Class for numerical integration methods. More...
#include <Integration.h>
Public Member Functions | |
Integration () | |
Default constructor. | |
Integration (real_t low, real_t high, function< real_t(real_t)> const &f, IntegrationScheme s, real_t error) | |
Constructor. More... | |
~Integration () | |
Destructor. | |
void | setFunction (function< real_t(real_t)> const &f) |
Define function to integrate numerically. More... | |
void | setScheme (IntegrationScheme s) |
Set time inegration scheme. More... | |
void | setTriangle (real_t x1, real_t y1, real_t x2, real_t y2, real_t x3, real_t y3) |
Define integration domain as a quadrilateral. More... | |
void | setQuadrilateral (real_t x1, real_t y1, real_t x2, real_t y2, real_t x3, real_t y3, real_t x4, real_t y4) |
Define integration domain as a quadrilateral. More... | |
real_t | run () |
Run numerical integration. More... | |
Detailed Description
Class for numerical integration methods.
Class NumInt defines and stores numerical integration data
- Copyright
- GNU Lesser Public License
Constructor & Destructor Documentation
◆ Integration()
Integration | ( | real_t | low, |
real_t | high, | ||
function< real_t(real_t)> const & | f, | ||
IntegrationScheme | s, | ||
real_t | error | ||
) |
Constructor.
- Parameters
-
[in] low Lower value of integration interval [in] high Upper value of integration interval [in] f Function to integrate [in] s Integration scheme. To choose among enumerated values: -
LEFT_RECTANGLE
: -
RIGHT_RECTANGLE
: -
MID_RECTANGLE
: -
TRAPEZOIDAL
: -
SIMPSON
: -
GAUSS_LEGENDRE
:
[in] error -
Member Function Documentation
◆ run()
real_t run | ( | ) |
Run numerical integration.
- Returns
- Computed approximate value of integral
◆ setFunction()
Define function to integrate numerically.
- Parameters
-
[in] f Function to integrate
◆ setQuadrilateral()
void setQuadrilateral | ( | real_t | x1, |
real_t | y1, | ||
real_t | x2, | ||
real_t | y2, | ||
real_t | x3, | ||
real_t | y3, | ||
real_t | x4, | ||
real_t | y4 | ||
) |
Define integration domain as a quadrilateral.
- Parameters
-
[in] x1 x-coordinate of first vertex of quadrilateral [in] y1 y-coordinate of first vertex of quadrilateral [in] x2 x-coordinate of second vertex of quadrilateral [in] y2 y-coordinate of second vertex of quadrilateral [in] x3 x-coordinate of third vertex of quadrilateral [in] y3 y-coordinate of third vertex of quadrilateral [in] x4 x-coordinate of fourth vertex of quadrilateral [in] y4 y-coordinate of fourth vertex of quadrilateral
◆ setScheme()
void setScheme | ( | IntegrationScheme | s | ) |
Set time inegration scheme.
- Parameters
-
[in] s Scheme to choose among enumerated values: -
LEFT_RECTANGLE
: -
RIGHT_RECTANGLE
: -
MID_RECTANGLE
: -
TRAPEZOIDAL
: -
SIMPSON
: -
GAUSS_LEGENDRE
:
-
◆ setTriangle()
Define integration domain as a quadrilateral.
- Parameters
-
[in] x1 x-coordinate of first vertex of triangle [in] y1 y-coordinate of first vertex of triangle [in] x2 x-coordinate of second vertex of triangle [in] y2 y-coordinate of second vertex of triangle [in] x3 x-coordinate of third vertex of triangle [in] y3 y-coordinate of third vertex of triangle