A wheel has MOI = 5¥10^-3 is making 20 rps it is stopped in 20 sec , the angular retardation is?
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Answer:
Explanation:
\huge\underline\orange{Answer}
\large{\boxed{{\tau = 6.28×{10}^{-2}N-m}}}
\huge\underline\orange{Solution}
Given :-
\large{I=5×{10}^{-3}}
No. of Rev/sec (v)= 20
Time (t) = 10 s
Angular Velocity :-
\large{{\omega = 2πv}}
\large{{\omega = 2π×20}}
\large{\boxed{{\omega = 40πrad/s}}}
Angular Acceleration :-
\large{\boxed{{\alpha={\frac{\omega}{t}}}}}
\large{{\alpha ={\frac{40π}{10}}}}
\large{\boxed{{\alpha = 4π rad/{s}^{2}}}}
Torque :-
\large{\boxed{{\tau = I{\alpha}}}}
\large{{\tau = 5×{10}^{-3}×4π}}
\large{{\tau = 62.3×{10}^{-3}}}
\large\blue{\boxed{{\tau=6.23×{10}^{-2}N-m}}}
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