Damping force is proportional to velocity¶
Damping force is an external (relative to an object) force that drains energy from the object, reducing the motion of the object. It is a model used, for example, to describe the motion of an oscillator.
Links:
- damping_constant¶
Non-negative damping constant.
- Symbol:
b
- damping_force_definition(velocity_)[source]¶
Vector of damping force exerted on the object.
- Law:
F = -1 * b * v
- Latex:
- \[\vec F = -b \vec v\]
- Parameters:
velocity_ –
velocity vector of the object.
Symbol:
v
Latex: \(\vec v\)
Dimension: velocity
- Returns:
vector of damping
force
.Symbol:
F
Latex: \(\vec F\)
Dimension: force
- velocity_law(damping_force_)[source]¶
Velocity of the object which the damping force is exerted on.
- Law:
v = -1/b * F
- Latex:
- \[\vec v = - \frac{\vec F}{b}\]
- Parameters:
damping_force_ –
damping
force
exerted on the object.Symbol:
F
Latex: \(\vec F\)
Dimension: force
- Returns:
velocity vector of the object.
Symbol:
v
Latex: \(\vec v\)
Dimension: velocity