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Dear Sir, Please explain the solution at equation ...5 A cylinder mass M and radius r rolls without slipping cylinder surface radius R determine frequency of oscillation cylinder displaced equilibrium position. Thank you Siddarth
Dear Sir,
Please explain the solution at equation ...5
A cylinder mass M and radius r rolls without slipping cylinder surface radius R determine frequency of oscillation cylinder displaced equilibrium position.
Dear Sidddarth, COMPLETE SOLUTION OF SYSTEM EXECUTING SHMThe equation of motion of system executing SHM can be represented bym && + k ( x ) = 0 ----------------------------------------(1)xdx 2dx+ ω2=02dtdtThe general solution of equation (1) can be expressed asX = A cos( ω t) + B sin ( ω t)Where A and B are arbitrary constant which can be determined from the initialconditions of the system. Two initial conditions are to be specified to evaluate theseconstants. x=x0 at t=0 and------------------------(2)&x = Vo at t=0. substituting in the equation (2) Cracking IIT just got more exciting,It s not just all about getting assistance from IITians, alongside Target Achievement and Rewards play an important role. ASKIITIANS has it all for you, wherein you get assistance only from IITians for your preparation and win by answering queries in the discussion forums. Reward points 5 + 15 for all those who upload their pic and download the ASKIITIANS Toolbar, just a simple to download the toolbar…. So start the brain storming…. become a leader with Elite Expert League ASKIITIANS Thanks Aman Bansal Askiitian Expert
Dear Sidddarth,
COMPLETE SOLUTION OF SYSTEM EXECUTING SHMThe equation of motion of system executing SHM can be represented bym && + k ( x ) = 0 ----------------------------------------(1)xdx 2dx+ ω2=02dtdtThe general solution of equation (1) can be expressed asX = A cos( ω t) + B sin ( ω t)Where A and B are arbitrary constant which can be determined from the initialconditions of the system. Two initial conditions are to be specified to evaluate theseconstants. x=x0 at t=0 and------------------------(2)&x = Vo at t=0. substituting in the equation (2)
Cracking IIT just got more exciting,It s not just all about getting assistance from IITians, alongside Target Achievement and Rewards play an important role. ASKIITIANS has it all for you, wherein you get assistance only from IITians for your preparation and win by answering queries in the discussion forums. Reward points 5 + 15 for all those who upload their pic and download the ASKIITIANS Toolbar, just a simple to download the toolbar….
So start the brain storming…. become a leader with Elite Expert League ASKIITIANS
Thanks
Aman Bansal
Askiitian Expert
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