %: S | . A _ J, 2 2.1 ~ LOWOT + LO S| ML G Mg Leaso B S S ) +q {) Logranse¥ Eeocdios .Q)v~£9€&&+£@wb %Wfiwégkéfizo = 0267 [ swe wcate) 3 %8 -Se - 59-&[%7-'91 - (-=mgLsue] = o TV = 26" " 3 W@ Mgl kO = O | é i—% S:m@ = O - T/
' Example 7.6 For the below crank-slider, find the generalized coordinates and an expression for the virtual work done by F and M. g L&XJ* LQ,CJUIC./\- sw¥ = [ o wmlls = Q= M- BE os® "4S Toe =2 11T (feed 4o Lse (oM For bor AS A b allosabie T aMLE (kbor abot dls efla>
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