Circular Motion Flashcards
Define ‘radian’
Angle subtended at the center of the circle by an arc equal in length to the radius
Define ‘angular velocity/angular speed’
Rate of change of angle/angular displacement swept out by radius
State the relation between angular velocity and period
ω x T = 2Π
Explain why one complete revolution is equivalent to an angular displacement of 2Π radians
Arc length is L=rθ, circumference is 2Πr
Explain how a satellite may be in a circular orbit around a planet
Gravitational force provides centripetal force
Define ‘angular frequency’
2Π x frequency, or 2Π/period
Centripetal force formula = ?
mrω^2, (mv^2)/r
Acceleration = ?
rω^2, v^2/r
Arc length = ?
L = rθ
Velocity formula = ?
v = ωr
Angular speed formula = ?
▲θ/▲t, (2Π)/T, 2Πf