/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/qhop/ |
H A D | qhop_newpc.F | 51 real*8 costh,sinth,cosphi,sinphi,theta,phi 100 sinth=sin(theta) 107 $ -xr(2))-sinth*(xhydr(3)-xr(3)) 109 xhydr2(3)=sinth*cosphi*(xhydr(1)-xr(1))-sinth*sinphi*(xhydr(2) 126 xnew(1)=costh*cosphi*xnew2(1)+sinphi*xnew2(2)+sinth*cosphi 128 xnew(2)=-costh*sinphi*xnew2(1)+cosphi*xnew2(2)-sinth*sinphi 130 xnew(3)=-sinth*xnew2(1)+costh*trasl+xr(3)
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/dports/science/nwchem-data/nwchem-7.0.2-release/src/qhop/ |
H A D | qhop_newpc.F | 51 real*8 costh,sinth,cosphi,sinphi,theta,phi 100 sinth=sin(theta) 107 $ -xr(2))-sinth*(xhydr(3)-xr(3)) 109 xhydr2(3)=sinth*cosphi*(xhydr(1)-xr(1))-sinth*sinphi*(xhydr(2) 126 xnew(1)=costh*cosphi*xnew2(1)+sinphi*xnew2(2)+sinth*cosphi 128 xnew(2)=-costh*sinphi*xnew2(1)+cosphi*xnew2(2)-sinth*sinphi 130 xnew(3)=-sinth*xnew2(1)+costh*trasl+xr(3)
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/dports/graphics/mandelbulber/mandelbulber2-2.26/mandelbulber2/formula/definition/ |
H A D | fractal_mandelbulb_kali.cpp | 41 double sinth = sin(th0); in FormulaCode() local 42 z = aux.r * CVector4(sinth * cos(ph0), sin(ph0) * sinth, cos(th0), 0.0); in FormulaCode() 49 sinth = sin(th0); in FormulaCode() 50 z = zp * CVector4(sinth * cos(ph0), sin(ph0) * sinth, cos(th0), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_bermarte.cpp | 40 double sinth; in FormulaCode() local 48 sinth = sin(th0); in FormulaCode() 49 z = aux.r * CVector4(sinth * cos(ph0), sin(ph0) * sinth, cos(th0), 0.0); in FormulaCode() 70 sinth = sin(th0); in FormulaCode() 71 z = zp * CVector4(sinth * cos(ph0), sin(ph0) * sinth, cos(th0), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_power1234.cpp | 94 double sinth = sin(th); in FormulaCode() local 95 newZ2 = rp * CVector4(sinth * sin(ph), cos(ph) * sinth, cos(th), 0.0); in FormulaCode() 115 double sinth = sin(th); in FormulaCode() local 116 newZ3 = rp * CVector4(sinth * sin(ph), cos(ph) * sinth, cos(th), 0.0); in FormulaCode() 136 double sinth = sin(th); in FormulaCode() local 137 newZ4 = rp * CVector4(sinth * sin(ph), cos(ph) * sinth, cos(th), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_multi.cpp | 75 double sinth = th; in FormulaCode() local 76 if (fractal->transformCommon.functionEnabledyFalse) sinth = th0; in FormulaCode() 77 sinth = sin(sinth); in FormulaCode() 78 z = rp * CVector4(sinth * sin(ph), cos(ph) * sinth, cos(th), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_multi2.cpp | 80 double sinth = th; in FormulaCode() local 81 if (fractal->transformCommon.functionEnabledyFalse) sinth = th0; in FormulaCode() 82 sinth = sin(sinth); in FormulaCode() 83 z = rp * CVector4(sinth * sin(ph), cos(ph) * sinth, cos(th), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_atan2_power2.cpp | 43 double sinth = sin(2.0 * theta1); in FormulaCode() local 44 z.x = sinth * cos(2.0 * phi); in FormulaCode() 45 z.y = sinth * sin(2.0 * phi); in FormulaCode()
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H A D | fractal_mandelbulb_kali_multi.cpp | 40 double sinth; in FormulaCode() local 73 sinth = sin(th0); in FormulaCode() 74 z = aux.r * CVector4(sinth * cos(ph0), sin(ph0) * sinth, cos(th0), 0.0); in FormulaCode() 137 sinth = sin(th0); in FormulaCode() 138 z = zp * CVector4(sinth * cos(ph0), sin(ph0) * sinth, cos(th0), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_plus_z.cpp | 51 double sinth = sin(theta); in FormulaCode() local 52 z = rp * CVector4(sinth * cos(phi), sin(phi) * sinth, cos(theta), 0.0); in FormulaCode()
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H A D | fractal_mandelbulb_juliabulb.cpp | 87 double sinth = th; in FormulaCode() local 88 if (fractal->transformCommon.functionEnabledyFalse) sinth = th0; in FormulaCode() 89 sinth = sin(sinth); in FormulaCode() 90 z = rp * CVector4(sinth * sin(ph), cos(ph) * sinth, cos(th), 0.0); in FormulaCode()
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/dports/science/InsightToolkit/ITK-5.0.1/Modules/Core/Transform/test/ |
H A D | itkQuaternionRigidTransformTest.cxx | 205 const double sinth = std::sin( angle ); in itkQuaternionRigidTransformTest() local 273 q[0] = p[0] * costh - p[1] * sinth; in itkQuaternionRigidTransformTest() 274 q[1] = p[0] * sinth + p[1] * costh; in itkQuaternionRigidTransformTest() 306 q[0] = p[0] * costh - p[1] * sinth; in itkQuaternionRigidTransformTest() 307 q[1] = p[0] * sinth + p[1] * costh; in itkQuaternionRigidTransformTest() 339 q[0] = p[0] * costh - p[1] * sinth; in itkQuaternionRigidTransformTest() 340 q[1] = p[0] * sinth + p[1] * costh; in itkQuaternionRigidTransformTest() 375 q[0] = p[0] * costh - p[1] * sinth; in itkQuaternionRigidTransformTest() 376 q[1] = p[0] * sinth + p[1] * costh; in itkQuaternionRigidTransformTest() 647 q[0] = p[0] * costh - p[1] * sinth; in itkQuaternionRigidTransformTest() [all …]
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H A D | itkRigid2DTransformTest.cxx | 244 const double sinth = std::sin( angle ); in itkRigid2DTransformTest() local 249 mrotation[0][1] = sinth; in itkRigid2DTransformTest() 250 mrotation[1][0] = -sinth; in itkRigid2DTransformTest() 332 q[0] = p[0] * costh + p[1] * sinth; in itkRigid2DTransformTest() 333 q[1] = -p[0] * sinth + p[1] * costh; in itkRigid2DTransformTest() 364 q[0] = p[0] * costh + p[1] * sinth; in itkRigid2DTransformTest() 365 q[1] = -p[0] * sinth + p[1] * costh; in itkRigid2DTransformTest() 396 q[0] = p[0] * costh + p[1] * sinth; in itkRigid2DTransformTest() 397 q[1] = -p[0] * sinth + p[1] * costh; in itkRigid2DTransformTest() 432 q[0] = p[0] * costh + p[1] * sinth; in itkRigid2DTransformTest() [all …]
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H A D | itkRigid3DTransformTest.cxx | 296 const double sinth = std::sin( angle ); in itkRigid3DTransformTest() local 301 mrotation[0][1] = sinth; in itkRigid3DTransformTest() 302 mrotation[1][0] = -sinth; in itkRigid3DTransformTest() 360 q[0] = p[0] * costh + p[1] * sinth; in itkRigid3DTransformTest() 361 q[1] = -p[0] * sinth + p[1] * costh; in itkRigid3DTransformTest() 393 q[0] = p[0] * costh + p[1] * sinth; in itkRigid3DTransformTest() 394 q[1] = -p[0] * sinth + p[1] * costh; in itkRigid3DTransformTest() 426 q[0] = p[0] * costh + p[1] * sinth; in itkRigid3DTransformTest() 427 q[1] = -p[0] * sinth + p[1] * costh; in itkRigid3DTransformTest() 463 q[0] = p[0] * costh + p[1] * sinth; in itkRigid3DTransformTest() [all …]
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/dports/graphics/mandelbulber/mandelbulber2-2.26/mandelbulber2/formula/opencl/ |
H A D | mandelbulb_kali.cl | 30 REAL sinth = native_sin(th0); 31 z = aux->r * (REAL4){sinth * native_cos(ph0), native_sin(ph0) * sinth, native_cos(th0), 0.0f}; 38 sinth = native_sin(th0); 39 z = zp * (REAL4){sinth * native_cos(ph0), native_sin(ph0) * sinth, native_cos(th0), 0.0f};
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H A D | mandelbulb_bermarte.cl | 28 REAL sinth; 36 sinth = native_sin(th0); 37 z = aux->r * (REAL4){sinth * native_cos(ph0), native_sin(ph0) * sinth, native_cos(th0), 0.0f}; 58 sinth = native_sin(th0); 59 z = zp * (REAL4){sinth * native_cos(ph0), native_sin(ph0) * sinth, native_cos(th0), 0.0f};
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H A D | mandelbulb_power1234.cl | 82 REAL sinth = native_sin(th); 83 newZ2 = rp * (REAL4){sinth * native_sin(ph), native_cos(ph) * sinth, native_cos(th), 0.0f}; 103 REAL sinth = native_sin(th); 104 newZ3 = rp * (REAL4){sinth * native_sin(ph), native_cos(ph) * sinth, native_cos(th), 0.0f}; 124 REAL sinth = native_sin(th); 125 newZ4 = rp * (REAL4){sinth * native_sin(ph), native_cos(ph) * sinth, native_cos(th), 0.0f};
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H A D | mandelbulb_multi.cl | 64 REAL sinth = th; 65 if (fractal->transformCommon.functionEnabledyFalse) sinth = th0; 66 sinth = native_sin(sinth); 67 z = rp * (REAL4){sinth * native_sin(ph), native_cos(ph) * sinth, native_cos(th), 0.0f};
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H A D | mandelbulb_multi2.cl | 69 REAL sinth = th; 70 if (fractal->transformCommon.functionEnabledyFalse) sinth = th0; 71 sinth = native_sin(sinth); 72 z = rp * (REAL4){sinth * native_sin(ph), native_cos(ph) * sinth, native_cos(th), 0.0f};
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/dports/biology/babel/babel-1.6/ |
H A D | intcart.c | 18 register double cosph,sinph,costh,sinth,coskh,sinkh; in int_to_cart() local 120 sinth = yb/xyb; in int_to_cart() 121 xpa = costh*xa + sinth*ya; in int_to_cart() 122 ypa = costh*ya - sinth*xa; in int_to_cart() 148 xqd = costh*xpd - sinth*ypd; in int_to_cart() 149 yqd = costh*ypd + sinth*xpd; in int_to_cart()
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H A D | int2cart.c | 44 double cosph, sinph, costh, sinth, coskh, sinkh; in old_int_to_cart() local 139 sinth = yb/xyb; in old_int_to_cart() 140 xpa = xa * costh + ya * sinth; in old_int_to_cart() 141 ypa = ya * costh - xa * sinth; in old_int_to_cart() 174 xqd = xpd * costh - ypd * sinth; in old_int_to_cart() 175 yqd = ypd * costh + xpd * sinth; in old_int_to_cart()
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/dports/science/teem/teem-1.11.0-src/src/limn/ |
H A D | polyfilter.c | 157 double costh, sinth, cosph, sinph, phi, theta; in limnPolyDataSpiralTubeWrap() local 165 sinth = sin(theta); in limnPolyDataSpiralTubeWrap() 169 sinth*sinph, pimp); in limnPolyDataSpiralTubeWrap() 204 double costh, sinth, theta; in limnPolyDataSpiralTubeWrap() local 207 sinth = sin(theta); in limnPolyDataSpiralTubeWrap() 210 sinth, pimp); in limnPolyDataSpiralTubeWrap() 274 sinth = sin(theta); in limnPolyDataSpiralTubeWrap() 279 sinth*sinph, pimp); in limnPolyDataSpiralTubeWrap() 326 double costh, sinth, theta; in limnPolyDataSpiralTubeWrap() local 329 sinth = sin(theta); in limnPolyDataSpiralTubeWrap() [all …]
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/dports/math/vtk6/VTK-6.2.0/ThirdParty/libproj4/vtklibproj4/ |
H A D | proj_ob_tran.c | 31 double costh, sinth; \ 48 xy.x = xy.x * P->costh - xy.y * P->sinth; 49 xy.y = tmp * P->sinth + xy.y * P->costh;; 58 xy.x = xy.x * P->costh + xy.y * P->sinth; 59 xy.y = tmp * - P->sinth + xy.y * P->costh;; 105 P->sinth = sin(theta);
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/dports/science/py-gpaw/gpaw-21.6.0/gpaw/pes/ |
H A D | ds_beta.py | 138 sinth = sqrt(1. - costh ** 2) 141 eps0 = np.array([sinth * cosphi, 142 sinth * sinphi, 153 costhm * cosphi * sinth, 156 costhm * sinphi * sinth, 157 costhm * costh - sinthm * sinth * sinpsi])
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/dports/science/xtb/xtb-6.4.1/src/ |
H A D | intmodes.f90 | 697 sinth=0.d0 709 sinth=yj2/dist 711 yi3=yi2*costh-zi1*sinth 712 yl3=yl2*costh-zl1*sinth 731 real(wp) :: sinth,costh 741 sinth=(a1*b2)-(a2*b1) 836 sinth=yb/xyb 837 xpa=xa*costh+ya*sinth 838 ypa=ya*costh-xa*sinth 883 xqd=xpd*costh-ypd*sinth [all …]
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