the equations of motion in circular path
Answers
Answered by
23
Heya........!!!!!
Format of Equations of Circular Motion is same as of Linear Motion there is a Little bit change that is velocity v changes to = ω omega .
♣EQUATIONS :
♦♦ There is relationship between angular velocity and lineal velocity i.e
➡ v = R × ω
♦♦ Common equations :
Notations :
ωi = initial velocity ,, ω = Final velocity.
a = acceleration ,, t = time
1.)➡ ω = ωi + at
2.) ➡ ω^2 = ωi^2 + 2as
3.) Tangential Acceleration ( at )
➡ at = R × α ( alpha ) .
4.) ➡ ω = 2π/T. ( here T is the total time period ).
5.) ➡ a = v^2/r = > ω^2r
6.) Centripetal Force ( F ) = mv^2/r = mω^2r .
7.) s = ωi×t + 1/2 ×a × t^2 .
These are the Basics equations of Circular Motion .
HOPE IT HELPS U ^_^
Format of Equations of Circular Motion is same as of Linear Motion there is a Little bit change that is velocity v changes to = ω omega .
♣EQUATIONS :
♦♦ There is relationship between angular velocity and lineal velocity i.e
➡ v = R × ω
♦♦ Common equations :
Notations :
ωi = initial velocity ,, ω = Final velocity.
a = acceleration ,, t = time
1.)➡ ω = ωi + at
2.) ➡ ω^2 = ωi^2 + 2as
3.) Tangential Acceleration ( at )
➡ at = R × α ( alpha ) .
4.) ➡ ω = 2π/T. ( here T is the total time period ).
5.) ➡ a = v^2/r = > ω^2r
6.) Centripetal Force ( F ) = mv^2/r = mω^2r .
7.) s = ωi×t + 1/2 ×a × t^2 .
These are the Basics equations of Circular Motion .
HOPE IT HELPS U ^_^
rohit710:
☺.
Similar questions