OpenLB 1.8.1
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olb::opti::OptiCaseCDQ< S, C > Class Template Reference

Gradient computation with central difference quotients. More...

#include <optiCase.h>

+ Inheritance diagram for olb::opti::OptiCaseCDQ< S, C >:
+ Collaboration diagram for olb::opti::OptiCaseCDQ< S, C >:

Public Member Functions

template<typename F >
 OptiCaseCDQ (F function, std::function< void(void)> postEvaluation=[](){})
 
template<typename F >
 OptiCaseCDQ (F function, S stepWidth, std::function< void(void)> postEvaluation=[](){})
 
void computeDerivatives (const C &control, C &derivatives, unsigned optiStep=0) override
 
- Public Member Functions inherited from olb::opti::OptiCaseDQ< S, C >
 OptiCaseDQ (std::function< S(const C &, unsigned)> function, std::function< void(void)> postEvaluation)
 
 OptiCaseDQ (std::function< S(const C &)> function, std::function< void(void)> postEvaluation)
 
template<typename F >
 OptiCaseDQ (F function, S stepWidth, std::function< void(void)> postEvaluation)
 
evaluateObjective (const C &control, unsigned optiStep=0) override
 
- Public Member Functions inherited from olb::opti::OptiCase< S, C >
 OptiCase ()=default
 
 OptiCase (std::function< void(void)> postEvaluation)
 
void postEvaluation ()
 

Additional Inherited Members

- Protected Attributes inherited from olb::opti::OptiCaseDQ< S, C >
std::function< S(const C &)> _functionHelp { [](const C&){ return S{}; } }
 
std::function< S(const C &, unsigned)> _function
 
_stepWidth {1.e-8}
 
bool _objectiveComputed {false}
 
_objective
 
- Protected Attributes inherited from olb::opti::OptiCase< S, C >
std::function< void(void)> _postEvaluation
 

Detailed Description

template<typename S, typename C>
class olb::opti::OptiCaseCDQ< S, C >

Gradient computation with central difference quotients.

Definition at line 227 of file optiCase.h.

Constructor & Destructor Documentation

◆ OptiCaseCDQ() [1/2]

template<typename S , typename C >
template<typename F >
olb::opti::OptiCaseCDQ< S, C >::OptiCaseCDQ ( F function,
std::function< void(void)> postEvaluation = [](){} )
inlineexplicit

Definition at line 233 of file optiCase.h.

234 {})
236 { }
OptiCaseCDQ(F function, std::function< void(void)> postEvaluation=[](){})
Definition optiCase.h:233
OptiCaseDQ(std::function< S(const C &, unsigned)> function, std::function< void(void)> postEvaluation)
Definition optiCase.h:124
std::string function(const std::string &body, const std::string &arg)
Print as functions.

◆ OptiCaseCDQ() [2/2]

template<typename S , typename C >
template<typename F >
olb::opti::OptiCaseCDQ< S, C >::OptiCaseCDQ ( F function,
S stepWidth,
std::function< void(void)> postEvaluation = [](){} )
inline

Definition at line 239 of file optiCase.h.

240 {})
242 { }

Member Function Documentation

◆ computeDerivatives()

template<typename S , typename C >
void olb::opti::OptiCaseCDQ< S, C >::computeDerivatives ( const C & control,
C & derivatives,
unsigned optiStep = 0 )
inlineoverridevirtual

Implements olb::opti::OptiCase< S, C >.

Definition at line 244 of file optiCase.h.

246 {
247 assert((control.size() == derivatives.size()));
248
249 for (std::size_t it = 0; it < control.size(); ++it)
250 {
251 C shiftedControl(control);
252 shiftedControl[it] += this->_stepWidth;
253 S shiftedObjective_plus = this->evaluateObjective(shiftedControl, optiStep);
254
255 shiftedControl[it] = control[it] - this->_stepWidth;
256 S shiftedObjective_minus = this->evaluateObjective(shiftedControl, optiStep);
257
258 derivatives[it] = 0.5 * (shiftedObjective_plus - shiftedObjective_minus) / this->_stepWidth;
259 }
260 }
S evaluateObjective(const C &control, unsigned optiStep=0) override
Definition optiCase.h:144

References olb::opti::OptiCaseDQ< S, C >::_stepWidth, olb::opti::control, and olb::opti::OptiCaseDQ< S, C >::evaluateObjective().

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