#include <GodunovPhysics.H>
Collaboration diagram for GodunovPhysics:
Public Methods | |
GodunovPhysics () | |
Constructor. | |
PhysIBC * | getPhysIBC () const |
Get the initial and boundary condition object. | |
void | setPhysIBC (PhysIBC *a_bc) |
Set the initial and boundary condition object. | |
virtual | ~GodunovPhysics () |
Destructor. | |
virtual void | define (const ProblemDomain &a_domain, const Real &a_dx) |
Define the object. | |
virtual Real | getMaxWaveSpeed (const FArrayBox &a_U, const Box &a_box)=0 |
Compute the maximum wave speed. | |
virtual GodunovPhysics * | new_godunovPhysics () const=0 |
Object factory for this class. | |
virtual int | numConserved ()=0 |
Number of conserved variables. | |
virtual Vector< string > | stateNames ()=0 |
Names of the conserved variables. | |
virtual int | numFluxes ()=0 |
Number of flux variables. | |
virtual void | getFlux (FArrayBox &a_flux, const FArrayBox &a_whalf, const int &a_dir, const Box &a_box)=0 |
Compute the fluxes from primitive variable values on a face. | |
virtual bool | isDefined () const |
Is the object completely defined. | |
virtual int | numPrimitives ()=0 |
Number of primitive variables. | |
virtual void | charAnalysis (FArrayBox &a_dW, const FArrayBox &a_W, const int &a_dir, const Box &a_box)=0 |
Transform a_dW from primitive to characteristic variables. | |
virtual void | charSynthesis (FArrayBox &a_dW, const FArrayBox &a_W, const int &a_dir, const Box &a_box)=0 |
Transform a_dW from characteristic to primitive variables. | |
virtual void | charValues (FArrayBox &a_lambda, const FArrayBox &a_W, const int &a_dir, const Box &a_box)=0 |
Compute the characteristic values (eigenvalues). | |
virtual void | incrementSource (FArrayBox &a_S, const FArrayBox &a_W, const Box &a_box)=0 |
Add to (increment) the source terms given the current state. | |
virtual void | riemann (FArrayBox &a_WStar, const FArrayBox &a_WLeft, const FArrayBox &a_WRight, const FArrayBox &a_W, const Real &a_time, const int &a_dir, const Box &a_box)=0 |
Compute the solution to the Riemann problem. | |
virtual void | postNormalPred (FArrayBox &a_dWMinus, FArrayBox &a_dWPlus, const FArrayBox &a_W, const int &a_dir, const Box &a_box)=0 |
Post-normal predictor calculation. | |
virtual void | quasilinearUpdate (FArrayBox &a_AdWdx, const FArrayBox &a_wHalf, const FArrayBox &a_W, const Real &a_scale, const int &a_dir, const Box &a_box)=0 |
Compute the quasilinear update A*dW/dx. | |
virtual void | consToPrim (FArrayBox &a_W, const FArrayBox &a_U, const Box &a_box)=0 |
Compute primitive variables from conserved variables. | |
virtual Interval | velocityInterval ()=0 |
Interval within the primitive variables corresponding to the velocities. | |
virtual int | pressureIndex ()=0 |
Component index within the primitive variables of the pressure. | |
virtual Real | smallPressure ()=0 |
Used to limit the absolute value of a "pressure" difference. | |
virtual int | bulkModulusIndex ()=0 |
Component index within the primitive variables of the bulk modulus. | |
Protected Attributes | |
bool | m_isDefined |
ProblemDomain | m_domain |
Real | m_dx |
PhysIBC * | m_bc |
bool | m_isBCSet |
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Constructor.
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Destructor.
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Component index within the primitive variables of the bulk modulus. Return the component index withn the primitive variables for the bulk modulus. Used for slope flattening (slope computation) used as a normalization to measure shock strength. |
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Transform a_dW from primitive to characteristic variables. On input, a_dW contains the increments of the primitive variables. On output, it contains the increments in the characteristic variables. IMPORTANT NOTE: It is assumed that the characteristic analysis puts the eigenvalues in order from smallest to largest and orders the eigenvalues and characteristic variables accordingly. |
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Transform a_dW from characteristic to primitive variables. On input, a_dW contains the increments of the characteristic variables. On output, it contains the increments in the primitive variables. |
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Compute the characteristic values (eigenvalues).
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Compute primitive variables from conserved variables.
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Define the object.
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Compute the fluxes from primitive variable values on a face.
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Compute the maximum wave speed.
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Get the initial and boundary condition object.
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Add to (increment) the source terms given the current state. On input, a_S contains the current source terms. On output, a_S has had any additional source terms (based on the current state, a_W) added to it. This should all be done on the region defined by a_box. |
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Is the object completely defined. Return true if the object is completely defined. |
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Object factory for this class.
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Number of conserved variables. Return the number of conserved variables. |
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Number of flux variables. Return the number of flux variables. This can be greater than the number of conserved variables if addition fluxes/face-centered quantities are computed. |
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Number of primitive variables. Return the number of primitive variables. This may be greater than the number of conserved variables if derived/redundant quantities are also stored for convenience. |
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Post-normal predictor calculation. Add increment to normal predictor to account e.g. for source terms due to spatially-varying coefficients, to bound primitive variable ranges. |
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Component index within the primitive variables of the pressure. Return the component index withn the primitive variables for the pressure. Used for slope flattening (slope computation). |
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Compute the quasilinear update A*dW/dx.
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Compute the solution to the Riemann problem. Given input left and right states in a direction, a_dir, compute a Riemann problem and generate fluxes at the faces within a_box. |
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Set the initial and boundary condition object.
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Used to limit the absolute value of a "pressure" difference. Return a value that is used by slope flattening to limit (away from zero) the absolute value of a slope in the pressureIndex() component (slope computation). |
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Names of the conserved variables. Return the names of the conserved variables. A default implementation is provided that puts in generic names (i.e., "variable#" which "#" ranges for 0 to numConserved()-1. |
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Interval within the primitive variables corresponding to the velocities. Return the interval of component indices within the primitive variable of the velocities. Used for slope flattening (slope computation) and computing the divergence of the velocity (artificial viscosity). |
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