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If the crank and the connecting rod are $300 mm$ and $1 m$ long respectively and the crank rotates at a constant speed of $200 rpm,$
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Determine:

A] The crank angle @ which the maximum velocity occurs.

B] Maximum velocity of the piston.

Solution:

Given: $r = 300 mm$

$L = 1m = 1000 mm$

$N = 200 rpm$

$\therefore$ $\omega = \frac{2\pi(200)}{60} = 20.944 \ rad/s$

To find : $\theta_{max} \ and \ V_{max}$

$\rightarrow$ …

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