Period from angular frequency¶
The period of oscillations is the time it takes for the system to perform a single oscillation cycle. The Period is inversely proportional to the angular frequency of oscillations. See Average angular speed is angular distance over time for additional information.
Links:
- Symbol:
T- Latex:
\(T\)
- Dimension:
time
- angular_frequency¶
angular_frequencyof oscillations.
- Symbol:
w- Latex:
\(\omega\)
- Dimension:
angle/time
- law¶
T = 2 * pi / w- Latex:
- \[T = \frac{2 \pi}{\omega}\]