OpenLB 1.7
Loading...
Searching...
No Matches
Public Member Functions | List of all members
olb::SphericalToCartesian3D< T, S > Class Template Referencefinal

This class converts spherical coordinates of point x (x[0] = radius, x[1] = phi, x[2] = theta) to Cartesian coordinates wrote into output field. More...

#include <frameChangeF3D.h>

+ Inheritance diagram for olb::SphericalToCartesian3D< T, S >:
+ Collaboration diagram for olb::SphericalToCartesian3D< T, S >:

Public Member Functions

 SphericalToCartesian3D ()
 
bool operator() (T output[], const S x[]) override
 operator writes spherical coordinates of Cartesian coordinates of x (x[0] = radius, x[1] = phi, x[2] = theta) into output field.
 
- Public Member Functions inherited from olb::AnalyticalF< D, T, S >
AnalyticalF< D, T, S > & operator- (AnalyticalF< D, T, S > &rhs)
 
AnalyticalF< D, T, S > & operator+ (AnalyticalF< D, T, S > &rhs)
 
AnalyticalF< D, T, S > & operator* (AnalyticalF< D, T, S > &rhs)
 
AnalyticalF< D, T, S > & operator/ (AnalyticalF< D, T, S > &rhs)
 
- Public Member Functions inherited from olb::GenericF< T, S >
virtual ~GenericF ()=default
 
int getSourceDim () const
 read only access to member variable _m
 
int getTargetDim () const
 read only access to member variable _n
 
std::string & getName ()
 read and write access to name
 
std::string const & getName () const
 read only access to name
 
bool operator() (T output[])
 wrapper that call the pure virtual operator() (T output[], const S input[]) from above
 
bool operator() (T output[], S input0)
 
bool operator() (T output[], S input0, S input1)
 
bool operator() (T output[], S input0, S input1, S input2)
 
bool operator() (T output[], S input0, S input1, S input2, S input3)
 

Additional Inherited Members

- Public Types inherited from olb::AnalyticalF< D, T, S >
using identity_functor_type = AnalyticalIdentity<D,T,S>
 
- Public Types inherited from olb::GenericF< T, S >
using targetType = T
 
using sourceType = S
 
- Public Attributes inherited from olb::GenericF< T, S >
std::shared_ptr< GenericF< T, S > > _ptrCalcC
 memory management, frees resouces (calcClass)
 
- Static Public Attributes inherited from olb::AnalyticalF< D, T, S >
static constexpr unsigned dim = D
 
- Protected Member Functions inherited from olb::AnalyticalF< D, T, S >
 AnalyticalF (int n)
 
- Protected Member Functions inherited from olb::GenericF< T, S >
 GenericF (int targetDim, int sourceDim)
 

Detailed Description

template<typename T, typename S>
class olb::SphericalToCartesian3D< T, S >

This class converts spherical coordinates of point x (x[0] = radius, x[1] = phi, x[2] = theta) to Cartesian coordinates wrote into output field.

Initial situation for the Cartesian coordinate system is that angle phi (phi in [0, 2Pi)) lies in x-y-plane and turns around the Cartesian origin (0,0,0). Angle theta (theta in [0, Pi]) lies in y-z-plane. z axis equals the _orientation of the spherical coordinate system. The radius is distance of point x to the Cartesian _origin

Definition at line 454 of file frameChangeF3D.h.

Constructor & Destructor Documentation

◆ SphericalToCartesian3D()

template<typename T , typename S >
olb::SphericalToCartesian3D< T, S >::SphericalToCartesian3D ( )

Definition at line 1068 of file frameChangeF3D.hh.

1070 : AnalyticalF3D<T, S>(3) //, _sphericalOrigin(sphericalOrigin)
1071{
1072 this->getName() = "const";
1073}
std::string & getName()
read and write access to name
Definition genericF.hh:51

References olb::GenericF< T, S >::getName().

+ Here is the call graph for this function:

Member Function Documentation

◆ operator()()

template<typename T , typename S >
bool olb::SphericalToCartesian3D< T, S >::operator() ( T output[],
const S x[] )
overridevirtual

operator writes spherical coordinates of Cartesian coordinates of x (x[0] = radius, x[1] = phi, x[2] = theta) into output field.

phi is in x-y-plane, theta in x-z-plane, z axis as orientation

Implements olb::GenericF< T, S >.

Definition at line 1079 of file frameChangeF3D.hh.

1080{
1081 output[0] = x[0]*util::sin(x[2])*util::cos(x[1]);
1082 output[1] = x[0]*util::sin(x[2])*util::sin(x[1]);
1083 output[2] = x[0]*util::cos(x[2]);
1084 return true;
1085}
ADf< T, DIM > sin(const ADf< T, DIM > &a)
Definition aDiff.h:569
ADf< T, DIM > cos(const ADf< T, DIM > &a)
Definition aDiff.h:578

References olb::util::cos(), and olb::util::sin().

+ Here is the call graph for this function:

The documentation for this class was generated from the following files: