If angular momentum is conserved in a system whose moment of inertia is decreased will its rotational energy be conserved
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¤¤¤ROTATIONAL¤¤¤
L is angular momentum.
I is moment of Inertia
w is angular momentum.
L= Iw
then,
I1w1 = I2w2
or I1w1/I2w2 = 1
Now Rotaional Kinetic energy
=1/2 I1w12 / 1/2 I2 w22
=I1w12I2w22 = w1w2/ ≠ 1
so rotational kinetic energy not conserved
L is angular momentum.
I is moment of Inertia
w is angular momentum.
L= Iw
then,
I1w1 = I2w2
or I1w1/I2w2 = 1
Now Rotaional Kinetic energy
=1/2 I1w12 / 1/2 I2 w22
=I1w12I2w22 = w1w2/ ≠ 1
so rotational kinetic energy not conserved
bunny122:
plz explain it
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