to be completed ... see Swe_LDeltaOperator as base implementation U1n12 = w_LdeltaOp->applyTo(arr U1. arr U2).massEq(); // n+1/2 time step U1n12 = w_LdeltaOp->applyTo(arr U1. arr U2).momentumEq(); // ditto
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#include <dbpp_LDeltaOperator.h>
to be completed ... see Swe_LDeltaOperator as base implementation U1n12 = w_LdeltaOp->applyTo(arr U1. arr U2).massEq(); // n+1/2 time step U1n12 = w_LdeltaOp->applyTo(arr U1. arr U2).momentumEq(); // ditto
◆ SweLDeltaOperator()
dbpp::SweLDeltaOperator::SweLDeltaOperator |
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SweRhsAlgorithm * | aSweRhsAlgo | ) |
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◆ applyTo()
SweRhsEquations dbpp::SweLDeltaOperator::applyTo |
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const std::valarray< float64 > & | aU1, |
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const std::valarray< float64 > & | aU2, |
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float64 | aDt ) |
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◆ getNumberEquations()
unsigned dbpp::SweLDeltaOperator::getNumberEquations |
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◆ isTimeDependent()
bool dbpp::SweLDeltaOperator::isTimeDependent |
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const |
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◆ setCalculFF()
virtual void dbpp::SweLDeltaOperator::setCalculFF |
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inlineprotectedvirtual |
◆ setPressureTerm()
virtual void dbpp::SweLDeltaOperator::setPressureTerm |
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inlineprotectedvirtual |
◆ setSourceTerms()
virtual void dbpp::SweLDeltaOperator::setSourceTerms |
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inlineprotectedvirtual |
◆ setStep()
void dbpp::SweLDeltaOperator::setStep |
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◆ m_rhsAlgo
The documentation for this class was generated from the following file: