Section 1
Preview this deck
Kinetic Energy
Front
| 5 | 0 | ||
| 4 | 0 | ||
| 3 | 0 | ||
| 2 | 0 | ||
| 1 | 0 |
Active users
0
All-time users
0
Favorites
0
Last updated
7 years ago
Date created
Mar 1, 2020
Cards (51)
Section 1
(50 cards)
Kinetic Energy
K=(1/2)mv²
displacement in terms of initial velocity, time, and acceleration
x=v•t+1/2at²
Friction
f=uFn
Momentum
P=mv
Coulomb's Law
Fe=k|q1q2|/r²
Period of a spring
Ts=2π√(m/k)
final velocity squared
v²=v•²+2ax
Angular Momentum
L=Iw
final velocity in terms of acceleration, initial velocity, and time
v=v•+at
Angular Velocity
w=Δθ/Δt
Force of Gravity
Fg=Gm1m2/r²
Gravity/Gravitational Field
g=GM/r²
Angular Displacement ITO angular velocities and time
θ=(1/2)(w•+w)(t)
Velocity of a sattelite
v=√GM/r
Angular Displacement
θ=s/r
Centripital Acceleration
a=v²/r
Period of a pendulum
Tp=2π√(l/g)
Angular Displacement ITO initial angular velocity, time, and angular acceleration
θ=wt+(1/2)αt²
average acceleration
a=v-v•/t
Frequency of an Open Pipe
fn=nv/2L
Power in terms of work and time
P=w/t
Net force
∑F=MA
Ohm's Law
R=V/I
average velocity
v=x/t
Energy in a Wave
U=(1/2)kA²
Current
I=Q/t
Gravitational Potential Energy
Ug=Mgh
Resistance in terms of Resistivity
R=pL/A
Impulse
J=F(av)Δt=ΔP
Angular Acceleration
α=w-w•/t
Rotational Impulse
J-rot=TavΔt=ΔL
Hooke's Law
Fs=kx
Final Angular Velocity ITO initial angular velocity, angular acceleration, and time
w=w•+αt
Final Angular Velocity Squared
w^2=w•²+2αθ
Frequency of a Standing Wave
fn=nv/2L
Torque
T=rFsinθ
Speed of a Wave
v=fλ
Work
W=Fd(cos)θ
displacement in terms of velocities and time
x=1/2(v•+v)t
Rotational Inertia for a particle
I=mr²
Electric Power
P=E/t P=IV P=V²/R P=I²R
Centripital Force
Fc=Mv²/r
Resistance of Resistors in Series
Rs=R1+R2+R3+...
Frequency of a Closed Pipe
fn=nv/4L and n is not even
Elastic Potential Energy
Us=(1/2)kx²
Rotational Kinetic Energy
K-rot=(1/2)Iw²
Angular Momentum for a PARTICLE
L=mvr (L=Pr)
Net Torque (newton's 2nd law for rotation)
∑T=Iα
Tangential Velocity
V= 2πr/T
Power in terms of force and velocity
P=Fv
Section 2
(1 card)