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ÚþÿH‰]L‰eHƒÄ[]A\A]ÀI‰Ðë‡L�g0HÇG0M‰âéHÿÿÿèÖþÿH‰Çè×ÕþÿI‹$H‰E(èZÜþÿH‰ÅèÜþÿH‰ïèÊÚþÿf.„AW1ÒI‰÷AVAUATUSH‰ûHƒì(D‹&L‰àH÷wH�ÕH‰D$H‹L‹4ÐM…ötgI‹.I‰ÕH‹MHë$H‹uH…ötOH‹NH1ÒI‰îH‰ÈH÷sI9Õu:H‰õL9áuÚH�uL‰ÿèßþÿ„ÀtÊI‹H�BH…ÒtHƒÄ([]A\A]A^A_À¿PèöÕþÿfïÀH‹SH‹sH‰ÅHÇA‹H�{ L�u@E0¹‰EH‹C(HÇE@L‰uHÇEÇE0€?HÇE8E H‰D$è$ÝþÿH‰Ö„ÀuEH‹ L‹l$L‰eHIÍI‹EH…ÀtUH‹H‰EI‹EH‰(HƒCHƒÄ(H�E[]A\A]A^A_ÀH�T$H‰ßè[ýÿÿL‰à1ÒH÷sH�ÕH‰D$ë–H‹CH‰kH‰EH…ÀtH‹@H1ÒH÷sH‰,ÑH�CI‰Eë�I‰ÅL‹e M…äuRH‹EH‹}1öH�ÅèDÖþÿH‹}H‹uHÇE(HÇE I9þt HÁæè®×þÿH‰ï¾Pè¡×þÿL‰ïè¹ØþÿI�|$I‹$è«ÚþÿL‰ç¾ è~×þÿI‰Üë‰f„AUATUH‰ýSH‰óHƒìHƒþ„ÞH¸ÿÿÿÿÿÿÿI‰ÔH9ƇÜL�,õL‰ïè0ÔþÿL‰ê1öH‰ÇI‰Äè�ÕþÿL�U0H‹uHÇEH…öt[E1ÀL�Mëf�H‹H‰H‹H‰H…öt?H‰ñ1ÒH‹6H‹AH÷óI�ÔH‹8H…ÿuÔH‹}H‰9H‰ML‰Hƒ9t@K‰ ÄI‰ÐH…öuÅ@H‹}H‹uL9×t HÁæèšÖþÿH‰]L‰eHƒÄ[]A\A]ÀI‰Ðë‡L�g0HÇG0M‰âéHÿÿÿèÓþÿH‰ÇègÒþÿI‹$H‰E(èêØþÿH‰Åè¢ØþÿH‰ïèZ×þÿf.„AW1ÒAVAUI‰õATUSH‰ûHƒì(D‹&L‰àH÷wH�ÕH‰D$H‹L‹4ÐM…ötgI‹.I‰×H‹Më$H‹uH…ötOH‹N1ÒI‰îH‰ÈH÷sI9×u:H‰õI9ÌuÚH�uL‰ïè¦Ûþÿ„ÀtÊI‹L�pH…ÀtHƒÄ(L‰ð[]A\A]A^A_Ã@¿ è†ÒþÿHÇH‰ÅA‹EL�u‰EL‰÷è‰ÕþÿH‹C(H‹SH�{ H‹s¹H‰D$èÚÙþÿH‰Ö„Àu3H‹ L‹l$L‰eIÍI‹EH…ÀtCH‹H‰EI‹EH‰(HƒCémÿÿÿH�T$H‰ßè“ýÿÿL‰à1ÒH÷sH�ÕH‰D$ë¨H‹CH‰kH‰EH…ÀtH‹@1ÒH÷sH‰,ÑH�CI‰Eë¢I‰ÄL‰÷èÔ×þÿH‰ï¾ è§ÔþÿL‰çè¿ÕþÿHƒìHƒÄÃ// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
// NB: The functions named NoneXxxI0_basisAt() are dummy functions used when
// not coloring by a field. They are never called.
// Forward-declare the "generic" shape gradient so that specializations of
// {{ShapeName}}_normalToSideAt() can call it. This way things will just
// work, even with curved elements.
void shapeGradientAt(in vec3 param, in float coeff[{ShapeCoeffPerCell}], out vec3 dxdr, out vec3 dxds, out vec3 dxdt);
#define RealT float
#ifdef SHAPE_pyramid
int pyramid_axisPermutationForSide(in int side)
{{
switch(side)
{{
case 0: return 2; // (+r, +t) = -S
case 1: return 1; // (+s, +t) = +R
case 2: return 3; // (-r, +t) = +S
case 3: return 0; // (-s, +t) = -R
case 4: return 4; // (-r, -s) = -T
// case 5: return 5; // (+r, +s) = +T
// case 1: return 6; // (-r+s,-r-s+t) = +RST
// case 2: return 0; // (-s, +t) = -R
// case 3: return 4; // (-r, -s) = -T
}}
}}
vec3 pyramid_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 dxdr;
vec3 dxds;
vec3 dxdt;
vec3 nn;
shapeGradientAt(rst, shapeVals, dxdr, dxds, dxdt);
vec3 corners[5];
if (sideId < 4)
{{
for (int ii = 0; ii < 5; ++ii)
{{
corners[ii] = vec3(shapeVals[ii * 3], shapeVals[ii * 3 + 1], shapeVals[ii * 3 + 2]);
}}
}}
switch (sideId)
{{
// Triangles
#if 0
// NB: These work for a linear pyramid but will not compute normals for higher-order pyramids.
case 0: nn = cross(corners[1] - corners[0], corners[4] - corners[0]); break;
case 1: nn = cross(corners[2] - corners[1], corners[4] - corners[1]); break;
case 2: nn = cross(corners[3] - corners[2], corners[4] - corners[2]); break;
case 3: nn = cross(corners[0] - corners[3], corners[4] - corners[3]); break;
#else
// NB: These would work in theory for higher-order pyramids, but fail due to a degeneracy in the parameter space.
case 0: nn = cross( dxdr, dxds + 0.5 * dxdt); break; // -S -dxds + dxdt cross(dxdr, dxdt)
case 1: nn = cross( dxds, -dxdr + 0.5 * dxdt); break; // +R dxdr + dxdt cross(dxds, dxdt)
case 2: nn = cross(-dxdr, -dxds + 0.5 * dxdt); break; // +S dxds + dxdt cross(dxdt, dxdr)
case 3: nn = cross(-dxds, dxdr + 0.5 * dxdt); break; // -R -dxdr + dxdt cross(dxdt, dxds)
#endif
// Quadrilateral
case 4: nn = cross(dxds, dxdr); break; // -T
// Edges and vertices should not be shaded.
default: nn = cameraVector; break;
}}
return normalize(nn);
}}
void NonePyrI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NonePyrC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_pyramid */
#ifdef SHAPE_wedge
int wedge_axisPermutationForSide(in int side)
{{
switch(side)
{{
case 0: return 2; // (+r, +t) = -S
case 1: return 6; // (-r+s, +t) = +RS
case 2: return 0; // (-s, +t) = -R
case 3: return 4; // (-r, -s) = -T
case 4: return 5; // (+r, +s) = +T
}}
}}
vec3 wedge_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 dxdr;
vec3 dxds;
vec3 dxdt;
vec3 nn;
shapeGradientAt(rst, shapeVals, dxdr, dxds, dxdt);
switch (sideId)
{{
// Quadrilaterals
case 0: nn = cross(dxdr, dxdt); break; // -S
case 1: nn = cross(dxds - dxdr, dxdt); break; // +RS
case 2: nn = cross(dxdt, dxds); break; // -R
// Triangles
case 3: nn = cross(dxds, dxdr); break; // -T
case 4: nn = cross(dxdr, dxds); break; // +T
// Edges and vertices should not be shaded.
default: nn = cameraVector; break;
}}
return normalize(nn);
}}
void NoneWdgI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneWdgC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_wedge */
#ifdef SHAPE_hexahedron
int hexahedron_axisPermutationForSide(in int side)
{{
switch(side)
{{
case 0: return 2; // (+r, +t) = -S
case 1: return 1; // (+s, +t) = +R
case 2: return 3; // (-r, +t) = +S
case 3: return 0; // (-s, +t) = -R
case 4: return 4; // (-r, -s) = -T
case 5: return 5; // (+r, +s) = +T
// case 1: return 6; // (-r+s,-r-s+t) = +RST
// case 2: return 0; // (-s, +t) = -R
// case 3: return 4; // (-r, -s) = -T
}}
}}
vec3 hexahedron_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 dxdr;
vec3 dxds;
vec3 dxdt;
vec3 nn;
shapeGradientAt(rst, shapeVals, dxdr, dxds, dxdt);
switch (sideId)
{{
// Quadrilaterals
case 0: nn = cross(dxdr, dxdt); break; // -S
case 1: nn = cross(dxds, dxdt); break; // +R
case 2: nn = cross(dxdt, dxdr); break; // +S
case 3: nn = cross(dxdt, dxds); break; // -R
case 4: nn = cross(dxds, dxdr); break; // -T
case 5: nn = cross(dxdr, dxds); break; // +T
// Edges and vertices should be rendered without shading.
default: nn = cameraVector; break;
}}
return normalize(nn);
}}
void NoneHexI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneHexC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_hexahedron */
#ifdef SHAPE_tetrahedron
int tetrahedron_axisPermutationForSide(in int side)
{{
switch(side)
{{
case 0: return 2; // (+r, +t) = -S
case 1: return 6; // (-r+s,-r-s+t) = +RST
case 2: return 0; // (-s, +t) = -R
case 3: return 4; // (-r, -s) = -T
}}
}}
vec3 tetrahedron_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 dxdr;
vec3 dxds;
vec3 dxdt;
vec3 nn;
shapeGradientAt(rst, shapeVals, dxdr, dxds, dxdt);
switch (sideId)
{{
// Triangles
case 0: nn = cross(dxdr, dxdt); break; // -S
case 1: nn = cross(-dxdr + dxds, dxdt - dxdr); break; // +RS
case 2: nn = cross(dxdt, dxds); break; // -R
case 3: nn = cross(dxds, dxdr); break; // -T
// Edges and vertices should not be shaded.
default: nn = cameraVector; break;
}}
return normalize(nn);
}}
void NoneTetI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneTetC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_tetrahedron */
#ifdef SHAPE_quadrilateral
int quadrilateral_axisPermutationForSide(in int side)
{{
switch(side)
{{
case -1: return 5; // (+r, +s) = +T (rendering the cell itself)
case 0: return 2; // (+r, +t) = -S
case 1: return 1; // (+s, +t) = +R
case 2: return 3; // (-r, +t) = +S
case 3: return 0; // (-s, +t) = -R
// case 4: return 4; // (-r, -s) = -T
// case 5: return 5; // (+r, +s) = +T
// case 1: return 6; // (-r+s,-r-s+t) = +RST
// case 2: return 0; // (-s, +t) = -R
// case 3: return 4; // (-r, -s) = -T
}}
}}
vec3 quadrilateral_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 dxdr;
vec3 dxds;
vec3 dxdt; // Note this should always be zero.
vec3 nn;
shapeGradientAt(rst, shapeVals, dxdr, dxds, dxdt);
switch (sideId)
{{
// Self
case -1: nn = cross(dxdr, dxds); break; // +T
// Edges and vertices should not be shaded.
default: nn = cameraVector; break;
}}
return normalize(nn);
}}
void NoneQuadI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneQuadC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_quadrilateral */
#ifdef SHAPE_triangle
int triangle_axisPermutationForSide(in int side)
{{
switch(side)
{{
case -1: return 5; // (+r, +s) = +T (normal to triangle itself)
case 0: return 2; // (+r, +t) = -S
case 1: return 6; // (-r+s,-r-s) = +RS (T)
case 2: return 0; // (-s, +t) = -R
// case 3: return 4; // (-r, -s) = -T
}}
}}
vec3 triangle_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 dxdr;
vec3 dxds;
vec3 dxdt; // This will always be zero.
vec3 nn;
shapeGradientAt(rst, shapeVals, dxdr, dxds, dxdt);
switch (sideId)
{{
// Self
case -1: nn = cross(dxdr, dxds); break; // +T
// Edges and vertices should not be shaded.
default: nn = cameraVector; break;
}}
return normalize(nn);
}}
void NoneTriI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneTriC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_triangle */
#ifdef SHAPE_edge
int edge_axisPermutationForSide(in int side)
{{
if (side < 0) {{ return 7; }} // Camera-facing normal.
return side; // side 0 = -R (0), side 1 = +R (1)
}}
vec3 edge_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
return normalize(cameraVector);
}}
void NoneEdgeI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneEdgeC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_edge */
#ifdef SHAPE_vertex
int vertex_axisPermutationForSide(in int side)
{{
return 7; // Camera-facing normal
}}
vec3 vertex_normalToSideAt(in int sideId, in float shapeVals[{ShapeCoeffPerCell}], in vec3 rst, in vec3 cameraVector)
{{
vec3 nn;
nn = cameraVector;
return normalize(nn);
}}
void NoneVertI0_basisAt(in vec3 param, out float[1] basis) {{ }}
void NoneVertC1_basisAt(in vec3 param, out float[1] basis) {{ }}
#endif /* SHAPE_vertex */
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
// NB: NumIntPt does *NOT* have to be equivalent to NumPtsPerCell.
// They are different when the "shape" attribute has a different
// interpolation order than the "color" attribute.
// Number Of corner vertices per (triangular) side
#define NumPtsPerSide {NumPtsPerSide}
// Number of corner vertices per (tetrahedral) cell
#define NumPtsPerCell {NumPtsPerCell}
// The starting ID of all sides of this type (or 0 when DrawingCellsNotSides is true).
#define SideOffset {SideOffset}
// Non-zero (true) when coloring by a scalar field (i.e., color_vals is provided)
#define HaveColors {HaveColors}
// Non-zero (true) when drawing cells rather than sides of cells
#define DrawingCellsNotSides {DrawingCellsNotSides}
// Defines SHAPE_hexahedron, SHAPE_tetrahedron, etc. based on the shape of cell being processed.
// This is used to determine "normal" direction vectors from the shape gradient.
#define SHAPE_{ShapeName} {ShapeName}
// Ensure only the basis functions required are processed by the GLSL compiler.
#define BASIS_{ShapeBasisName}
#ifndef BASIS_{ColorBasisName}
// Now, the color basis and shape basis might be the same.
// Prevent a warning; do not define the same BASIS_xxx macro twice.
# define BASIS_{ColorBasisName}
#endif
// Define which interpolation functions to call for the cell shape and color.
#define axisPermutationForSide {ShapeName}_axisPermutationForSide
#define normalToSideAt {ShapeName}_normalToSideAt
// Define different kinds of color override types
#define ScalarVisualizationOverride_NONE {ScalarVisualizationOverride_NONE}
#define ScalarVisualizationOverride_R {ScalarVisualizationOverride_R}
#define ScalarVisualizationOverride_S {ScalarVisualizationOverride_S}
#define ScalarVisualizationOverride_T {ScalarVisualizationOverride_T}
#define ScalarVisualizationOverride_L2_NORM_R_S {ScalarVisualizationOverride_L2_NORM_R_S}
#define ScalarVisualizationOverride_L2_NORM_S_T {ScalarVisualizationOverride_L2_NORM_S_T}
#define ScalarVisualizationOverride_L2_NORM_T_R {ScalarVisualizationOverride_L2_NORM_T_R}
//VTK::System::Dec
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
//VTK::Camera::Dec
//VTK::Output::Dec
// Position of vertex in view coordinates.
//VTK::PositionVC::Dec
// The normal of the output primitive in view coordinates.
//VTK::Normal::Dec
// Depth Peeling Support
//VTK::DepthPeeling::Dec
// handle coincident offsets
//VTK::Coincident::Dec
// Value raster
//VTK::ValuePass::Dec
// Lights
//VTK::Light::Dec
smooth in vec3 pcoordVSOutput;
#if {UsesGeometryShaders}
// distance of fragment from origin in patch coordinate system.
smooth in vec3 patchDistanceGSOutput;
// distance of fragment from origin in parametric coordinate system
// of the tessellated output primitive.
smooth in vec3 primDistanceGSOutput;
#endif
flat in int cellIdVSOutput;
flat in int instanceIdVSOutput;
uniform sampler2D color_map;
uniform vec3 color_range;
uniform int color_component;
// The indices of all DOFs for all cells of this shape.
uniform highp isamplerBuffer shape_conn;
// The (x,y,z) points of each DOF in the entire mesh.
uniform samplerBuffer shape_vals;
// We may need this if the color and shape have different interpolation orders
// **and** the color attribute is continuous (i.e., shares coefficients at cell boundaries).
uniform highp isamplerBuffer color_conn;
// The coefficient of each basis function at each integration point in each cell.
uniform samplerBuffer color_vals;
// basic material shading capabilities
uniform vec3 color_ambient;
uniform vec3 color_diffuse;
uniform vec3 color_specular;
uniform vec3 color_ambient_bf; // backface
uniform vec3 color_diffuse_bf; // backface
uniform vec3 color_specular_bf; // backface
uniform float intensity_ambient;
uniform float intensity_diffuse;
uniform float intensity_specular;
uniform float intensity_opacity;
uniform float intensity_ambient_bf; // backface
uniform float intensity_diffuse_bf; // backface
uniform float intensity_specular_bf; // backface
uniform float intensity_opacity_bf; // backface
uniform float power_specular;
uniform float power_specular_bf; // backface
uniform int enable_specular;
// Picking
/// Picking pass that the renderer is currently in.
uniform int picking_pass;
/// This corresponds to index of a value in vtkCellGrid::GetCellTypes() for the cell being rendered.
uniform int celltype_idx;
/// x: Index of a vtkDGCell::Source spec object. y: Index of the offset into connectivity array.
/// A spec object corresponds to elements of `std::vector<vtkDGCell::Source>`.
/// For side-specs the index starts from 1. 0 is reserved for cell-spec object.
uniform int sidespec_idx;
/// Index for actor/composite/process pass
uniform vec3 mapper_idx_components;
// debugging
uniform int color_override_type;
{commonDefs}
{cellEval}
{cellUtil}
#if {UsesTessellationShaders}
float amplify(float d, float scale, float offset)
{{
d = scale * d + offset;
d = 1 - exp2(-2*d*d);
d = clamp(d, 0, 1);
return d;
}}
#endif
/// Split the 32-bit integer into 4 individual 8-bit integers.
/// The LSBs are stored in 'red' component and the MSBs are output in 'alpha' component.
vec4 split_integer_components(int value)
{{
vec4 result;
result.r = float(value % 256)/255.0f;
result.g = float((value / 256) % 256)/255.0f;
result.b = float((value / 65536) % 256)/255.0f;
result.a = float(value) / 255.0;
return result;
}}
void main()
{{
//VTK::PositionVC::Impl
// Place any calls that require uniform flow (e.g. dFdx) here.
//VTK::UniformFlow::Impl
// Set gl_FragDepth here (gl_FragCoord.z by default)
//VTK::Depth::Impl
// Early depth peeling abort:
//VTK::DepthPeeling::PreColor
float colorValues[{ColorCoeffPerCell}];
float fieldValue[{ColorNumValPP}];
float scalar; // The non-normalized scalar value computed from a fieldValue tuple.
vec2 texCoord; // Used for color lookup.
if ({HaveColors})
{{
float shapeValues[{ShapeCoeffPerCell}];
shapeValuesForCell(cellIdVSOutput, shapeValues);
if ({ColorContinuous})
{{
// Continuous (shared) field values
for (int ii = 0; ii < {ColorNumBasisFun}; ++ii)
{{
int dofId = texelFetchBuffer(color_conn, cellIdVSOutput * {ColorNumBasisFun} + ii).s;
for (int jj = 0; jj < {ColorMultiplicity}; ++jj)
{{
colorValues[ii * {ColorMultiplicity} + jj] = texelFetchBuffer(color_vals, dofId * {ColorMultiplicity} + jj).x;
}}
}}
}}
else
{{
// Discontinuous field values
for (int ii = 0; ii < {ColorNumBasisFun}; ++ii)
{{
for (int jj = 0; jj < {ColorMultiplicity}; ++jj)
{{
int colorValTBIdx = (cellIdVSOutput * {ColorNumBasisFun} + ii) * {ColorMultiplicity} + jj;
int colorValVSIdx = ii * {ColorMultiplicity} + jj;
colorValues[colorValVSIdx] = texelFetchBuffer(color_vals, colorValTBIdx).x;
}}
}}
}}
// Evaluate the basis function at this fragment's parametric coords (pcoordVSOutput),
// yielding the \a fieldValue tuple.
colorEvaluateAt(pcoordVSOutput, shapeValues, colorValues, fieldValue);
// Choose how we map the \a fieldValue tuple into a texture-map coordinate.
switch (color_component)
{{
case -2:
// Lâ‚‚ norm:
{{
float mag = 0.0;
for (int cc = 0; cc < {ColorNumValPP}; ++cc)
{{
mag += fieldValue[cc] * fieldValue[cc];
}}
scalar = sqrt(mag);
}}
break;
case -1:
// L� norm (choose the maximum across components):
{{
scalar = fieldValue[0];
for (int cc = 1; cc < {ColorNumValPP}; ++cc)
{{
if (fieldValue[cc] > scalar)
{{
scalar = fieldValue[cc];
}}
}}
}}
break;
default:
// Choose a single component.
scalar = fieldValue[color_component];
}}
if (color_range[2] > 0.0)
{{
texCoord = vec2((scalar - color_range[0]) / color_range[2], 0.0);
}}
else
{{
texCoord = vec2((scalar - color_range[0]), 0.0);
}}
// texCoord = vec2(colorValues[3], 0.);
}}
vec4 color;
vec3 ambientColor;
vec3 diffuseColor;
vec3 specularColor;
float opacity;
float specularPower = 0.0f;
if ({HaveColors})
{{
vec3 pcoord = pcoordVSOutput;
switch (color_override_type)
{{
case ScalarVisualizationOverride_R:
color = texture(color_map, vec2(pcoord.x * 0.5 + 0.5, 0.0));
break;
case ScalarVisualizationOverride_S:
color = texture(color_map, vec2(pcoord.y * 0.5 + 0.5, 0.0));
break;
case ScalarVisualizationOverride_T:
color = texture(color_map, vec2(pcoord.z * 0.5 + 0.5, 0.0));
break;
case ScalarVisualizationOverride_L2_NORM_R_S:
color = texture(color_map, vec2(length(pcoord.xy) * 0.707106f, 0.0));
break;
case ScalarVisualizationOverride_L2_NORM_S_T:
color = texture(color_map, vec2(length(pcoord.yz) * 0.707106f, 0.0));
break;
case ScalarVisualizationOverride_L2_NORM_T_R:
color = texture(color_map, vec2(length(pcoord.zx) * 0.707106f, 0.0));
break;
case ScalarVisualizationOverride_NONE:
default:
color = texture(color_map, texCoord);
break;
}}
// color = vec4((colorValues[0] - color_range[0])/color_range[2], (colorValues[1] - color_range[0])/color_range[2], (colorValues[2] - color_range[0])/color_range[2], 1.0);
// color = vec4(texCoord.s, texCoord.s, texCoord.s, 1.0);
ambientColor = intensity_ambient * color.rgb;
diffuseColor = intensity_diffuse * color.rgb;
specularColor = intensity_specular * color.rgb;
opacity = intensity_opacity * color.a;
}}
else
{{
// FIXME: gl_FrontFacing cannot be relied upon for some reason.
// 1. Dual depth peeling works and sometimes doesn't.
// 2. Backfaces are not rendered.
// if (gl_FrontFacing == false)
// {{
// ambientColor = intensity_ambient_bf * color_ambient_bf;
// diffuseColor = intensity_diffuse_bf * color_diffuse_bf;
// specularColor = intensity_specular_bf * color_specular_bf;
// opacity = intensity_opacity_bf;
// specularPower = power_specular_bf;
// }}
// else
{{
ambientColor = intensity_ambient * color_ambient;
diffuseColor = intensity_diffuse * color_diffuse;
specularColor = intensity_specular * color_specular;
opacity = intensity_opacity;
specularPower = power_specular;
}}
}}
//VTK::Normal::Impl
// vtkGLSLModLight inverts the z component of normal when gl_FrontFacing == false.
// Some OpenGL implementations strictly adhere to the spec and set that property to false
// when rendering lines and points.
// This block reorients the normal vector to always point towards the camera to
// avoid black lines and points.
if ((DrawingCellsNotSides && NumPtsPerCell <= 2) || (!DrawingCellsNotSides && NumPtsPerSide <= 2))
{{
vertexNormalVCVS.z = 1;
normalizedNormalVCVSOutput.z = 1;
}}
//VTK::Light::Impl
// Discard fully transparent pixels
if (gl_FragData[0].a <= 0.0) discard;
#if {UsesGeometryShaders}
#if {GSOutputMaxVertices} == 3
// minimum distance from all primitive edges.
float d1 = min(min(primDistanceGSOutput.x, primDistanceGSOutput.y), primDistanceGSOutput.z);
#if {PatchSize} == 3
// minimum distance from all patch edges.
float d2 = min(min(patchDistanceGSOutput.x, patchDistanceGSOutput.y), patchDistanceGSOutput.z);
#elif {PatchSize} == 4
// minimum distance from all patch edges.
float d2 = min(patchDistanceGSOutput.x, patchDistanceGSOutput.y);
#endif
gl_FragData[0].rgb *= amplify(d1, 40, -0.5) * amplify(d2, 60, -0.5);
#elif {GSOutputMaxVertices} == 2
// minimum distance from two end points of primitive.
float d1 = primDistanceGSOutput.x;
// minimum distance from two end points of patch.
float d2 = patchDistanceGSOutput.x;
gl_FragData[0].rgb *= amplify(d1, 40, -0.5) * amplify(d2, 60, -0.5);
#endif
#endif
//VTK::DepthPeeling::Impl
switch (picking_pass)
{{
case -1:
break;
case 0: // ACTOR_PASS
case 1: // COMPOSITE_INDEX_PASS
case 4: // PROCESS_PASS
gl_FragData[0].rgb = mapper_idx_components;
gl_FragData[0].a = 1.0;
break;
case 2: // POINT_ID_LOW24
case 3: // POINT_ID_HIGH24
case 5: // CELL_ID_LOW24
case 6: // CELL_ID_HIGH24
break;
case 7: // CELLGRID_CELL_TYPE_INDEX_PASS
gl_FragData[0].rgb = split_integer_components(celltype_idx).rgb;
gl_FragData[0].a = 1.0;
break;
case 8: // CELLGRID_SOURCE_INDEX_PASS
if ({DrawingCellsNotSides})
{{
gl_FragData[0].rgb = vec3(0.0);
}}
else
{{
gl_FragData[0].rgb = split_integer_components(sidespec_idx).rgb;
}}
gl_FragData[0].a = 1.0;
break;
case 9: // CELLGRID_TUPLE_ID_LOW24
gl_FragData[0].rgb = split_integer_components(instanceIdVSOutput).rgb;
gl_FragData[0].a = 1.0;
break;
case 10: // CELLGRID_TUPLE_ID_HIGH24
gl_FragData[0].r = split_integer_components(instanceIdVSOutput).a;
gl_FragData[0].gba = vec3(0.0, 0.0, 1.0);
break;
default:
break;
}}
}}
//VTK::System::Dec
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
//VTK::Camera::Dec
layout(vertices = {PatchSize}) out;
flat in int cellIdVSOutput[];
flat in int sideIdVSOutput[];
flat in int instanceIdVSOutput[];
smooth in vec3 pcoordVSOutput[];
patch out int cellIdTCSOutput;
patch out int sideIdTCSOutput;
patch out int instanceIdTCSOutput;
out vec3 pcoordTCSOutput[];
uniform ivec2 tessellation_levels_range;
uniform float max_distance;
#if {PatchSize} == 2
void prepareTessellationLevels()
{{
// ----------------------------------------------------------------------
int min_tl = tessellation_levels_range[0];
int max_tl = tessellation_levels_range[1];
// ----------------------------------------------------------------------
// Step 1: transform each vertex into eye space
vec4 eyeSpacePos0 = MCVCMatrix * gl_in[0].gl_Position;
vec4 eyeSpacePos1 = MCVCMatrix * gl_in[1].gl_Position;
// ----------------------------------------------------------------------
// Step 2: "distance" from camera scaled between 0 and 1
float distance0 = clamp((abs(eyeSpacePos0.z)) / (max_distance), 0.0f, 1.0f);
float distance1 = clamp((abs(eyeSpacePos1.z)) / (max_distance), 0.0f, 1.0f);
// ----------------------------------------------------------------------
// Step 3: interpolate edge tessellation level based on closer vertex
float tessLevel0 = mix(max_tl, min_tl, min(distance1, distance0));
// ----------------------------------------------------------------------
// Step 4: set the corresponding outer edge tessellation levels
gl_TessLevelOuter[0] = 1;
gl_TessLevelOuter[1] = tessLevel0;
}}
#elif {PatchSize} == 3
void prepareTessellationLevels()
{{
// ----------------------------------------------------------------------
int min_tl = tessellation_levels_range[0];
int max_tl = tessellation_levels_range[1];
// ----------------------------------------------------------------------
// Step 1: transform each vertex into eye space
vec4 eyeSpacePos00 = MCVCMatrix * gl_in[0].gl_Position;
vec4 eyeSpacePos01 = MCVCMatrix * gl_in[1].gl_Position;
vec4 eyeSpacePos11 = MCVCMatrix * gl_in[2].gl_Position;
// ----------------------------------------------------------------------
// Step 2: "distance" from camera scaled between 0 and 1
float distance00 = clamp((abs(eyeSpacePos00.z)) / (max_distance), 0.0f, 1.0f);
float distance01 = clamp((abs(eyeSpacePos01.z)) / (max_distance), 0.0f, 1.0f);
float distance11 = clamp((abs(eyeSpacePos11.z)) / (max_distance), 0.0f, 1.0f);
// ----------------------------------------------------------------------
// Step 3: interpolate edge tessellation level based on closer vertex
float tessLevel0 = mix(max_tl, min_tl, min(distance11, distance00));
float tessLevel1 = mix(max_tl, min_tl, min(distance00, distance01));
float tessLevel2 = mix(max_tl, min_tl, min(distance01, distance11));
// ----------------------------------------------------------------------
// Step 4: set the corresponding outer edge tessellation levels
gl_TessLevelOuter[0] = tessLevel0;
gl_TessLevelOuter[1] = tessLevel1;
gl_TessLevelOuter[2] = tessLevel2;
// ----------------------------------------------------------------------
// Step 5: set the inner tessellation levels to the max of the three edges
gl_TessLevelInner[0] = max(tessLevel0, max(tessLevel1, tessLevel2));
}}
#elif {PatchSize} == 4
void prepareTessellationLevels()
{{
// ----------------------------------------------------------------------
int min_tl = tessellation_levels_range[0];
int max_tl = tessellation_levels_range[1];
// ----------------------------------------------------------------------
// Step 1: transform each vertex into eye space
vec4 eyeSpacePos00 = MCVCMatrix * gl_in[0].gl_Position;
vec4 eyeSpacePos01 = MCVCMatrix * gl_in[1].gl_Position;
vec4 eyeSpacePos10 = MCVCMatrix * gl_in[2].gl_Position;
vec4 eyeSpacePos11 = MCVCMatrix * gl_in[3].gl_Position;
// ----------------------------------------------------------------------
// Step 2: "distance" from camera scaled between 0 and 1
float distance00 = clamp((abs(eyeSpacePos00.z)) / (max_distance), 0.0f, 1.0f);
float distance01 = clamp((abs(eyeSpacePos01.z)) / (max_distance), 0.0f, 1.0f);
float distance10 = clamp((abs(eyeSpacePos10.z)) / (max_distance), 0.0f, 1.0f);
float distance11 = clamp((abs(eyeSpacePos11.z)) / (max_distance), 0.0f, 1.0f);
// ----------------------------------------------------------------------
// Step 3: interpolate edge tessellation level based on closer vertex
float tessLevel0 = mix(max_tl, min_tl, min(distance10, distance00));
float tessLevel1 = mix(max_tl, min_tl, min(distance00, distance01));
float tessLevel2 = mix(max_tl, min_tl, min(distance01, distance11));
float tessLevel3 = mix(max_tl, min_tl, min(distance11, distance10));
// ----------------------------------------------------------------------
// Step 4: set the corresponding outer edge tessellation levels
gl_TessLevelOuter[0] = tessLevel0;
gl_TessLevelOuter[1] = tessLevel1;
gl_TessLevelOuter[2] = tessLevel2;
gl_TessLevelOuter[3] = tessLevel3;
// ----------------------------------------------------------------------
// Step 5: set the inner tessellation levels to the max of the two parallel edges
gl_TessLevelInner[0] = max(tessLevel1, tessLevel3);
gl_TessLevelInner[1] = max(tessLevel0, tessLevel2);
}}
#endif
void main()
{{
if (gl_InvocationID == 0)
{{
prepareTessellationLevels();
// It's okay to copy only the first value, because all patch vertices come from the same cell/side
cellIdTCSOutput = cellIdVSOutput[0];
sideIdTCSOutput = sideIdVSOutput[0];
}}
instanceIdTCSOutput = instanceIdVSOutput[gl_InvocationID];
gl_out[gl_InvocationID].gl_Position = gl_in[gl_InvocationID].gl_Position;
pcoordTCSOutput[gl_InvocationID] = pcoordVSOutput[gl_InvocationID];
}}
//VTK::System::Dec
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
layout({GSInputPrimitive}) in;
layout({GSOutputPrimitive}, max_vertices = {GSOutputMaxVertices}) out;
flat in int cellIdTESOutput[{GSOutputMaxVertices}];
flat in int instanceIdTESOutput[{GSOutputMaxVertices}];
smooth in vec3 patchDistanceTESOutput[{GSOutputMaxVertices}];
smooth in vec3 normalVCTESOutput[{GSOutputMaxVertices}];
smooth in vec4 vertexVCTESOutput[{GSOutputMaxVertices}];
smooth in vec3 pcoordTESOutput[{GSOutputMaxVertices}];
flat out int cellIdGSOutput;
flat out int instanceIdGSOutput;
smooth out vec3 patchDistanceGSOutput;
smooth out vec3 normalVCGSOutput;
smooth out vec4 vertexVCGSOutput;
smooth out vec3 pcoordGSOutput;
smooth out vec3 primDistanceGSOutput;
void main()
{{
#if {GSOutputMaxVertices} == 3
cellIdGSOutput = cellIdTESOutput[0];
instanceIdGSOutput = instanceIdTESOutput[0];
patchDistanceGSOutput = patchDistanceTESOutput[0];
normalVCGSOutput = normalVCTESOutput[0];
vertexVCGSOutput = vertexVCTESOutput[0];
pcoordGSOutput = pcoordTESOutput[0];
primDistanceGSOutput = vec3(1, 0, 0);
gl_Position = gl_in[0].gl_Position;
EmitVertex();
cellIdGSOutput = cellIdTESOutput[1];
instanceIdGSOutput = instanceIdTESOutput[1];
patchDistanceGSOutput = patchDistanceTESOutput[1];
normalVCGSOutput = normalVCTESOutput[1];
vertexVCGSOutput = vertexVCTESOutput[1];
pcoordGSOutput = pcoordTESOutput[1];
primDistanceGSOutput = vec3(0, 1, 0);
gl_Position = gl_in[1].gl_Position;
EmitVertex();
cellIdGSOutput = cellIdTESOutput[2];
instanceIdGSOutput = instanceIdTESOutput[2];
patchDistanceGSOutput = patchDistanceTESOutput[2];
normalVCGSOutput = normalVCTESOutput[2];
vertexVCGSOutput = vertexVCTESOutput[2];
pcoordGSOutput = pcoordTESOutput[2];
primDistanceGSOutput = vec3(0, 0, 1);
gl_Position = gl_in[2].gl_Position;
EmitVertex();
EndPrimitive();
#elif {GSOutputMaxVertices} == 2
cellIdGSOutput = cellIdTESOutput[0];
instanceIdGSOutput = instanceIdTESOutput[0];
patchDistanceGSOutput = patchDistanceTESOutput[0];
normalVCGSOutput = normalVCTESOutput[1];
vertexVCGSOutput = vertexVCTESOutput[1];
pcoordGSOutput = pcoordTESOutput[1];
primDistanceGSOutput = vec3(0, 0, 0);
gl_Position = gl_in[0].gl_Position;
EmitVertex();
cellIdGSOutput = cellIdTESOutput[1];
instanceIdGSOutput = instanceIdTESOutput[1];
patchDistanceGSOutput = patchDistanceTESOutput[1];
normalVCGSOutput = normalVCTESOutput[1];
vertexVCGSOutput = vertexVCTESOutput[1];
pcoordGSOutput = pcoordTESOutput[1];
primDistanceGSOutput = vec3(1, 0, 0);
gl_Position = gl_in[1].gl_Position;
EmitVertex();
EndPrimitive();
#endif
}}
//VTK::System::Dec
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
//VTK::Camera::Dec
/// A comma separated list of strings with one or more of the following options:
/// 1. The shape of the abstract patch which will be tessellated - isolines, triangles, quads.
/// 2. The type of spacing between tessellated vertices - cw, ccw
/// 3. The ordering of tessellated vertices that primitive generator must use - isolines, triangles, quads
/// 4. Whether points must be rendered - point_mode
layout({TessellationOptions}) in;
// The indices of all DOFs for all cells of this shape.
uniform highp isamplerBuffer shape_conn;
// The (x,y,z) points of each DOF in the entire mesh.
uniform samplerBuffer shape_vals;
patch in int cellIdTCSOutput;
patch in int sideIdTCSOutput;
patch in int instanceIdTCSOutput;
in vec3 pcoordTCSOutput[];
flat out int cellIdTESOutput;
flat out int instanceIdTESOutput;
#if {UsesGeometryShaders}
smooth out vec3 patchDistanceTESOutput;
#endif
smooth out vec3 normalVCTESOutput;
smooth out vec4 vertexVCTESOutput;
smooth out vec3 pcoordTESOutput;
{commonDefs}
{cellEval}
{cellUtil}
vec3 interpolate_2(in vec3 v0, in vec3 v1)
{{
return vec3(gl_TessCoord.x) * v0 + vec3(1.0 - gl_TessCoord.x) * v1;
}}
vec4 interpolate_2(in vec4 v0, in vec4 v1)
{{
return vec4(gl_TessCoord.x) * v0 + vec4(1.0 - gl_TessCoord.x) * v1;
}}
vec3 interpolate_3(in vec3 v0, in vec3 v1, in vec3 v2)
{{
return vec3(gl_TessCoord.x) * v0 + vec3(gl_TessCoord.y) * v1 + vec3(gl_TessCoord.z) * v2;
}}
vec4 interpolate_3(in vec4 v0, in vec4 v1, in vec4 v2)
{{
return vec4(gl_TessCoord.x) * v0 + vec4(gl_TessCoord.y) * v1 + vec4(gl_TessCoord.z) * v2;
}}
vec3 interpolate_4(in vec3 v0, in vec3 v1, in vec3 v2, in vec3 v3)
{{
vec3 a = mix(v0, v1, gl_TessCoord.x);
vec3 b = mix(v3, v2, gl_TessCoord.x);
return mix(a, b, gl_TessCoord.y);
}}
vec4 interpolate_4(in vec4 v0, in vec4 v1, in vec4 v2, in vec4 v3)
{{
vec4 a = mix(v0, v1, gl_TessCoord.x);
vec4 b = mix(v3, v2, gl_TessCoord.x);
return mix(a, b, gl_TessCoord.y);
}}
void main()
{{
float shapeValues[{ShapeCoeffPerCell}];
vec3 pcoord;
vec4 position;
vec3 vertexNormalVC;
float coordinateArray[{ShapeNumValPP}];
vec3 eyeNormalMC = vec3(0.0f, 0.0f, 1.0f);
if ({PatchSize} == 2)
{{
pcoord = interpolate_2(pcoordTCSOutput[0], pcoordTCSOutput[1]);
}}
else if ({PatchSize} == 3)
{{
pcoord = interpolate_3(pcoordTCSOutput[0], pcoordTCSOutput[1], pcoordTCSOutput[2]);
}}
else if ({PatchSize} == 4)
{{
pcoord = interpolate_4(pcoordTCSOutput[0], pcoordTCSOutput[1], pcoordTCSOutput[2], pcoordTCSOutput[3]);
}}
shapeValuesForCell(cellIdTCSOutput, shapeValues);
shapeEvaluateAt(pcoord, shapeValues, coordinateArray);
if ({ShapeNumValPP} == 3)
{{
position.x = coordinateArray[0];
position.y = coordinateArray[1];
position.z = coordinateArray[2];
}}
else
{{
position.xyz = vec3(1.0); // fallback
}}
position.w = 1.0;
vec3 vertexNormalMC = normalToSideAt(sideIdTCSOutput, shapeValues, pcoord, -eyeNormalMC);
// Normal vectors are transformed in a different way than vertices.
// Instead of pre-multiplying with MCDCMatrix, a different matrix is used.
// This `normalMatrix` is computed on the CPU. It must be the result of the following:
// normalMatrix = inverse(ModelToWorld X WorldToView)
// Read more about normal matrix at http://www.songho.ca/opengl/gl_normaltransform.html
if ((DrawingCellsNotSides && NumPtsPerCell <= 2) || (!DrawingCellsNotSides && NumPtsPerSide <= 2))
{{
// for lines or vertices, the normal will always face the camera.
vertexNormalVC = vec3(vertexNormalMC.xy, 1.0f);
}}
else
{{
vertexNormalVC = normalMatrix * vertexNormalMC;
}}
// Transform the vertex by the model-to-device coordinate matrix.
// This matrix must be the result of the following multiplication:
// MCDCMatrix = ModelToWorld X WorldToView X ViewToDisplay
gl_Position = MCDCMatrix * position;
cellIdTESOutput = cellIdTCSOutput;
instanceIdTESOutput = instanceIdTCSOutput;
vertexVCTESOutput = MCVCMatrix * position;
normalVCTESOutput = vertexNormalVC;
#if {UsesGeometryShaders}
patchDistanceTESOutput = gl_TessCoord;
#endif
pcoordTESOutput = pcoord;
}}
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
void shapeGradientAt(in vec3 param, in float coord[{ShapeCoeffPerCell}], out vec3 dxdr, out vec3 dxds, out vec3 dxdt)
{{
dxdr = vec3(0.);
dxds = vec3(0.);
dxdt = vec3(0.);
float basisGradient[3 * {ShapeCellBasisSize}];
shapeBasisGradientAt(param, basisGradient);
for (int ii = 0; ii < {ShapeNumBasisFun}; ++ii)
{{
int start = ii * {ShapeMultiplicity};
vec3 point = vec3(coord[start], coord[start + 1], coord[start + 2]);
dxdr += point * basisGradient[ii * {ShapeMultiplicity} + 0];
dxds += point * basisGradient[ii * {ShapeMultiplicity} + 1];
dxdt += point * basisGradient[ii * {ShapeMultiplicity} + 2];
}}
}}
void colorEvaluateAt(
in vec3 rr,
in float shapeData[{ShapeCoeffPerCell}],
in float cellData[{ColorCoeffPerCell}],
out float value[{ColorNumValPP}])
{{
float basis[{ColorCellBasisSize}];
colorBasisAt(rr, basis);
for (int cc = 0; cc < {ColorNumValPP}; ++cc)
{{
value[cc] = 0.0;
}}
for (int pp = 0; pp < {ColorNumBasisFun}; ++pp)
{{
for (int cc = 0; cc < {ColorMultiplicity}; ++cc)
{{
for (int bb = 0; bb < {ColorBasisSize}; ++bb)
{{
value[cc * {ColorBasisSize} + bb] += cellData[pp * {ColorMultiplicity} + cc] * basis[pp * {ColorBasisSize} + bb];
}}
}}
}}
#if {ColorScaleInverseJacobian}
{{
// Scale the value by the inverse Jacobian of the shape attribute.
vec3 dxdr;
vec3 dxds;
vec3 dxdt;
mat3 jac;
shapeGradientAt(rr, shapeData, dxdr, dxds, dxdt);
jac = transpose(mat3(dxdr, dxds, dxdt));
// jac = mat3(dxdr, dxds, dxdt);
mat3 ijac = inverse(jac);
for (int cc = 0; cc < {ColorNumValPP} / 3; ++cc)
{{
vec3 unscaled = vec3(value[cc * 3], value[cc * 3 + 1], value[cc * 3 + 2]);
vec3 scaled = ijac * unscaled;
value[cc * 3 ] = scaled.x;
value[cc * 3 + 1] = scaled.y;
value[cc * 3 + 2] = scaled.z;
}}
}}
#elif {ColorScaleScaledJacobian}
{{
// Scale the value by the determinant of the Jacobian *and*
// transform the value by the Jacobian.
vec3 dxdr;
vec3 dxds;
vec3 dxdt;
mat3 jac;
shapeGradientAt(rr, shapeData, dxdr, dxds, dxdt);
// jac = transpose(mat3(dxdr, dxds, dxdt));
jac = mat3(dxdr, dxds, dxdt);
float jdet = determinant(jac);
for (int cc = 0; cc < {ColorNumValPP} / 3; ++cc)
{{
vec3 unscaled = vec3(value[cc * 3], value[cc * 3 + 1], value[cc * 3 + 2]);
vec3 scaled = jac * unscaled / jdet;
value[cc * 3 ] = scaled.x;
value[cc * 3 + 1] = scaled.y;
value[cc * 3 + 2] = scaled.z;
}}
}}
#endif
}}
void shapeEvaluateAt(in vec3 rr, in float shapeVals[{ShapeCoeffPerCell}], out float value[{ShapeNumValPP}])
{{
float basis[{ShapeCellBasisSize}];
shapeBasisAt(rr, basis);
for (int cc = 0; cc < {ShapeNumValPP}; ++cc)
{{
value[cc] = 0.0;
}}
for (int pp = 0; pp < {ShapeNumBasisFun}; ++pp)
{{
for (int cc = 0; cc < {ShapeNumValPP}; ++cc)
{{
value[cc] += shapeVals[pp * {ShapeNumValPP} + cc] * basis[pp];
}}
}}
}}
// Fetch point coordinates and per-integration-point field values for
// the entire cell.
//
// NB: Currently, a cell-grid's shape attribute *must* be continuous
// (i.e., share degrees of freedom at cell boundaries). This makes
// fetching shapeValues much simpler than fetching colorValues.
//
// NB: This method expects `shape_conn` and `shape_vals` declared as samplerBuffer uniforms.
void shapeValuesForCell(in int cellId, out float shapeValues[{ShapeCoeffPerCell}])
{{
for (int ii = 0; ii < {ShapeNumBasisFun}; ++ii)
{{
int vertexId = texelFetchBuffer(shape_conn, cellId * {ShapeNumBasisFun} + ii).s;
for (int jj = 0; jj < {ShapeMultiplicity}; ++jj)
{{
shapeValues[ii * {ShapeMultiplicity} + jj] = texelFetchBuffer(shape_vals, vertexId * {ShapeMultiplicity} + jj).x;
}}
}}
}}
//VTK::System::Dec
// SPDX-FileCopyrightText: Copyright (c) Ken Martin, Will Schroeder, Bill Lorensen
// SPDX-License-Identifier: BSD-3-Clause
//VTK::Camera::Dec
// The parametric coordinates of each shape-attribute integration point.
uniform samplerBuffer cell_parametrics;
// Tuples of (cell-id, side-id) to render.
uniform highp isamplerBuffer sides;
// Look up the offset at which local cell-side connectivity starts in \a side_local.
uniform highp isamplerBuffer side_offsets;
// The subset of DOFs in shape_conn that correspond to each side in cells of this shape.
uniform highp isamplerBuffer side_local;
// The indices of all DOFs for all cells of this shape.
uniform highp isamplerBuffer shape_conn;
// The (x,y,z) points of each DOF in the entire mesh.
uniform samplerBuffer shape_vals;
flat out int cellIdVSOutput;
flat out int sideIdVSOutput;
flat out int instanceIdVSOutput;
{commonDefs}
{cellEval}
{cellUtil}
/// Parametric coordinates of this vertex.
smooth out vec3 pcoordVSOutput;
#if !{UsesTessellationShaders}
/// View coordinate normal for this vertex.
//VTK::Normal::Dec
/// View coordinate position for this vertex.
//VTK::PositionVC::Dec
#endif
void main()
{{
// Identify the cell ID and side ID (if applicable) we are to render.
ivec2 cellAndSide;
if (DrawingCellsNotSides)
{{
cellAndSide = ivec2(gl_InstanceID, 0);
// These two VS outputs are to be used for picking:
cellIdVSOutput = cellAndSide.s;
sideIdVSOutput = -1;
// Note sideIdVSOutput != cellAndSide.t; this is so that we can properly
// compute the cell connectivity (using the zero offset in cellAndSide.t)
// while also computing the normal (using sideIdVSOutput).
}}
else
{{
cellAndSide = texelFetchBuffer(sides, gl_InstanceID).st;
// These two VS outputs are to be used for picking:
cellIdVSOutput = cellAndSide.s;
sideIdVSOutput = cellAndSide.t;
}}
instanceIdVSOutput = gl_InstanceID;
// Fetch the offset into the (ragged) side_local table:
int sideRaggedOffset = texelFetchBuffer(side_offsets, {ShapeIndex}).s;
// Now compute the location of the current vertex inside the current side or cell.
// NB: {{SideOffset}} = {SideOffset} is the offset to apply to side IDs so we can
// look up their connectivity offset from sideRaggedOffset (the start in side_local
// for connectivity of sides of our type).
int sideVertexIndex =
texelFetchBuffer(side_local,
sideRaggedOffset + (cellAndSide.t - {SideOffset}) * NumPtsPerSide + gl_VertexID).s;
int vertexId = texelFetchBuffer(shape_conn, cellIdVSOutput * {ShapeNumBasisFun} + sideVertexIndex).s;
// Parametric coordinate for this vertex.
pcoordVSOutput = texelFetchBuffer(cell_parametrics, sideVertexIndex).xyz;
// position for this vertex as defined in vtk data model.
vec4 vertexMC = vec4(
texelFetchBuffer(shape_vals, vertexId * 3).x,
texelFetchBuffer(shape_vals, vertexId * 3 + 1).x,
texelFetchBuffer(shape_vals, vertexId * 3 + 2).x,
1.0f);
#if !{UsesTessellationShaders}
float shapeValues[{ShapeCoeffPerCell}];
shapeValuesForCell(cellIdVSOutput, shapeValues);
// default eye direction in model coordinates.
vec3 eyeNormalMC = vec3(0.0f, 0.0f, 1.0f);
vec3 vertexNormalMC = normalToSideAt(sideIdVSOutput, shapeValues, pcoordVSOutput, -eyeNormalMC);
// Transform the vertex by the model-to-device coordinate matrix.
// This matrix must be the result of the following multiplication:
// MCDCMatrix = ModelToWorld X WorldToView X ViewToDisplay
gl_Position = MCDCMatrix * vertexMC;
// Transform vertex posittion to view coordinate.
// Some operations in fragment shader want it that way.
vertexVCVSOutput = MCVCMatrix * vertexMC;
// Normal vectors are transformed in a different way than vertices.
// Instead of pre-multiplying with MCDCMatrix, a different matrix is used.
// This `normalMatrix` is computed on the CPU. It must be the result of the following:
// normalMatrix = inverse(ModelToWorld X WorldToView)
// Read more about normal matrix at http://www.songho.ca/opengl/gl_normaltransform.html
if ((DrawingCellsNotSides && NumPtsPerCell <= 2) || (!DrawingCellsNotSides && NumPtsPerSide <= 2))
{{
// for lines or vertices, the normal will always face the camera.
normalVCVSOutput = vec3(vertexNormalMC.xy, 1.0f);
}}
else
{{
normalVCVSOutput = normalMatrix * vertexNormalMC;
}}
#else
gl_Position = vertexMC;
#endif
}}
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