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Part of JME-04 — Rotational Motion & Moment of Inertia

Translational-Rotational Analogues

by Notetube Official•table_summary summary•150 words•4 views

Translation	Rotation
Mass (m)	MOI (I)
Force (F)	Torque (tau)
p = mv	L = Iomega
F = ma	tau = Ialpha
KE = $\frac{1}{2}$$mv^2$	KE = $\frac{1}{2}$$Iomega^2$
W = Fs	W = tau*theta
P = Fv	P = tau*omega
Impulse = Ft	Ang. impulse = tau*t
s = ut + $\frac{1}{2}$$at^2$	theta = $omega_0$ t + $\frac{1}{2}$ alpha $t^2$
$v^2$ = $u^2$ + 2as	$omega^2$ = $omega_0^2$ + 2alphatheta

This table is the master key to rotational mechanics — every translational concept has a direct rotational analogue.

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