Template Class RateLimiter

Defined in File rate_limiter.hpp

Class Documentation

template<typename T> class RateLimiter

Public Functions

RateLimiter(T min_value = std::numeric_limits<double>::quiet_NaN(), T max_value = std::numeric_limits<double>::quiet_NaN(), T min_first_derivative_neg = std::numeric_limits<double>::quiet_NaN(), T max_first_derivative_pos = std::numeric_limits<double>::quiet_NaN(), T min_first_derivative_pos = std::numeric_limits<double>::quiet_NaN(), T max_first_derivative_neg = std::numeric_limits<double>::quiet_NaN(), T min_second_derivative = std::numeric_limits<double>::quiet_NaN(), T max_second_derivative = std::numeric_limits<double>::quiet_NaN())

Constructor.

Note

If max_* values are NAN, the respective limit is deactivated If min_* values are NAN (unspecified), defaults to -max If min_first_derivative_pos/max_first_derivative_neg values are NAN, symmetric limits are used

Parameters:

min_value – [in] Minimum value, e.g. [m/s], usually <= 0
max_value – [in] Maximum value, e.g. [m/s], usually >= 0
min_first_derivative_neg – [in] Minimum first_derivative, negative value, e.g. [m/s^2], usually <= 0
max_first_derivative_pos – [in] Maximum first_derivative, positive value, e.g. [m/s^2], usually >= 0
min_first_derivative_pos – [in] Asymmetric Minimum first_derivative, positive value, e.g. [m/s^2], usually <= 0
max_first_derivative_neg – [in] Asymmetric Maximum first_derivative, negative value, e.g. [m/s^2], usually >= 0
min_second_derivative – [in] Minimum second_derivative, e.g. [m/s^3], usually <= 0
max_second_derivative – [in] Maximum second_derivative, e.g. [m/s^3], usually >= 0

T limit(T &v, T v0, T v1, T dt)

Limit the value and first_derivative.

Parameters:

v – [inout] value, e.g. [m/s]
v0 – [in] Previous value to v , e.g. [m/s]
v1 – [in] Previous value to v0, e.g. [m/s]
dt – [in] Time step [s]

Returns:

Limiting factor (1.0 if none)

T limit_value(T &v)

Limit the value.

Parameters:: v – [inout] value, e.g. [m/s]
Returns:: Limiting factor (1.0 if none)

T limit_first_derivative(T &v, T v0, T dt)

Limit the first_derivative.

Parameters:

v – [inout] value, e.g. [m/s]
v0 – [in] Previous value, e.g. [m/s]
dt – [in] Time step [s]

Returns:

Limiting factor (1.0 if none)

T limit_second_derivative(T &v, T v0, T v1, T dt)

Limit the second_derivative.

Parameters:

v – [inout] value, e.g. [m/s]
v0 – [in] Previous value to v , e.g. [m/s]
v1 – [in] Previous value to v0, e.g. [m/s]
dt – [in] Time step [s]

Returns:

Limiting factor (1.0 if none)

void set_params(T min_value = std::numeric_limits<double>::quiet_NaN(), T max_value = std::numeric_limits<double>::quiet_NaN(), T min_first_derivative_neg = std::numeric_limits<double>::quiet_NaN(), T max_first_derivative_pos = std::numeric_limits<double>::quiet_NaN(), T min_first_derivative_pos = std::numeric_limits<double>::quiet_NaN(), T max_first_derivative_neg = std::numeric_limits<double>::quiet_NaN(), T min_second_derivative = std::numeric_limits<double>::quiet_NaN(), T max_second_derivative = std::numeric_limits<double>::quiet_NaN())

Set the parameters.

Note

If max_* values are NAN, the respective limit is deactivated If min_* values are NAN (unspecified), defaults to -max If min_first_derivative_pos/max_first_derivative_neg values are NAN, symmetric limits are used

Parameters:

min_value – [in] Minimum value, e.g. [m/s], usually <= 0
max_value – [in] Maximum value, e.g. [m/s], usually >= 0
min_first_derivative_neg – [in] Minimum first_derivative, negative value, e.g. [m/s^2], usually <= 0
max_first_derivative_pos – [in] Maximum first_derivative, positive value, e.g. [m/s^2], usually >= 0
min_first_derivative_pos – [in] Asymmetric Minimum first_derivative, positive value, e.g. [m/s^2], usually <= 0
max_first_derivative_neg – [in] Asymmetric Maximum first_derivative, negative value, e.g. [m/s^2], usually >= 0
min_second_derivative – [in] Minimum second_derivative, e.g. [m/s^3], usually <= 0
max_second_derivative – [in] Maximum second_derivative, e.g. [m/s^3], usually >= 0