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how to take forces when solving from a non-inertial frame

Posted By : rakesh munnanooru
Posted on : 10:38:15 PM on January 24, 2012

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rakesh munnanooru
rakesh
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Posted on : 10:38:15 PM on January 24, 2012
how to take forces when solving from a non-inertial frame

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Veena Chauhan
Veena
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Posted on : 05:03:36 PM on February 06, 2012

An accelerated frame of reference is often delineated as being the "primed" frame, and all variables that are dependent on that frame are notated with primes, e.g. x' , y' , a' .
The vector from the origin of an inertial reference frame to the origin of an accelerated reference frame is commonly notated as R. Given a point of interest that exists in both frames, the vector from the inertial origin to the point is called r, and the vector from the accelerated origin to the point is called r'. From the geometry of the situation, we get
r =R+r'
Taking the first and second derivatives of this, we obtain
V+v'
A=A+a
where V and A are the velocity and acceleration of the accelerated system with respect to the inertial system and v and a are the velocity and acceleration of the point of interest with respect to the inertial frame.



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vichitra zawar
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Posted on : 01:11:58 AM on February 11, 2012

 using pseudo force phenomena



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