| /dports/graphics/embree/embree-3.13.2/kernels/geometry/ |
| H A D | curve_intersector_oriented.h | 138 const Vec2fa dfdu = curve2d.eval_du(uv.x,uv.y); in solve_newton_raphson() local
140 const LinearSpace2fa rcp_J = rcp(LinearSpace2fa(dfdu,dfdv)); in solve_newton_raphson()
141 solve_newton_raphson_loop(cu,cv,uv,dfdu,dfdv,rcp_J); in solve_newton_raphson()
144 …ton_raphson_loop(BBox1f cu, BBox1f cv, const Vec2fa& uv_in, const Vec2fa& dfdu, const Vec2fa& dfdv… in solve_newton_raphson_loop()
200 Vec2fa f,dfdu,dfdv; curve2d.eval(c.x,c.y,f,dfdu,dfdv); in solve_krawczyk() local
201 const LinearSpace2fa rcp_J = rcp(LinearSpace2fa(dfdu,dfdv)); in solve_krawczyk()
229 solve_newton_raphson_loop(cu,cv,c1,dfdu,dfdv,rcp_J); in solve_krawczyk()
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| H A D | curve_intersector_sweep.h | 102 const float dfdu = dot(dRdu,T) + dot(R,dTdu); in intersect_bezier_iterative_jacobian() local
106 const float dKdu = /*2.0f*/(dot(R,dRdu)-f*dfdu); in intersect_bezier_iterative_jacobian()
115 const LinearSpace2f J = LinearSpace2f(dfdu,dfdt,dgdu,dgdt); in intersect_bezier_iterative_jacobian()
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| /dports/graphics/geomview/geomview-1.9.5/src/bin/geomutil/math2oogl/ |
| H A D | BezierPlot.m | 27 Block[{it,iu,nt,nu,dt,du,loc,dfdt,dfdt0,dfdu,dfdu0,dboth,all,
41 dfdu=MapAt[-1#&,#,-1]& @ dfdu0/(3 eps);
46 all=Transpose[{loc,dfdt,dfdu,dboth},{3,1,2}]//N;
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| /dports/cad/gmsh/gmsh-4.9.2-source/Mesh/ |
| H A D | meshGFacePack.cpp | 98 dfdu[0] = -3 + 4 * v + 4 * u; in derivativeP2()
99 dfdu[1] = -1 + 4 * u; in derivativeP2()
100 dfdu[2] = 0; in derivativeP2()
101 dfdu[3] = 4 - 4 * v - 8 * u; in derivativeP2()
102 dfdu[4] = 4 * v; in derivativeP2()
103 dfdu[5] = -4 * v; in derivativeP2()
121 double dfdu[6], dfdv[6]; in jac_corners_p2() local
125 dxdu += x[j][0] * dfdu[j]; in jac_corners_p2()
127 dydu += x[j][1] * dfdu[j]; in jac_corners_p2()
142 double dfdu[6], dfdv[6]; in jac_points_p2() local
[all …]
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| /dports/multimedia/opentoonz/opentoonz-1.5.0/toonz/sources/common/tvectorimage/ |
| H A D | tsegmentadjuster.h | 83 inline void gradient(double &dfdu, double &dfdv, double u, double v) { in gradient() argument
85 dfdu = (fun(u + h, v) - fun(u - h, v)) / (2 * h); in gradient()
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| /dports/graphics/inkscape/inkscape-1.1_2021-05-24_c4e8f9ed74/src/3rdparty/2geom/src/2geom/ |
| H A D | sbasis-2d.cpp | 110 SBasis2d dfdu = partial_derivative(f, 0); in sb2dsolve() local
112 Geom::Point dfA(dfdu.apply(A[X],A[Y]),dfdv.apply(A[X],A[Y])); in sb2dsolve()
113 Geom::Point dfB(dfdu.apply(B[X],B[Y]),dfdv.apply(B[X],B[Y])); in sb2dsolve()
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| /dports/math/lib2geom/lib2geom-1.1/src/2geom/ |
| H A D | sbasis-2d.cpp | 110 SBasis2d dfdu = partial_derivative(f, 0); in sb2dsolve() local
112 Geom::Point dfA(dfdu.apply(A[X],A[Y]),dfdv.apply(A[X],A[Y])); in sb2dsolve()
113 Geom::Point dfB(dfdu.apply(B[X],B[Y]),dfdv.apply(B[X],B[Y])); in sb2dsolve()
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| /dports/science/lammps/lammps-stable_29Sep2021/lib/atc/ |
| H A D | Function.h | 95 virtual inline double dfdu(double * /* u */, double* /* x */, double /* t */) {return 0.0;}; in dfdu() function
140 inline double dfdu(double* /* u */, double* /* x */, double /* t */) {return c1_;} in dfdu() function
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| H A D | FE_Engine.cpp | 2024 coefsAtIPs(ip,idof) = f->dfdu(&(uAtIPs(ip,0)), in add_robin_fluxes()
2107 coefsAtIPs(ip,idof) = f->dfdu(&(uAtIPs(ip,0)), in add_robin_tangent()
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| /dports/science/liggghts/LIGGGHTS-PUBLIC-3.8.0-26-g6e873439/lib/atc/ |
| H A D | Function.h | 99 virtual inline double dfdu(double * u, double* x, double t) {return 0.0;}; in dfdu() function
144 inline double dfdu(double* u, double* x, double t) {return c1_;} in dfdu() function
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| H A D | FE_Engine.cpp | 1978 coefsAtIPs(ip,idof) = f->dfdu(&(uAtIPs(ip,0)), in add_robin_fluxes()
2063 coefsAtIPs(ip,idof) = f->dfdu(&(uAtIPs(ip,0)), in add_robin_tangent()
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| /dports/cad/gmsh/gmsh-4.9.2-source/Post/ |
| H A D | shapeFunctions.h | 170 double dfdu[3] = {0., 0., 0.}; variable
175 dfdu[0] += val[j] * s[0];
176 dfdu[1] += val[j] * s[1];
177 dfdu[2] += val[j] * s[2];
180 if(invjac) { matvec(invjac, dfdu, f); }
185 matvec(inv, dfdu, f);
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| /dports/graphics/inkscape/inkscape-1.1_2021-05-24_c4e8f9ed74/src/3rdparty/2geom/src/toys/ |
| H A D | minsb2d-solver.cpp | 227 SBasis2d dfdu = partial_derivative(f, 0); in draw() local
229 Geom::Point dfA(dfdu.apply(A[X],A[Y]),dfdv.apply(A[X],A[Y])); in draw()
230 Geom::Point dfB(dfdu.apply(B[X],B[Y]),dfdv.apply(B[X],B[Y])); in draw()
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| /dports/math/lib2geom/lib2geom-1.1/src/toys/ |
| H A D | minsb2d-solver.cpp | 227 SBasis2d dfdu = partial_derivative(f, 0); in draw() local
229 Geom::Point dfA(dfdu.apply(A[X],A[Y]),dfdv.apply(A[X],A[Y])); in draw()
230 Geom::Point dfB(dfdu.apply(B[X],B[Y]),dfdv.apply(B[X],B[Y])); in draw()
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| /dports/graphics/blender/blender-2.91.0/intern/cycles/kernel/geom/ |
| H A D | geom_curve_intersect.h | 214 const float dfdu = dot(dRdu, T) + dot(R, dTdu); in curve_intersect_iterative() local
218 const float dKdu = (dot(R, dRdu) - f * dfdu); in curve_intersect_iterative()
227 const float invdet = 1.0f / (dfdu * dgdt - dgdu * dfdt); in curve_intersect_iterative()
229 t -= (-dgdu * f + dfdu * g) * invdet; in curve_intersect_iterative()
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| /dports/science/elmerfem/elmerfem-release-9.0/post/src/elements/ |
| H A D | math.c | 1236 double ddfddu,ddfddv,ddfdudv,dfdu,dfdv, Cddfddu,Cddfddv,Cddfdudv; in elm_element_ddx_2D() local
1332 dfdu = (*dNdU)( F,u,v ); in elm_element_ddx_2D()
1340 ddfddu -= C1_uu_u * dfdu + C1_uu_v * dfdv; in elm_element_ddx_2D()
1341 ddfddv -= C1_vv_u * dfdu + C1_vv_v * dfdv; in elm_element_ddx_2D()
1342 ddfdudv -= C1_uv_u * dfdu + C1_uv_v * dfdv; in elm_element_ddx_2D()
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| /dports/science/mpb/mpb-1.11.1/mpb/ |
| H A D | material_grid.c | 481 double f0, f1, dfdu;
486 dfdu = u[iu];
496 …%d = %g; df/du = %g vs. analytic %g\n", ntot, iu, u[iu], band, f0, du, band, f1, (f1-f0)/du, dfdu);
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| /dports/graphics/yafaray/libYafaRay-3.5.1/src/textures/ |
| H A D | basicnodes.cc | 244 float dfdu = (tex->getFloat(i0) - tex->getFloat(i1)) / dU; in evalDerivative() local
250 vecU.z = dfdu; in evalDerivative()
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| /dports/cad/gmsh/gmsh-4.9.2-source/Geo/ |
| H A D | MElement.cpp | 1234 double dfdu[3] = {0., 0., 0.}; in interpolateGrad() local
1239 dfdu[0] += val[j] * gsf[i][0]; in interpolateGrad()
1240 dfdu[1] += val[j] * gsf[i][1]; in interpolateGrad()
1241 dfdu[2] += val[j] * gsf[i][2]; in interpolateGrad()
1244 if(invjac) { matvec(invjac, dfdu, f); } in interpolateGrad()
1249 matvec(inv, dfdu, f); in interpolateGrad()
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| /dports/japanese/scim-tables/scim-tables-0.5.10/tables/zh/ |
| H A D | Array30.txt.in | 7930 dfdu 豔 100
|
| /dports/chinese/scim-tables/scim-tables-0.5.10/tables/zh/ |
| H A D | Array30.txt.in | 7930 dfdu 豔 100
|
| /dports/textproc/scim-table-imengine/scim-tables-0.5.10/tables/zh/ |
| H A D | Array30.txt.in | 7930 dfdu 豔 100
|
| /dports/korean/scim-tables/scim-tables-0.5.10/tables/zh/ |
| H A D | Array30.txt.in | 7930 dfdu 豔 100
|
| /dports/chinese/wenju/wenju-1.6/src/tim/tables/FirstStep/ |
| H A D | shuangpin.tim | 3046 dfdu=单独
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| /dports/textproc/scim-openvanilla/openvanilla-0.7.2.20070514/Modules/SharedData/ |
| H A D | shuangpin.cin | 3077 dfdu 单独
|