Kinetic Energy in terms of Angular velocity and Angular momentum, Study notes of Classical Mechanics

In this document you will learn how to express Kinetic Energy in terms of Angular velocity and Angular momentum

Typology: Study notes

2025/2026

Available from 04/18/2026

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Express kinetic
<br>
and
<br>
Let a
<br>
energ
<br>
Angular mo men tumn.
<br>
mass ;he body
<br>
Total
<br>
igjd body be otating
<br>
Te tinotie ene
<br>
2
<br>
in
<br>
paaing thgt afiked piornt
<br>
angula veleciky vo. Tke veloity vhe ith paáhd
<br>
kinctie
<br>
2.
<br>
2
<br>
is
<br>
terms f
<br>
tto
<br>
2
<br>
Angalas veloeity
<br>
vDtatng about
<br>
about onas
<br>
given Ay
<br>
bady nih an
<br>
tte entie boy
<br>
gian
<br>
(XB).c=A.(Bxc)]
<br>
pf3

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Express kinetic

and

Let

a

energ

Angular mo^ men^ tumn.

mass (^) ; he

b ody

Total igjd body^ be^ otating Te tinotie^ ene 2

in

paaing

thgt

a

fiked piornt angula (^) veleciky vo. Tke (^) veloity v^ he ith^ paáhd

kinctie

2 is terms f tto 2 Angalas (^) veloeity vDtatng about about onas given Ay bady nih an tte entie boy gian (XB). c= (^) A.(Bxc)]

This The kenslie Cenact fem Bcalar wis ha^ same tor'al pasthds) almt tl^ fized^ font henee ne (^) can (^) be witen n tte (LwetTyy t^ I^ We) )

lbe mitten in

the