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(Solved):   Use Bisection method to calculate the position of point A and B..Thank you sm! In the four ...



In the four-bar linkage shown, the control link \( O A \) has a counter-clockwise constant angular velocity \( \omega_{0}=1 \

 

Use Bisection method to calculate the position of point A and B..Thank you sm!

In the four-bar linkage shown, the control link \( O A \) has a counter-clockwise constant angular velocity \( \omega_{0}=1 \mathrm{rad} / \mathrm{s} \). 1) Apply root solver to calculate the position of point \( A \) and \( B \) on a full rotation. For students with student ID last 2 digits in \( 00-25 \), use Bisection method, 26-50 use Golden section method, 51-75 use Newton-Raphson method, and 76-99 use any other than the above 3 methods. \( (40 \%) \)


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Given a four-bar linkage: 260mm180mm100mm180mm ?0=1radsec?u0=r×?0=0.1×1=0.1ms
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