SimpleMotorFeedforwardRadians

class wpimath.SimpleMotorFeedforwardRadians(kS: wpimath.units.volts, kV: wpimath.units.volt_seconds_per_radian, kA: wpimath.units.volt_seconds_squared_per_radian = 0.0, dt: wpimath.units.seconds = 0.02)

Bases: pybind11_object

A helper class that computes feedforward voltages for a simple permanent-magnet DC motor.

Creates a new SimpleMotorFeedforward with the specified gains.

Parameters:

  • kS – The static gain, in volts.

  • kV – The velocity gain, in volt seconds per distance.

  • kA – The acceleration gain, in volt seconds² per distance.

  • dt – The period in seconds. @throws IllegalArgumentException for kv < zero. @throws IllegalArgumentException for ka < zero. @throws IllegalArgumentException for period ≤ zero.

calculate(*args, **kwargs)

Overloaded function.

  1. calculate(self: wpimath._wpimath.SimpleMotorFeedforwardRadians, velocity: wpimath.units.radians_per_second) -> wpimath.units.volts

Calculates the feedforward from the gains and velocity setpoint assuming discrete control. Use this method when the velocity setpoint does not change.

Parameters:

velocity – The velocity setpoint.

Returns:

The computed feedforward, in volts.

  1. calculate(self: wpimath._wpimath.SimpleMotorFeedforwardRadians, currentVelocity: wpimath.units.radians_per_second, nextVelocity: wpimath.units.radians_per_second) -> wpimath.units.volts

Calculates the feedforward from the gains and setpoints assuming discrete control.

Note this method is inaccurate when the velocity crosses 0.

Parameters:

  • currentVelocity – The current velocity setpoint.

  • nextVelocity – The next velocity setpoint.

Returns:

The computed feedforward, in volts.

getDt() → wpimath.units.seconds

Returns the period.

Returns:

The period.

getKa() → wpimath.units.volt_seconds_squared_per_radian

Returns the acceleration gain.

Returns:

The acceleration gain.

getKs() → wpimath.units.volts

Returns the static gain.

Returns:

The static gain.

getKv() → wpimath.units.volt_seconds_per_radian

Returns the velocity gain.

Returns:

The velocity gain.

maxAchievableAcceleration(maxVoltage: wpimath.units.volts, velocity: wpimath.units.radians_per_second) → wpimath.units.radians_per_second_squared

Calculates the maximum achievable acceleration given a maximum voltage supply and a velocity. Useful for ensuring that velocity and acceleration constraints for a trapezoidal profile are simultaneously achievable - enter the velocity constraint, and this will give you a simultaneously-achievable acceleration constraint.

Parameters:

  • maxVoltage – The maximum voltage that can be supplied to the motor.

  • velocity – The velocity of the motor.

Returns:

The maximum possible acceleration at the given velocity.

maxAchievableVelocity(maxVoltage: wpimath.units.volts, acceleration: wpimath.units.radians_per_second_squared) → wpimath.units.radians_per_second

Calculates the maximum achievable velocity given a maximum voltage supply and an acceleration. Useful for ensuring that velocity and acceleration constraints for a trapezoidal profile are simultaneously achievable - enter the acceleration constraint, and this will give you a simultaneously-achievable velocity constraint.

Parameters:

  • maxVoltage – The maximum voltage that can be supplied to the motor.

  • acceleration – The acceleration of the motor.

Returns:

The maximum possible velocity at the given acceleration.

minAchievableAcceleration(maxVoltage: wpimath.units.volts, velocity: wpimath.units.radians_per_second) → wpimath.units.radians_per_second_squared

Calculates the minimum achievable acceleration given a maximum voltage supply and a velocity. Useful for ensuring that velocity and acceleration constraints for a trapezoidal profile are simultaneously achievable - enter the velocity constraint, and this will give you a simultaneously-achievable acceleration constraint.

Parameters:

  • maxVoltage – The maximum voltage that can be supplied to the motor.

  • velocity – The velocity of the motor.

Returns:

The minimum possible acceleration at the given velocity.

minAchievableVelocity(maxVoltage: wpimath.units.volts, acceleration: wpimath.units.radians_per_second_squared) → wpimath.units.radians_per_second

Calculates the minimum achievable velocity given a maximum voltage supply and an acceleration. Useful for ensuring that velocity and acceleration constraints for a trapezoidal profile are simultaneously achievable - enter the acceleration constraint, and this will give you a simultaneously-achievable velocity constraint.

Parameters:

  • maxVoltage – The maximum voltage that can be supplied to the motor.

  • acceleration – The acceleration of the motor.

Returns:

The minimum possible velocity at the given acceleration.

setKa(kA: wpimath.units.volt_seconds_squared_per_radian) → None

Sets the acceleration gain.

Parameters:

kA – The acceleration gain.

setKs(kS: wpimath.units.volts) → None

Sets the static gain.

Parameters:

kS – The static gain.

setKv(kV: wpimath.units.volt_seconds_per_radian) → None

Sets the velocity gain.

Parameters:

kV – The velocity gain.