class
MultiMatProblemSodShocktubeContents
- Reference
MultiMat system of PDEs problem: Sod shock-tube
Public static functions
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static auto initialize(ncomp_
t ncomp, const std::vector<EOS>& mat_blk, tk:: real x, tk:: real, tk:: real, tk:: real) -> tk::InitializeFn::result_type - Initialize numerical solution.
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static auto analyticSolution(ncomp_
t ncomp, const std::vector<EOS>& mat_blk, tk:: real x, tk:: real y, tk:: real z, tk:: real t) -> std::vector<tk:: real> - Evaluate analytical solution at (x,y,z,t) for all components.
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static auto src(ncomp_
t, const std::vector<EOS>&, tk:: real, tk:: real, tk:: real, tk:: real, std::vector<tk:: real>& sv) -> tk::SrcFn::result_type - Compute and return source term for this problem.
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static auto type() -> ctr::
ProblemType noexcept - Return problem type.
Function documentation
static tk::InitializeFn::result_type inciter:: MultiMatProblemSodShocktube:: initialize(ncomp_ t ncomp,
const std::vector<EOS>& mat_blk,
tk:: real x,
tk:: real,
tk:: real,
tk:: real)
Initialize numerical solution.
Parameters | |
---|---|
ncomp in | Number of scalar components in this PDE system |
mat_blk | |
x in | X coordinate where to evaluate the solution |
Returns | Values of all components evaluated at (x) |
Evaluate analytical solution at (x,y,z,t) for all components
This function only initializes the Sod shock tube problem, but does not actually give the analytical solution at time greater than 0. The analytical solution would require an exact Riemann solver, which has not been implemented yet.