Angular speed is angular distance derivative¶

Angular speed is a physical quantity that describes the change in angular distance over time.

Links:

Wikipedia.

time¶

Symbol:: t
Latex:: \(t\)
Dimension:: time

angular_speed¶

angular_speed of the body as a function of time.

Symbol:: w(t)
Latex:: \(\omega{\left(t \right)}\)
Dimension:: angle/time

angular_distance¶

angular_distance as a function of time.

Symbol:: theta(t)
Latex:: \(\theta{\left(t \right)}\)
Dimension:: angle

definition¶

w(t) = Derivative(theta(t), t)

Latex:: \[\omega{\left(t \right)} = \frac{d}{d t} \theta{\left(t \right)}\]