Physics Flashcards
Equations for Velocity
v = vi + a*t
v^2= vi^2 + 2ax
Equation for Position
x = xi + vit + .5at^2
Rational Velocity Equations
w = wi + a*t
w^2 = wi^2 + 2a*theta
Rotational Position
theta = theta-initial + wit + .5at^2
Angular Acceleration Equations
a = Torque / I ( āIā is rotational inertia )
Torque
T = r*Fsin(theta)
Impulse
J = change in momentum = F*t
Work and Power
W = F*dcos(theta) = change in Energy
P = E/t = W/t
Harmonic Motion
x = Acos(wt) w = 2pi*f
Center of Mass
x = Sum ( mi*xi ) / Sum ( mi )
Angular Momentum
L = I*w ( āIā is rotational Inertia )
Angular Impulse
L - Torque * t
Angular KE
K = .5Iw^2
Work ( Circular motion)
W = F*rcos(theta)
Power (circular motion)
P = Fvsin(theta)
Spring Force
[F] = k*[x]
Spring Potential Energy
U = .5kx^2
Period of Oscillating Spring
T = 2piroot(m/k)
Period of Simple Pendulum
T = 2piroot(L/g)
Electric Field Strength Equations
E = F/q
[E] = (1/4pieo) * [q]/ r^2
[E] = [ V/r ]
Electric Field Force
[F] = (1/4pieo) * q1q2/ r^2
Electric Potential Energy
U = qV
Voltage
V = (1/4pieo) * q/r
Capacitor Voltage
V = Q/C
Capacitance
C = keo(A/d) k is the dielectric constant
A is area
d is distance
Capacitor Electric Field
E = Q/eo*A
Capacitor Potential Energy
U = .5* QV = .5* CV^2
Current
I = Q/t
Resistance
R = ro*L/A