Analytical Mech Homework Solutions 46

Analytical Mech Homework Solutions 46 - V = 4 2 mx y y = B...

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2 4 V my mx y π =− ±± () cos 2 yB t β =+ S t = 2 9 V mz mz z cos 3 zC t γ ince at , 0 xyz === 0 2 αβ = == cos sin 2 x At A t  =   cos x = ± Since 2 D and 222 vxyz =++ DDD ± x yz = = DD ± D , 3 v x A D D ± t 3 v A = D sin 3 v x = D t sin 2 = , t 2 cos2 = ± 2 3 v D D ± 23 v B = D sin 2 v yt = D sin3 t = , t 3c o s 3 = ± 3 3 v D D ± 33 v C = D Since x ω = , v zt = D min t = 2 y = , and 3 z = the ball does retrace its path. 3 12 2 22 xy n nn ωω z ime occurs at 1 1 n = , 2 2 n = , 3 3 n = . The minimum t
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This note was uploaded on 01/06/2012 for the course PHYSICS 4360C taught by Professor Johnanderson during the Fall '11 term at UNF.

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