Formulas Flashcards
Position kinematics
X=xo+vot+(1/2)at^2
Velocity kinematics equation
V=vo+at
Force
Fnet=ma
F=dp/dt
Impulse
(Integral)Fdt
Change in momentum(p)
Linear momentum
P=mv
Force of friction
F<=(mu) N
Work
(Integral)Fdr
Kinetic energy
(1/2)mv^2
Power
P=dW/dt
P= Fv
Potential energy(gravity)
U=mgh
Centripetal acceleration
Ac=v^2/r
=(omega)^2r
Torque net
I (alpha)
Torque
RxF
Moment of inertia
(Integral)r^2dm
(Sum of)mr^2
Center of mass
(Sum of) mr/ (sum of) m
Velocity in terms of omega
V=r(omega)
Angular momentum
Rxp
I(omega)
Rotational kinetic energy
K=(1/2)I(omega)^2
Angular velocity kinematic equation
(Omega)=(omega)o + (alpha)t
Theta kinematics
(Theta)=(theta)o + (omega)ot+(1/2)(alpha)t^2
Hookes law
Fs=-kx
Potential energy of a spring
Us=(1/2)kx^2
Simple harmonic equation 2nd order
X=Acos(omega t + (phe))
Simple harmonic motion period
(2pi)/(omega)
1/f
Period of a spring
Ts=2pi(sqrt(m/k))
Period of pendulum
Tp=2pi(sqrt(l/g))
Gravitational force
-(Gm1m2)/r^2 *r
Potential gravitational energy
-(Gm1m2)/r