At a given instant the angular velocity of a rigid body is @ = w,i + . and its angular acceleration is o = a,i, where (i, j, k) are a set of cartesian unis vectors fixed in the body and wz, @y, and a, are nonzero. Assuming that the origin of this body-axis system is fixed, find the location (x, y, z) of a point in the body whose absolute acceleration is a = a,i+ aj + a,k. %3D
At a given instant the angular velocity of a rigid body is @ = w,i + . and its angular acceleration is o = a,i, where (i, j, k) are a set of cartesian unis vectors fixed in the body and wz, @y, and a, are nonzero. Assuming that the origin of this body-axis system is fixed, find the location (x, y, z) of a point in the body whose absolute acceleration is a = a,i+ aj + a,k. %3D
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At a given instant the angular velocity of a rigid body is @= w,i + o:
and its angular acceleration is = a,i, where (i, j, k) are a set of cartesian unit
vectors fixed in the body and wz, @y, and a, are nonzero. Assuming that the origin
of this body-axis system is fixed, find the location (x, y, z) of a point in the body
whose absolute acceleration is a = a,i+ aj + a,k.
%D
Lam
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