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If not, see . Application Test-SphericalTensor2D Description Tests for \c SphericalTensor2D constructors, member functions and operators using \c floatScalar, \c doubleScalar, and \c complex base types. Cross-checks were obtained from 'NumPy 1.15.1' and 'SciPy 1.1.0' if no theoretical cross-check exists (like eigendecomposition relations), and were hard-coded for elementwise comparisons. For \c complex base type, the cross-checks do only involve zero imag part. \*---------------------------------------------------------------------------*/ #include "Tensor2D.H" #include "SymmTensor2D.H" #include "SphericalTensor2D.H" #include "scalar.H" #include "complex.H" using namespace Foam; // * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * // // Total number of unit tests unsigned nTest_ = 0; // Total number of failed unit tests unsigned nFail_ = 0; // Compare two floating point types, and print output. // Do ++nFail_ if values of two objects are not equal within a given tolerance. // The function is converted from PEP-485. template typename std::enable_if::rank == 0, void>::type cmp ( const word& msg, const Type& x, const Type& y, const scalar relTol = 1e-8, // typename std::enable_if::rank != 0, void>::type cmp ( const word& msg, const Type& x, const Type& y, const scalar relTol = 1e-8, const scalar absTol = 0 ) { Info<< msg << x << endl; unsigned nFail = 0; for (direction i = 0; i < pTraits::nComponents; ++i) { if (max(absTol, relTol*max(mag(x[i]), mag(y[i]))) < mag(x[i] - y[i])) { ++nFail; } } if (nFail) { Info<< nl << " #### Fail in " << nFail << " comps ####" << nl << endl; ++nFail_; } ++nTest_; } // Create each constructor of SphericalTensor2D, and print output template void test_constructors(Type) { { Info<< "# Construct initialized to zero:" << nl; const SphericalTensor2D spT(Zero); Info<< spT << endl; } { Info<< "# Construct given VectorSpace of the same rank:" << nl; const VectorSpace, Type, 1> V(Zero); const SphericalTensor2D spT(V); Info<< spT << endl; } { Info<< "# Construct given the component:" << nl; const SphericalTensor2D spT(Type(1)); Info<< spT << endl; } { Info<< "# Copy construct:" << nl; const SphericalTensor2D spT(Zero); const SphericalTensor2D copyspT(spT); Info<< spT << tab << copyspT << endl; } } // Execute each member function of SphericalTensor2D, and print output template void test_member_funcs(Type) { SphericalTensor2D spT(Type(1)); const SphericalTensor2D cspT(Type(-9)); Info<< "# Operand: " << nl << " SphericalTensor2D = " << spT << endl; { Info<< "# Component access:" << nl; SphericalTensor2D cpspT(spT.ii()); cmp(" 'SphericalTensor2D' access:", spT, cpspT); const SphericalTensor2D cpcspT(cspT.ii()); cmp(" 'const SphericalTensor2D' access:", cspT, cpcspT); } } // Execute each global function of SphericalTensor2D, and print output template void test_global_funcs(Type) { const SphericalTensor2D spT(Type(5)); Info<< "# Operand: " << nl << " SphericalTensor2D = " << spT << endl; cmp(" Trace = ", tr(spT), Type(10)); cmp(" Spherical part = ", sph(spT), spT); cmp(" Determinant = ", det(spT), Type(24.99999999999994)); cmp ( " Inverse = ", inv(spT), SphericalTensor2D(Type(0.2)) ); } // Execute each global operator of SphericalTensor2D, and print output template void test_global_opers(Type) { const Tensor2D T ( Type(-1), Type(2), Type(4), Type(5) ); const SymmTensor2D sT ( Type(-1), Type(2), Type(5) ); const SphericalTensor2D spT(Type(-2)); const Vector2D v(Type(3), Type(2)); const Type x(4); Info<< "# Operands:" << nl << " Tensor2D = " << T << nl << " SymmTensor2D = " << sT << nl << " SphericalTensor2D = " << spT << nl << " Vector2D = " << v << nl << " Type = " << x << endl; cmp ( " Division of Type by SpTensor2D = ", (x/spT), SphericalTensor2D(Type(-2)) ); cmp ( " Division of SpTensor2D by Type = ", (spT/x), SphericalTensor2D(Type(-0.5)) ); cmp ( " Inner-product of SpTensor2D-SpTensor2D = ", (spT & spT), SphericalTensor2D(Type(4)) ); cmp ( " Inner-product of SpTensor2D-Vector2D = ", (spT & v), Vector2D(Type(-6), Type(-4)) // Column-vector ); cmp ( " Inner-product of Vector2D-SpTensor2D = ", (v & spT), Vector2D(Type(-6), Type(-4)) // Row-vector ); } // Do compile-time recursion over the given types template inline typename std::enable_if::type run_tests(const std::tuple& types, const List& typeID){} template inline typename std::enable_if::type run_tests(const std::tuple& types, const List& typeID) { Info<< nl << " ## Test constructors: "<< typeID[I] <<" ##" << nl; test_constructors(std::get(types)); Info<< nl << " ## Test member functions: "<< typeID[I] <<" ##" << nl; test_member_funcs(std::get(types)); Info<< nl << " ## Test global functions: "<< typeID[I] << " ##" << nl; test_global_funcs(std::get(types)); Info<< nl << " ## Test global operators: "<< typeID[I] <<" ##" << nl; test_global_opers(std::get(types)); run_tests(types, typeID); } // * * * * * * * * * * * * * * * Main Program * * * * * * * * * * * * * * * // int main() { const std::tuple types ( std::make_tuple(Zero, Zero, Zero) ); const List typeID ({ "SphericalTensor2D", "SphericalTensor2D", "SphericalTensor2D" }); run_tests(types, typeID); if (nFail_) { Info<< nl << " #### " << "Failed in " << nFail_ << " tests " << "out of total " << nTest_ << " tests " << "####\n" << endl; return 1; } Info<< nl << " #### Passed all " << nTest_ <<" tests ####\n" << endl; return 0; } // * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //