In cycloidal motion of cam follower, the maximum acceleration of follower motion fmax at \(\theta = \frac{\phi }{4}\) is

\(\frac{{3h\pi {\omega ^2}}}{{{\phi ^2}}}\)

\(\frac{{h\pi {\omega ^2}}}{{2{\phi ^2}}}\)

\(\frac{{3h\pi {\omega ^2}}}{{2{\phi ^2}}}\)

\(\frac{{2h\pi {\omega ^2}}}{{{\phi ^2}}}\)

In cycloidal motion of cam follower, the maximum acceleration of follo

1.	In cycloidal motion of cam follower, the maximum acceleration of follower motion fmax at \(\theta = \frac{\phi }{4}\) is
A.	\(\frac{{h\pi {\omega ^2}}}{{2{\phi ^2}}}\)
B.	\(\frac{{3h\pi {\omega ^2}}}{{2{\phi ^2}}}\)
C.	\(\frac{{2h\pi {\omega ^2}}}{{{\phi ^2}}}\)
D.	\(\frac{{3h\pi {\omega ^2}}}{{{\phi ^2}}}\)
Answer» D. \(\frac{{3h\pi {\omega ^2}}}{{{\phi ^2}}}\)

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In cycloidal motion of cam follower, the maximum acceleration of follower motion fmax at \(\theta = \frac{\phi }{4}\) is

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