EulerIntegratorSpec Struct Reference

Specification for numerically integrating a black box function using Euler's method. More...

#include <Integration.h>

Static Public Member Functions
template<typename T, typename BaseSignalSpec, typename TangentSignalSpec>
static bool	integrate (Signal< T, BaseSignalSpec, TangentSignalSpec > &xInt, const Signal< T, TangentSignalSpec, TangentSignalSpec > &x, const double &t0, const double &tf, const bool &insertIntoHistory)
	Euler integration implementation.

Detailed Description

Specification for numerically integrating a black box function using Euler's method.

Member Function Documentation

integrate()

template<typename T, typename BaseSignalSpec, typename TangentSignalSpec>

static bool EulerIntegratorSpec::integrate ( Signal< T, BaseSignalSpec, TangentSignalSpec > & xInt, const Signal< T, TangentSignalSpec, TangentSignalSpec > & x, const double & t0, const double & tf, const bool & insertIntoHistory )

inlinestatic

Euler integration implementation.

Parameters

xInt	The output signal representing the integration.
x	The input signal to be integrated.
t0	The start time for the integration.
tf	The time to integrate to. Ideally the delta from the start time is small.
insertIntoHistory	Whether to store the result in xInt's memory.

Returns

Whether the integration was successful.

Euler integration increments the current integral by

\(x(t_f)\Delta t\)

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The documentation for this struct was generated from the following file:

• include/signals/Integration.h