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THE BOOK REFERRED IS Advanced Engineering Dynamics Second Edition JERRY H. GINSBERG

Georgia Institute of Technology CAMBRIDGE

UNIVERSITY PRESS

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1) xxx the steady xxxxx we xxxx

For xxx unsteady xxxxx we have

Let's xxxxxx xxx 2 xxxxxxxx multipliers as

xxxx

xxxxxxxxx

xxxxx

and

By xxxxx we have

with

Hence, xx xxxx

and

2) xxx steady xxxxxxxx xxx xxxxxxxx xxxxx xx 30 degrees xx

for

xx xxxx xxxxxxx the xxxxxxxxxxx above xx below the limit, we xxxxxx xxxxxx xxx following xxxxxxxx xxx xxx steady xxxxx

xxxxxxxxx the xxxx of the center of xxx disk xxx xx xxxxxxxxxxx xx

xx the different reactions contrast xxxxxxxxxx from the ostensible case. This xxxxxxxxxx that the movement is near an alternate xxxxxxxxxx xxxxxxxxxxx xxxx xx xxxx xxxxxxxxxxxxx portrayed in xxx plots of Y versus X. We see xxxxx xxxx the middle xx xxx circle xxxxx xx take after a xxxxx way, xxxxxxx the fact that this is xxxxxxxxxx xxxxx just for the instance of ostensible xxxxxxxx xxxxxxxxxxx xxxx diagram plainly demonstrates xxx much xxxxxxx xxxxx coming xxxxx xxxxxxx of the xxxxx starting xxxxxxxxxxx xxx xxx xx shocked xxxx xx xxxxx xxxxxxxxxx

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xx For the xxxxxx xxxxx xx xxxx

For the unsteady case, xx have

xxxxx define xxx 2 Lagrange xxxxxxxxxxx xx

xxxx

Therefore

where

xxx

xx using xx have

xxxx

xxxxxx we have

and

Hence, the xxxxxxxx of xxxxxx is:

2) xxx steady xxxxxxxx for nutation angle xx xx xxxxxxx is

for

xxxxxxxxx it xx the stimulation xx the case, we can see that An intriguing xxxxxxxx that highlights the inadequacies xx a xxxxxxxxxx xxxx disregards grating xxxxxxxxxxx xx experienced when a xxxxxx aggravation xx conferred to x xxxxxx xxxxxxxx xx xxxxx xxx plate is upright. xx the xxx chance that xxx xxxxxxx xxxx xx excessively xxxx v < xxxxxxxxxx xxxx a movement is xxxxxxxxxxxxxx In xxx present xxxxx xxxxxxxxxxxx xxxxxx of xxxxxx xx a xxxxxx reaction. xxx xxxxx starts by xxxxxx xxxx xxxxx upright xx x genuinely consistent xxxxxxx This is trailed xx x short interim xx which the circle around and almost tumbles xx the xxxxxxx yet xxxx xxxxxxxx after which xx continues upright coming xx xx xxxxxxxxx

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xxx ='rotating disk'; xxxxxxxxxxxxxxxxx opspec x xxxxxxxxxxxxx opspec.States(1).SteadyState = 1; opspec.States(1).x x 2; xxxxxxxxxxxxxxxxxxxx x xx opspec.States(2).Known x 1; xxxxxxxxxxxxxxxxxx x 10; xxxxxxxxxxxxx x xxxxxxxxxxxxxxxxxx xxxxxxxxxxxxx sys = xxxxxxxxxxx open_system(sys); opspec = operspec(sys);

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