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The relation between linear and angular physical quantities
Physics with Akhtiar Ali Bullo
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1 year ago
Physics class 11th
Mdcat physics
Physics derivation
First year physics
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📚
Learning
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00:00
The relation between linear and angular physical quantities so we have to get s
00:13
is equal to r into theta and second is V is equal to r into omega and third is a
00:21
is equal to r into alpha means here we can write linear or angular physical
00:29
quantities relation. So first s is equal to r into theta
00:36
equation we will obtain. As we know that angular displacement theta is
00:47
equal to arc length divided by radius so here arc length denotes to linear
00:57
displacement so it will be r into theta is equal to s or we can also write this
01:14
equation as s is equal to r into theta which is our required condition. The
01:25
second one is V is equal to r into omega is is s is equal to r into theta so by
01:43
dividing t means time on both sides so this equation will be s upon t is equal
02:03
to r into theta upon t is linear displacement upon time is equal to
02:11
linear velocity is equal to r will remain same and angular displacement
02:18
upon time is equal to angular velocity so we have obtained the required
02:26
condition is V is equal to r into omega. The third one is a is equal to r into
02:35
alpha means linear acceleration is equal to radius into angular acceleration is V
02:44
is equal to r into omega so dividing t on both sides it will be V upon t is
03:04
equal to r into omega upon t is linear velocity upon time means change in
03:14
linear velocity per unit time is known as linear acceleration so it will be a
03:20
is equal to r will remain same angular velocity upon time is equal to angular
03:30
acceleration means alpha so this is our required condition thank you
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