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12 Jul 2009 13:46:17 IST
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A simple pendulum of length l is suspended frm the ceiling of a cart wich is slidin' without friction on an inclined plane of inclination . What is the angle made by the string with the inclined plane in the mean position? Also, what is the time period of the pendulum?
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12 Jul 2009 14:46:25 IST
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no replies yet?? :( :(
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Kya haar mein, Kya jeet mein!~
Kinchit nahin Bhaybhit main!~
Kartavya path par jo bhi mila!~
Yeh bhi sahi Wo bhi sahi!~!~
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12 Jul 2009 15:17:46 IST
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Kya haar mein, Kya jeet mein!~
Kinchit nahin Bhaybhit main!~
Kartavya path par jo bhi mila!~
Yeh bhi sahi Wo bhi sahi!~!~
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13 Jul 2009 19:11:11 IST
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Re: SHM
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14 Jul 2009 10:30:50 IST
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g effective = vector sum of gravitational acc. +opposite of acceleration of cart along -ve y axis, eff. g = g - gsin^2@ = gcos^2@ ( @ = theta) along -ve x axis, g eff. = gsin@cos@ hence, magnitude of g eff. = gcos@. now.. time period of pendulum, T = 2pi under root( l/g) put g effective instead of g. now for angle of string with ground, it will come out to be 90 - @ on taking tan^(-1)of{ y component of g eff. / x component of g eff } since u've asked wtih inclined plane of inclination @ , angle wud be 90 - @ + @ = 90 degrees..
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size doesnt matter, brains do...
vignesh, MAMC |
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14 Jul 2009 10:41:51 IST
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hey.. sorry. i took inclination theta from -ve x axis.. but that doesnt change the answer anyways.. only change is that instead of g along -ve x now... it g effectve wil be along +ve x.. here is my analysis. 
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14 Jul 2009 11:40:16 IST
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if we, take the cart as the reference frame....then we have to take into account the pseudo force! so, the mean position is Θ from vertical as per figure!!! and the time period 
I guess this is the answer....just check it once!!!
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14 Jul 2009 14:41:20 IST
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Right answer sylar/ Very good.
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Krishna Gopal Singh
B.Tech Chemical Engg
IIT Delhi 2002
Currently doing PhD from IIT Delhi |
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14 Jul 2009 21:27:12 IST
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that's what i said.. g effective = gcos@...
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