Explain if angular momentum and rotational kinetic energy can be conserved in a system whose moment of inertia is decreased.
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Answered by
115
if angular momentum is conserved in a system whose moment of inertia is decreased ,then rotational kinetic energy will not be conserved.
Explanation :
Angular momentum=L=Iω
where I =moment of inertia
ω=angular momentum.
Kinetic energy of rotation=K.E=1/2 Iω²
K=I²w²/2I as L is constant
K is inversely proportional to I
Kα 1/I
So when moment of inertia decreases, K.E of rotation increases.Thus K.E of rotation is not conserved.
Explanation :
Angular momentum=L=Iω
where I =moment of inertia
ω=angular momentum.
Kinetic energy of rotation=K.E=1/2 Iω²
K=I²w²/2I as L is constant
K is inversely proportional to I
Kα 1/I
So when moment of inertia decreases, K.E of rotation increases.Thus K.E of rotation is not conserved.
Answered by
25
if angular momentum is conserved in a system whose moment of inertia is decreased, then total kinetic energy will not bebe also conserved
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