Oscillatory motion
Home
Blog
Computers
Physics Equations
Derivatives
Logarithms
Contact
About
Oscillatory Motion
Units and Variables
ω - angular frequency, in radians per second
A - amplitude, in meters
φ - phase contant, in radians
f -frequency, in Hertz
T - period, seconds per cycle
x
t
=
A
⁢
cos
ω
⁢
t
+
φ
v
t
=
-
ω
⁢
A
⁢
sin
ω
⁢
t
+
φ
a
t
=
-
ω
2
⁢
A
⁢
cos
ω
⁢
t
+
φ
ω
=
2
⁢
π
⁢
f
=
k
m
f
=
1
T
=
ω
2
⁢
π
T
=
1
f
=
2
⁢
π
ω
v
=
±
ω
⁢
A
2
-
x
2
v
max
=
ω
⁢
A
=
k
m
⁢
A
a
max
=
ω
2
⁢
A
=
k
m
⁢
A
Pendulum
ω
=
g
L
Physical Pendulum
ω
=
m
⁢
g
⁢
d
I