From 758cb98deb3f4afc2eb314bf8f5538d4d6a490a1 Mon Sep 17 00:00:00 2001 From: "Dennis.Glaeser" <dennis.glaeser@iws.uni-stuttgart.de> Date: Fri, 9 Aug 2019 14:05:36 +0200 Subject: [PATCH] [facet][box] do not use support points for coupling fluxes This reverts changes introduced in aa5951f51f78fc8d7db0bb9dd22b8f90c4b6d52d and the following commits. It turned out that doing the flux computation on the basis of a support point inside the cell and then a tpfa flux towards the facet elements performed very bad for anisotropic tensors. --- dumux/multidomain/facet/box/darcyslaw.hh | 128 +- ...et_1p1p_threedomain_box_bulk-reference.vtu | 88 +- ...et_1p1p_threedomain_box_edge-reference.vtp | 2 +- ...t_1p1p_threedomain_box_facet-reference.vtu | 10 +- ...t_tracertracer_box_onep_bulk-reference.vtu | 964 +++++----- ...tracertracer_box_onep_lowdim-reference.vtp | 18 +- ...tracertracer_box_tracer_bulk-reference.vtu | 1658 ++++++++--------- ...acertracer_box_tracer_lowdim-reference.vtp | 36 +- 8 files changed, 1452 insertions(+), 1452 deletions(-) diff --git a/dumux/multidomain/facet/box/darcyslaw.hh b/dumux/multidomain/facet/box/darcyslaw.hh index 83566814a6..85e1d70340 100644 --- a/dumux/multidomain/facet/box/darcyslaw.hh +++ b/dumux/multidomain/facet/box/darcyslaw.hh @@ -87,80 +87,80 @@ public: const auto& insideScv = fvGeometry.scv(scvf.insideScvIdx()); const auto& insideVolVars = elemVolVars[insideScv]; - // Evaluate the flux in a tpfa manner using a support point inside the element. - // Therefore, we create a segment between the integration point and another point - // in -(K*normal) direction of the face. This segment must be long enough - // to intersect the opposite face of the element. Then, we compute the - // part of the segment intersecting with the element and compute the - // point inside the element by moving half its length into the interior. - const auto& geometry = element.geometry(); - auto distVec = mv(insideVolVars.permeability(), scvf.unitOuterNormal()); - distVec /= -1.0*distVec.two_norm(); - distVec *= diameter(geometry)*5.0; // make sure segment will be long enough - - const auto p1 = scvf.ipGlobal(); - auto p2 = scvf.ipGlobal(); - p2 += distVec; - - static constexpr int dimWorld = GridView::dimensionworld; - using Segment = Dune::MultiLinearGeometry<Scalar, 1, dimWorld>; - - using Policy = IntersectionPolicy::SegmentPolicy<typename GridView::ctype, dimWorld>; - using IntersectionAlgorithm = GeometryIntersection<typename Element::Geometry, Segment, Policy>; - typename IntersectionAlgorithm::Intersection intersection; - - Segment segment(Dune::GeometryTypes::line, std::vector<GlobalPosition>({p1, p2})); - if (!IntersectionAlgorithm::intersection(geometry, segment, intersection)) - DUNE_THROW(Dune::InvalidStateException, "Could not compute support point for flux computation"); - - // use center of intersection as integration point - auto supportPoint = intersection[0]; - supportPoint += intersection[1]; - supportPoint /= 2.0; - - std::vector< Dune::FieldVector<Scalar, 1> > supportPointShapeValues; - fvGeometry.feLocalBasis().evaluateFunction(geometry.local(supportPoint), supportPointShapeValues); - - Scalar rho = 0.0; - Scalar supportPressure = 0.0; - for (const auto& scv : scvs(fvGeometry)) - { - const auto& volVars = elemVolVars[scv]; - rho += volVars.density(phaseIdx)*shapeValues[scv.indexInElement()][0]; - supportPressure += volVars.pressure(phaseIdx)*supportPointShapeValues[scv.indexInElement()][0]; - } - - // the transmissibility on the matrix side - const auto d = scvf.ipGlobal() - supportPoint; - const auto tm = 1.0/d.two_norm2()*vtmv(d, insideVolVars.permeability(), scvf.unitOuterNormal()); - - // compute flux depending on the user's choice of boundary types + // evaluate user-defined interior boundary types const auto bcTypes = problem.interiorBoundaryTypes(element, scvf); - const auto& facetVolVars = problem.couplingManager().getLowDimVolVars(element, scvf); - // compute tpfa flux such that flux continuity holds with flux in fracture - Scalar flux; + static const bool enableGravity = getParamFromGroup<bool>(problem.paramGroup(), "Problem.EnableGravity"); + + // on interior Neumann boundaries, evaluate the flux using the facet permeability if (bcTypes.hasOnlyNeumann()) { - // On surface grids, use sqrt of aperture as distance measur - using std::sqrt; - const auto df = dim == dimWorld ? 0.5*facetVolVars.extrusionFactor() : 0.5*sqrt(facetVolVars.extrusionFactor()); - const auto tf = 1.0/df*vtmv(scvf.unitOuterNormal(), facetVolVars.permeability(), scvf.unitOuterNormal()); + // interpolate pressure/density to scvf integration point + Scalar p = 0.0; + Scalar rho = 0.0; + for (const auto& scv : scvs(fvGeometry)) + { + const auto& volVars = elemVolVars[scv]; + p += volVars.pressure(phaseIdx)*shapeValues[scv.indexInElement()][0]; + rho += volVars.density(phaseIdx)*shapeValues[scv.indexInElement()][0]; + } + + // compute tpfa flux from integration point to facet centerline + const auto& facetVolVars = problem.couplingManager().getLowDimVolVars(element, scvf); - flux = tm*tf/(tm+tf)*(supportPressure - facetVolVars.pressure(phaseIdx))*scvf.area()*insideVolVars.extrusionFactor(); + using std::sqrt; + // If this is a surface grid, use the square root of the facet extrusion factor + // as an approximate average distance from scvf ip to facet center + using std::sqrt; + const auto a = facetVolVars.extrusionFactor(); + auto gradP = scvf.unitOuterNormal(); + gradP *= dim == dimWorld ? 0.5*a : 0.5*sqrt(a); + gradP /= gradP.two_norm2(); + gradP *= (facetVolVars.pressure(phaseIdx) - p); + if (enableGravity) + gradP.axpy(-rho, problem.spatialParams().gravity(scvf.center())); + + // apply facet permeability and return the flux + return -1.0*scvf.area() + *insideVolVars.extrusionFactor() + *vtmv(scvf.unitOuterNormal(), facetVolVars.permeability(), gradP); } + + // on interior Dirichlet boundaries use the facet pressure and evaluate flux else if (bcTypes.hasOnlyDirichlet()) - flux = tm*(supportPressure - facetVolVars.pressure(phaseIdx))*scvf.area()*insideVolVars.extrusionFactor(); + { + // create vector with nodal pressures + std::vector<Scalar> pressures(element.subEntities(dim)); + for (const auto& scv : scvs(fvGeometry)) + pressures[scv.localDofIndex()] = elemVolVars[scv].pressure(phaseIdx); + + // substitute with facet pressures for those scvs touching this facet + for (const auto& scvfJ : scvfs(fvGeometry)) + if (scvfJ.interiorBoundary() && scvfJ.facetIndexInElement() == scvf.facetIndexInElement()) + pressures[ fvGeometry.scv(scvfJ.insideScvIdx()).localDofIndex() ] + = problem.couplingManager().getLowDimVolVars(element, scvfJ).pressure(phaseIdx); + + // evaluate gradP - rho*g at integration point + Scalar rho(0.0); + Dune::FieldVector<Scalar, dimWorld> gradP(0.0); + for (const auto& scv : scvs(fvGeometry)) + { + rho += elemVolVars[scv].density(phaseIdx)*shapeValues[scv.indexInElement()][0]; + gradP.axpy(pressures[scv.localDofIndex()], fluxVarCache.gradN(scv.indexInElement())); + } + + if (enableGravity) + gradP.axpy(-rho, problem.spatialParams().gravity(scvf.center())); + + // apply matrix permeability and return the flux + return -1.0*scvf.area() + *insideVolVars.extrusionFactor() + *vtmv(scvf.unitOuterNormal(), insideVolVars.permeability(), gradP); + } + // mixed boundary types are not supported else DUNE_THROW(Dune::NotImplemented, "Mixed boundary types are not supported"); - - static const bool enableGravity = getParamFromGroup<bool>(problem.paramGroup(), "Problem.EnableGravity"); - if (enableGravity) - flux -= rho*scvf.area()*insideVolVars.extrusionFactor() - *vtmv(scvf.unitOuterNormal(), insideVolVars.permeability(), problem.spatialParams().gravity(scvf.center())); - - return flux; } // compute transmissibilities ti for analytical jacobians diff --git a/test/references/test_md_facet_1p1p_threedomain_box_bulk-reference.vtu b/test/references/test_md_facet_1p1p_threedomain_box_bulk-reference.vtu index aee2101936..674c7c9ddb 100644 --- a/test/references/test_md_facet_1p1p_threedomain_box_bulk-reference.vtu +++ b/test/references/test_md_facet_1p1p_threedomain_box_bulk-reference.vtu @@ -4,50 +4,50 @@ <Piece NumberOfCells="1927" NumberOfPoints="526"> <PointData Scalars="p"> <DataArray type="Float32" Name="p" NumberOfComponents="1" format="ascii"> - 1.88262 2 1.88288 2 2 1.84732 2 1.79699 2 1.88469 2 1.73117 - 1.70166 1.7318 1.80681 1.70898 1.75841 1.88424 2 2 2 2 1.80438 1.69959 - 1.72962 1.83826 2 2 2 1.88683 1.81704 1.72358 1.66915 1.75564 2 2 - 1.61471 1.65243 1.78008 1.62324 1.62079 1.56533 1.55935 1.55709 1.49838 1.50015 1.49818 1.593 - 1.50133 1.54324 1.39982 1.44788 1.54122 1.61656 1.65086 1.50393 1.44824 1.53603 1.50957 2 - 1.83213 2 2 1.64736 1.61328 1.88556 1.81227 2 2 1.75419 1.66803 2 - 2 1.78492 1.57067 2 2 1.57396 1.51414 1.52757 1.78362 1.55025 1.53704 1.43829 - 1.50902 1.46352 1.50599 1.55576 1.51955 1.51269 1.51163 1.48769 1.51323 1.51169 1.50774 1.50823 - 2 2 1.83296 2 1.88431 2 1.73308 1.70045 1.80442 1.79652 2 1.77358 - 2 1.65104 2 2 1.8832 2 1.88249 1.84749 2 1.73154 1.70205 1.73183 - 2 2 1.88549 2 1.80227 1.70154 1.55983 1.55143 1.44142 1.59358 1.50147 1.55767 - 1.49932 1.62363 1.6239 1.56648 1.50053 1.50058 1.43521 1.5935 1.50118 1.55609 2 1.76706 - 1.62081 2 2 1.579 2 1.83142 2 1.65357 1.81427 2 1.88593 1.76021 - 1.55439 1.53444 1.51241 1.51437 1.52018 1.50483 1.50972 1.55021 1.43918 1.62471 1.50512 1.43495 - 1.3795 1.37981 1.36782 1.41135 1.29877 1.26831 1.2687 1.30166 1.19793 1.2494 1.14189 1.28718 - 1.19575 1.35657 1.46474 1.38221 1.36587 1.16907 1.1777 1.32772 1.38238 1.1532 1.11834 1.11806 - 1.11508 1 1 1 1 1 1 1.11511 1 1 1 1 - 1.24519 1.11168 1 1 1 1.22245 1 1 1 1.35196 1.39448 1.3734 - 1.26663 1.19812 1.35053 1.46821 1.37301 1.23791 1.50231 1.48431 1.49714 1.42745 1.48753 1.50265 - 1.49876 1.50549 1.42397 1.48407 1.1622 1 1 1 1.11084 1.17534 1 1 - 1 1.21735 1 1.21842 1 1.44121 1.38054 1.27723 1.29183 1.35028 1.24402 1.38085 - 1.26913 1.19799 1.29934 1.26937 1.29243 1.16222 1.11577 1.19355 1 1 1 1 - 1.21828 1 1.11778 1.15374 1.11874 1 1 1 1 1.19695 1.11605 1 - 1 1 1.41312 1.27875 1.49623 1.46718 1.42273 1.5011 1.37941 1.44226 1.37201 1.27256 - 1.24444 1.3579 1 1 1 1 1.16157 1 1 1.18859 1.1158 1 - 1 2 1.83726 2 1.75787 1.72287 2 2 1.88403 1.79393 2 1.70814 - 1.8056 1.7745 1.64885 2 1.57224 2 2 1.62198 1.51638 1.61735 1.54054 1.55658 - 1.4462 1.62274 1.49823 1.55816 1.51164 1.51093 1.49554 1.53548 1.54022 1.44982 1.50187 2 - 1.88158 2 2 2 1.73212 2 1.8817 2 1.84648 1.8837 2 1.73153 - 1.70232 1.80288 1.70697 1.71877 2 1.81419 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7.48802e-06 6.68899e-08 3.99584e-07 1.54323e-08 7.82863e-07 - 3.99584e-07 6.68899e-08 7.90538e-09 8.89691e-10 7.90538e-09 6.68899e-08 3.99584e-07 7.90538e-09 1.54323e-08 2.89512e-10 1.54323e-08 7.90538e-09 - 0.000842521 3.10111e-05 0.000700414 0.000700414 3.10111e-05 1.34049e-05 0.000700414 1.34049e-05 0.000507228 0.000507228 1.34049e-05 1.21716e-05 - 7.82863e-07 1.34049e-05 3.10111e-05 7.82863e-07 1.85507e-07 1.34049e-05 2.95695e-07 1.34049e-05 1.85507e-07 0.000507228 1.21716e-05 0.000351814 - 0.000351814 4.65151e-06 0.000243203 0.000351814 1.21716e-05 4.65151e-06 2.95695e-07 1.21716e-05 1.34049e-05 2.95695e-07 4.65151e-06 1.21716e-05 - 2.95695e-07 6.09517e-08 4.65151e-06 7.82863e-07 1.54323e-08 1.85507e-07 3.2853e-09 1.85507e-07 1.54323e-08 3.2853e-09 5.22116e-09 1.85507e-07 - 3.2853e-09 1.54323e-08 2.36941e-10 2.89512e-10 2.36941e-10 1.54323e-08 3.2853e-09 7.94929e-11 5.22116e-09 3.2853e-09 2.36941e-10 7.94929e-11 - 2.95695e-07 1.85507e-07 5.22116e-09 2.95695e-07 5.22116e-09 4.3253e-09 2.95695e-07 4.3253e-09 6.09517e-08 1.08049e-09 6.09517e-08 4.3253e-09 - 8.90221e-11 4.3253e-09 5.22116e-09 8.90221e-11 5.22116e-09 7.94929e-11 8.90221e-11 5.71409e-11 4.3253e-09 1.08049e-09 4.3253e-09 5.71409e-11 - 4.01159e-25 7.04707e-27 3.95196e-26 4.01159e-25 3.95196e-26 1.03424e-22 5.31757e-24 3.95196e-26 8.71089e-25 5.31757e-24 1.03424e-22 3.95196e-26 - 4.01159e-25 1.03424e-22 2.02356e-22 2.17344e-24 4.01159e-25 2.02356e-22 2.17344e-24 2.02356e-22 3.32113e-19 2.73396e-21 2.17344e-24 3.32113e-19 - 2.73396e-21 3.32113e-19 2.7342e-20 5.31757e-24 1.12911e-21 1.03424e-22 1.03424e-22 1.12911e-21 3.70764e-20 1.75637e-19 3.70764e-20 1.12911e-21 - 7.73212e-20 1.03424e-22 3.70764e-20 7.73212e-20 2.02356e-22 1.03424e-22 1.75637e-19 6.13532e-18 3.70764e-20 1.75637e-19 1.01884e-17 6.13532e-18 - 6.13532e-18 1.29602e-17 3.70764e-20 7.73212e-20 3.70764e-20 1.29602e-17 1.76933e-15 1.29602e-17 6.13532e-18 7.73212e-20 3.32113e-19 2.02356e-22 - 7.73212e-20 1.0668e-16 3.32113e-19 9.00694e-18 2.7342e-20 3.32113e-19 9.00694e-18 3.32113e-19 1.0668e-16 7.73212e-20 1.29602e-17 1.0668e-16 - 1.0668e-16 1.29602e-17 4.10525e-16 9.00694e-18 1.0668e-16 2.22784e-15 3.02736e-22 2.73396e-21 2.7342e-20 3.02736e-22 2.7342e-20 1.70191e-18 - 1.62483e-20 3.02736e-22 1.70191e-18 1.62483e-20 1.70191e-18 5.75336e-18 1.13199e-19 1.62483e-20 5.75336e-18 9.00694e-18 1.70191e-18 2.7342e-20 - 9.00694e-18 7.3941e-16 1.70191e-18 2.08309e-17 1.70191e-18 7.3941e-16 9.00694e-18 2.22784e-15 7.3941e-16 2.08309e-17 5.75336e-18 1.70191e-18 - 2.08309e-17 3.74982e-15 5.75336e-18 2.08309e-17 7.3941e-16 3.74982e-15 5.75336e-18 3.74982e-15 1.45544e-16 1.01884e-17 6.17272e-16 8.63683e-16 - 8.63683e-16 6.13532e-18 1.01884e-17 1.76933e-15 6.13532e-18 8.63683e-16 8.63683e-16 3.46138e-14 6.73764e-14 1.76933e-15 4.10525e-16 1.29602e-17 - 1.76933e-15 8.63683e-16 2.00906e-13 8.63683e-16 6.73764e-14 2.00906e-13 2.59855e-13 6.73764e-14 4.58134e-12 2.59855e-13 2.00906e-13 6.73764e-14 - 2.59855e-13 1.83089e-11 2.00906e-13 1.76933e-15 2.00906e-13 3.65319e-14 2.98494e-12 3.65319e-14 2.00906e-13 3.27404e-14 1.0668e-16 4.10525e-16 - 1.76933e-15 3.65319e-14 4.10525e-16 3.27404e-14 4.10525e-16 3.65319e-14 3.27404e-14 2.22784e-15 1.0668e-16 3.27404e-14 2.68341e-13 2.22784e-15 - 3.27404e-14 3.65319e-14 3.52564e-12 2.98494e-12 3.52564e-12 3.65319e-14 3.27404e-14 3.52564e-12 2.68341e-13 5.86891e-11 1.83089e-11 4.58134e-12 - 1.83089e-11 2.59855e-13 4.58134e-12 2.75606e-11 2.00906e-13 1.83089e-11 5.86891e-11 1.58151e-09 1.83089e-11 2.75606e-11 1.83089e-11 1.58151e-09 - 2.75606e-11 1.58151e-09 1.26587e-09 2.98494e-12 2.00906e-13 2.75606e-11 2.98494e-12 2.75606e-11 2.85018e-10 2.75606e-11 1.26587e-09 2.85018e-10 - 5.7325e-08 1.58151e-09 9.03827e-08 5.7325e-08 1.26587e-09 1.58151e-09 2.0512e-08 1.26587e-09 5.7325e-08 8.96036e-11 6.34924e-09 8.66791e-09 - 8.96036e-11 8.66791e-09 4.95912e-11 5.43379e-13 8.96036e-11 4.95912e-11 2.0512e-08 2.85018e-10 1.26587e-09 6.80989e-09 2.85018e-10 2.0512e-08 - 2.98494e-12 2.85018e-10 3.52564e-12 2.85018e-10 1.38731e-10 3.52564e-12 1.82246e-11 2.68341e-13 3.52564e-12 1.82246e-11 3.52564e-12 1.38731e-10 - 6.80989e-09 1.38731e-10 2.85018e-10 1.16628e-09 1.38731e-10 6.80989e-09 1.16628e-09 1.82246e-11 1.38731e-10 1.73721e-13 7.3941e-16 2.22784e-15 - 3.74982e-15 7.3941e-16 1.73721e-13 1.73721e-13 2.22784e-15 2.68341e-13 1.73721e-13 2.68341e-13 1.75362e-11 1.73721e-13 4.4688e-13 3.74982e-15 - 4.68463e-14 3.74982e-15 4.4688e-13 1.82246e-11 1.75362e-11 2.68341e-13 1.73721e-13 1.75362e-11 4.4688e-13 1.16628e-09 1.75362e-11 1.82246e-11 - 5.08801e-10 1.75362e-11 1.16628e-09 5.08801e-10 1.82117e-11 1.75362e-11 4.4688e-13 1.75362e-11 1.82117e-11 1.285e-11 4.4688e-13 1.82117e-11 - 1.13199e-19 5.75336e-18 1.45544e-16 4.68463e-14 1.45544e-16 3.74982e-15 1.285e-11 4.68463e-14 4.4688e-13 4.98512e-10 4.95912e-11 8.66791e-09 - 1.45549e-06 3.75998e-08 8.66791e-09 4.98512e-10 8.66791e-09 3.75998e-08 4.98512e-10 3.75998e-08 6.25381e-08 5.43379e-13 4.95912e-11 2.46917e-12 - 4.98512e-10 2.46917e-12 4.95912e-11 1.13032e-14 5.43379e-13 2.46917e-12 4.98512e-10 4.27099e-10 2.46917e-12 1.94628e-11 6.81023e-14 2.46917e-12 - 3.39535e-06 6.25381e-08 3.75998e-08 3.39535e-06 7.21229e-06 6.25381e-08 4.98512e-10 6.25381e-08 4.27099e-10 3.19741e-09 4.27099e-10 6.25381e-08 - 7.21229e-06 2.17295e-07 6.25381e-08 3.19741e-09 6.25381e-08 2.17295e-07 1.94628e-11 2.46917e-12 4.27099e-10 1.94628e-11 4.27099e-10 3.19741e-09 - 1.94628e-11 3.19741e-09 2.31237e-09 1.13032e-14 2.46917e-12 6.81023e-14 1.06596e-10 1.13032e-14 6.81023e-14 1.06596e-10 6.81023e-14 3.76717e-13 - 1.94628e-11 3.04344e-13 6.81023e-14 1.94628e-11 5.25206e-11 3.04344e-13 3.04344e-13 3.76717e-13 6.81023e-14 3.88873e-13 3.76717e-13 3.04344e-13 - 3.88873e-13 3.04344e-13 4.50001e-13 7.21229e-06 1.33915e-05 2.17295e-07 3.19741e-09 2.17295e-07 2.47776e-07 1.33915e-05 2.47776e-07 2.17295e-07 - 1.09133e-16 2.67006e-15 1.36585e-14 1.36585e-14 2.67006e-15 3.00078e-13 1.33915e-05 2.03127e-05 2.47776e-07 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1.85631e-12 2.37554e-14 3.08303e-14 2.04656e-16 3.41346e-17 5.39007e-16 2.37554e-14 2.04656e-16 5.39007e-16 - 1.18329e-05 2.22875e-07 1.02745e-05 1.02745e-05 2.22875e-07 1.90126e-07 1.02745e-05 1.90126e-07 1.1641e-05 1.1641e-05 1.90126e-07 3.86057e-07 - 6.4117e-06 1.17166e-07 6.21489e-08 6.4117e-06 6.21489e-08 1.83166e-07 2.97321e-09 1.83166e-07 6.21489e-08 2.97321e-09 2.22875e-07 1.83166e-07 - 2.97321e-09 6.21489e-08 7.49684e-10 6.21489e-08 1.41969e-09 7.49684e-10 2.97321e-09 7.49684e-10 2.03446e-11 2.97321e-09 2.03446e-11 4.92418e-11 - 2.97321e-09 4.21831e-09 2.22875e-07 1.90126e-07 2.22875e-07 4.21831e-09 2.97321e-09 4.92418e-11 4.21831e-09 1.25929e-09 1.90126e-07 4.21831e-09 - 1.25929e-09 9.45778e-09 1.90126e-07 1.25929e-09 4.21831e-09 4.92418e-11 9.11917e-16 5.2161e-18 1.17766e-18 9.11917e-16 1.17766e-18 5.42173e-17 - 9.11917e-16 1.33718e-14 5.2161e-18 9.11917e-16 5.42173e-17 5.29565e-17 9.11917e-16 6.15841e-12 1.33718e-14 9.11917e-16 2.78469e-12 6.15841e-12 - 5.2205e-17 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4.92825e-09 1.01586e-09 7.75252e-08 1.30477e-08 2.57205e-10 3.09179e-09 5.47551e-11 3.09179e-09 2.57205e-10 5.47551e-11 8.70193e-11 3.09179e-09 - 5.47551e-11 2.57205e-10 3.94902e-12 4.82519e-12 3.94902e-12 2.57205e-10 5.47551e-11 1.32488e-12 8.70193e-11 5.47551e-11 3.94902e-12 1.32488e-12 - 4.92825e-09 3.09179e-09 8.70193e-11 4.92825e-09 8.70193e-11 7.20883e-11 4.92825e-09 7.20883e-11 1.01586e-09 1.80081e-11 1.01586e-09 7.20883e-11 - 1.4837e-12 7.20883e-11 8.70193e-11 1.4837e-12 8.70193e-11 1.32488e-12 1.4837e-12 9.52348e-13 7.20883e-11 1.80081e-11 7.20883e-11 9.52348e-13 - 6.68598e-27 1.17451e-28 6.5866e-28 6.68598e-27 6.5866e-28 1.72374e-24 8.86262e-26 6.5866e-28 1.45182e-26 8.86262e-26 1.72374e-24 6.5866e-28 - 6.68598e-27 1.72374e-24 3.3726e-24 3.6224e-26 6.68598e-27 3.3726e-24 3.6224e-26 3.3726e-24 5.53521e-21 4.5566e-23 3.6224e-26 5.53521e-21 - 4.5566e-23 5.53521e-21 4.557e-22 8.86262e-26 1.88185e-23 1.72374e-24 1.72374e-24 1.88185e-23 6.1794e-22 2.92728e-21 6.1794e-22 1.88185e-23 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1.43947e-17 - 1.43947e-17 1.02255e-19 1.69807e-19 2.94888e-17 1.02255e-19 1.43947e-17 1.43947e-17 5.76897e-16 1.12294e-15 2.94888e-17 6.84209e-18 2.16003e-19 - 2.94888e-17 1.43947e-17 3.34843e-15 1.43947e-17 1.12294e-15 3.34843e-15 4.33092e-15 1.12294e-15 7.63556e-14 4.33092e-15 3.34843e-15 1.12294e-15 - 4.33092e-15 3.05149e-13 3.34843e-15 2.94888e-17 3.34843e-15 6.08865e-16 4.9749e-14 6.08865e-16 3.34843e-15 5.45674e-16 1.77801e-18 6.84209e-18 - 2.94888e-17 6.08865e-16 6.84209e-18 5.45674e-16 6.84209e-18 6.08865e-16 5.45674e-16 3.71307e-17 1.77801e-18 5.45674e-16 4.47236e-15 3.71307e-17 - 5.45674e-16 6.08865e-16 5.87607e-14 4.9749e-14 5.87607e-14 6.08865e-16 5.45674e-16 5.87607e-14 4.47236e-15 9.78152e-13 3.05149e-13 7.63556e-14 - 3.05149e-13 4.33092e-15 7.63556e-14 4.59343e-13 3.34843e-15 3.05149e-13 9.78152e-13 2.63585e-11 3.05149e-13 4.59343e-13 3.05149e-13 2.63585e-11 - 4.59343e-13 2.63585e-11 2.10978e-11 4.9749e-14 3.34843e-15 4.59343e-13 4.9749e-14 4.59343e-13 4.7503e-12 4.59343e-13 2.10978e-11 4.7503e-12 - 9.55416e-10 2.63585e-11 1.50638e-09 9.55416e-10 2.10978e-11 2.63585e-11 3.41866e-10 2.10978e-11 9.55416e-10 1.49339e-12 1.05821e-10 1.44465e-10 - 1.49339e-12 1.44465e-10 8.26521e-13 9.05631e-15 1.49339e-12 8.26521e-13 3.41866e-10 4.7503e-12 2.10978e-11 1.13498e-10 4.7503e-12 3.41866e-10 - 4.9749e-14 4.7503e-12 5.87607e-14 4.7503e-12 2.31219e-12 5.87607e-14 3.03743e-13 4.47236e-15 5.87607e-14 3.03743e-13 5.87607e-14 2.31219e-12 - 1.13498e-10 2.31219e-12 4.7503e-12 1.94379e-11 2.31219e-12 1.13498e-10 1.94379e-11 3.03743e-13 2.31219e-12 2.89535e-15 1.23235e-17 3.71307e-17 - 6.24971e-17 1.23235e-17 2.89535e-15 2.89535e-15 3.71307e-17 4.47236e-15 2.89535e-15 4.47236e-15 2.9227e-13 2.89535e-15 7.44799e-15 6.24971e-17 - 7.80772e-16 6.24971e-17 7.44799e-15 3.03743e-13 2.9227e-13 4.47236e-15 2.89535e-15 2.9227e-13 7.44799e-15 1.94379e-11 2.9227e-13 3.03743e-13 - 8.48001e-12 2.9227e-13 1.94379e-11 8.48001e-12 3.03529e-13 2.9227e-13 7.44799e-15 2.9227e-13 3.03529e-13 2.14166e-13 7.44799e-15 3.03529e-13 - 1.88665e-21 9.58893e-20 2.42573e-18 7.80772e-16 2.42573e-18 6.24971e-17 2.14166e-13 7.80772e-16 7.44799e-15 8.30852e-12 8.26521e-13 1.44465e-10 - 2.42582e-08 6.26664e-10 1.44465e-10 8.30852e-12 1.44465e-10 6.26664e-10 8.30852e-12 6.26664e-10 1.0423e-09 9.05631e-15 8.26521e-13 4.11529e-14 - 8.30852e-12 4.11529e-14 8.26521e-13 1.88386e-16 9.05631e-15 4.11529e-14 8.30852e-12 7.11831e-12 4.11529e-14 3.2438e-13 1.13504e-15 4.11529e-14 - 5.65892e-08 1.0423e-09 6.26664e-10 5.65892e-08 1.20205e-07 1.0423e-09 8.30852e-12 1.0423e-09 7.11831e-12 5.32901e-11 7.11831e-12 1.0423e-09 - 1.20205e-07 3.62159e-09 1.0423e-09 5.32901e-11 1.0423e-09 3.62159e-09 3.2438e-13 4.11529e-14 7.11831e-12 3.2438e-13 7.11831e-12 5.32901e-11 - 3.2438e-13 5.32901e-11 3.85394e-11 1.88386e-16 4.11529e-14 1.13504e-15 1.7766e-12 1.88386e-16 1.13504e-15 1.7766e-12 1.13504e-15 6.27861e-15 - 3.2438e-13 5.07239e-15 1.13504e-15 3.2438e-13 8.75343e-13 5.07239e-15 5.07239e-15 6.27861e-15 1.13504e-15 6.48121e-15 6.27861e-15 5.07239e-15 - 6.48121e-15 5.07239e-15 7.50002e-15 1.20205e-07 2.23192e-07 3.62159e-09 5.32901e-11 3.62159e-09 4.12959e-09 2.23192e-07 4.12959e-09 3.62159e-09 - 1.81889e-18 4.4501e-17 2.27641e-16 2.27641e-16 4.4501e-17 5.0013e-15 2.23192e-07 3.38546e-07 4.12959e-09 3.38546e-07 1.09327e-08 4.12959e-09 - 5.32901e-11 4.12959e-09 3.85394e-11 3.2438e-13 3.85394e-11 8.75343e-13 1.23081e-10 8.75343e-13 3.85394e-11 1.23081e-10 3.85394e-11 4.12959e-09 - 1.23081e-10 4.12959e-09 1.09327e-08 2.27641e-16 5.0013e-15 1.55323e-14 3.38546e-07 8.02636e-07 1.09327e-08 8.02636e-07 3.23471e-08 1.09327e-08 - 1.55323e-14 5.0013e-15 7.02914e-13 1.55323e-14 7.02914e-13 7.92281e-13 8.02636e-07 1.36726e-06 3.23471e-08 1.23081e-10 1.09327e-08 5.92394e-10 - 5.92394e-10 1.09327e-08 3.23471e-08 1.23081e-10 5.92394e-10 9.02122e-12 1.36726e-06 2.85459e-08 3.23471e-08 5.92394e-10 3.23471e-08 2.85459e-08 - 4.41193e-10 5.92394e-10 2.85459e-08 5.07239e-15 8.75343e-13 7.50002e-15 1.23081e-10 9.02122e-12 8.75343e-13 2.066e-13 7.50002e-15 8.75343e-13 - 2.066e-13 8.75343e-13 9.02122e-12 2.066e-13 4.49665e-12 7.50002e-15 4.49665e-12 5.02102e-14 7.50002e-15 2.066e-13 9.02122e-12 1.70081e-11 - 4.41193e-10 9.02122e-12 5.92394e-10 4.41193e-10 1.70081e-11 9.02122e-12 2.066e-13 1.70081e-11 4.49665e-12 6.29154e-10 4.49665e-12 1.70081e-11 - 6.29154e-10 5.16081e-11 4.49665e-12 1.98254e-12 1.7766e-12 6.27861e-15 1.98254e-12 6.27861e-15 6.48121e-15 1.98254e-12 6.48121e-15 4.2844e-13 - 4.24689e-12 1.98254e-12 4.2844e-13 4.24689e-12 3.03529e-13 8.48001e-12 4.24689e-12 2.14166e-13 3.03529e-13 6.48121e-15 7.50002e-15 5.02102e-14 - 6.48121e-15 5.02102e-14 4.2844e-13 3.73228e-11 5.02102e-14 4.49665e-12 5.02102e-14 3.73228e-11 4.2844e-13 4.2844e-13 3.73228e-11 9.65949e-11 - 3.60603e-10 4.2844e-13 9.65949e-11 3.73228e-11 4.49665e-12 5.16081e-11 6.29154e-10 2.60719e-09 5.16081e-11 3.73228e-11 5.16081e-11 2.60719e-09 - 3.73228e-11 2.60719e-09 2.93467e-09 3.73228e-11 2.93467e-09 9.65949e-11 2.93467e-09 1.8093e-08 9.65949e-11 4.24689e-12 4.2844e-13 3.60603e-10 - 4.24689e-12 6.79005e-11 6.36187e-12 3.60603e-10 6.79005e-11 4.24689e-12 3.60603e-10 9.65949e-11 1.8093e-08 3.60603e-10 1.8093e-08 1.98424e-09 - 3.60603e-10 1.98424e-09 6.79005e-11 7.92281e-13 7.02914e-13 9.80373e-12 7.02914e-13 1.69546e-10 9.80373e-12 7.92281e-13 9.80373e-12 2.10416e-10 - 6.94632e-10 9.80373e-12 1.69546e-10 6.94632e-10 1.00689e-09 9.80373e-12 2.10416e-10 9.80373e-12 1.00689e-09 2.10416e-10 1.00689e-09 3.13094e-08 - 1.36726e-06 2.10287e-06 2.85459e-08 2.10287e-06 6.85671e-08 2.85459e-08 4.41193e-10 2.85459e-08 2.1518e-09 2.10287e-06 2.92236e-06 6.85671e-08 - 2.1518e-09 2.85459e-08 6.85671e-08 2.1518e-09 6.85671e-08 9.31433e-08 6.94632e-10 7.18634e-08 1.00689e-09 6.94632e-10 4.75305e-08 7.18634e-08 - 3.13094e-08 1.00689e-09 7.18634e-08 3.33057e-06 7.18634e-08 4.75305e-08 3.33057e-06 4.51073e-06 7.18634e-08 4.05339e-06 7.9026e-08 2.75141e-06 - 4.51073e-06 1.93426e-06 7.18634e-08 5.90845e-07 2.75141e-06 2.96291e-08 2.92236e-06 9.31433e-08 6.85671e-08 7.18634e-08 1.93426e-06 3.13094e-08 - 3.85199e-06 9.31433e-08 2.92236e-06 2.1518e-09 9.31433e-08 7.954e-08 3.85199e-06 3.04426e-06 9.31433e-08 3.04426e-06 7.954e-08 9.31433e-08 - 1.66282e-06 1.92529e-06 2.68542e-06 1.92529e-06 1.66282e-06 9.29681e-08 4.41193e-10 1.41143e-09 1.70081e-11 4.41193e-10 3.86506e-08 1.41143e-09 - 4.41193e-10 2.1518e-09 3.86506e-08 2.1518e-09 7.954e-08 3.86506e-08 1.41143e-09 3.86506e-08 5.99239e-08 6.29154e-10 1.70081e-11 1.41143e-09 - 6.29154e-10 1.41143e-09 3.38584e-08 1.41143e-09 5.99239e-08 3.38584e-08 1.12365e-06 3.38584e-08 5.99239e-08 2.21891e-06 3.86506e-08 7.954e-08 - 3.04426e-06 2.21891e-06 7.954e-08 1.59375e-06 5.99239e-08 3.86506e-08 2.21891e-06 1.59375e-06 3.86506e-08 1.92529e-06 9.29681e-08 2.9291e-06 - 2.9291e-06 9.29681e-08 1.83639e-07 2.9291e-06 1.83639e-07 3.54101e-06 1.59375e-06 1.12365e-06 5.99239e-08 3.54101e-06 2.76397e-07 2.34461e-06 - 1.12365e-06 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