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This algorithm is a commercial software. +\n To get a licence, visit http://www.distene.com/corp/eval-distene.html + +
    +
  1. \ref blsurf_general_parameters "General parameters"
  2. +
  3. \ref blsurf_advanced_parameters "Advanced parameters"
  4. +
  5. \ref blsurf_local_size "Local size"
  6. +
      +
    1. \ref blsurf_sizemap_computation "Computation of the physical size"
    2. +
    3. \ref blsurf_attractor "Advanced maps"
    4. +
    5. \ref blsurf_attractor_computation "Computation of attractors"
    6. +
    +
  7. \ref blsurf_enforced_elements "Enforced vertices"
  8. +
  9. \ref blsurf_limitations "Limitations"
  10. +
+ +\anchor blsurf_general_parameters +

General parameters

+ +\image html blsurf_parameters.png + +
    +
  • Name - allows defining the name of the hypothesis (BLSURF +Parameters_n by default).
  • + +
  • Physical Mesh - can be set to None, Custom or Size Map +
      +
    • if set to "Custom", allows user input in the +in User size, Max Physical Size and Min Physical +Size fields.
    • +
    • if set to "Size Map", behaves like "Custom" mode and takes into account the custom elements sizes given in the Size Map tab.
    • +
    +
  • + +
  • User size - defines the size of the generated mesh elements.
  • + +
  • Max Physical Size - defines the upper limit of mesh element size.
  • + +
  • Min Physical Size - defines the lower limit of mesh element size.
  • + +
  • Geometrical mesh - if set to "Custom", allows user input in + Angle Mesh S, Angle Mesh C and +Gradation fields. These fields control +computation of the element size, so called geometrical size, conform to +the surface geometry considering local curvatures. \n +If both the User size and the geometrical size are defined, the + eventual element size correspond to the least of the two.
  • + +
  • Angle Mesh S - maximum angle between the mesh face and the +tangent to the geometrical surface at each mesh node, in degrees.
  • + +
  • Angle Mesh C - maximum angle between the mesh edge and the +tangent to the geometrical curve at each mesh node, in degrees.
  • + +
  • Max Geometrical Size - defines the upper limit of the geometrical size.
  • + +
  • Min Geometrical Size - defines the lower limit of the geometrical size.
  • + +
  • Gradation - maximum ratio between the lengths of +two adjacent edges.
  • + +
  • Allow Quadrangles - if checked, allows the creation of quadrilateral elements.
  • + +
  • Patch independent - if checked, geometrical +edges are not respected and all geometrical faces are meshed as one +hyper-face.
  • +
+ +\ref blsurf_top "Back to top" + +\anchor blsurf_advanced_parameters +

Advanced parameters

+ +The notion of diag used in the descriptions means the diagonal of the bounding box of the +geometrical object to mesh. + +\image html blsurf_parameters_advanced.png + +
  • Verbosity level - Defines the percentage of "verbosity" of +BLSURF [0-100].
  • + +
  • Topology - allows creation of a conform mesh on a shell of +not sewed faces. +
      +
    • "From CAD" means that mesh conformity is assured by conformity + of a shape.
    • +
    • "Pre-process" and "Pre-process++" allow the BLSURF software to + pre-process the geometrical model to eventually produce a conform + mesh.
    • +
    • "PreCAD" is an auxiliary CAD pre-processing module which has + two main goals: +
        +
      • Complete missing or inadequate CAD descriptions.
      • +
      • Perform topology reconstruction and specific geometry + enhancement for mesh generation.
      • +
      + This module requires a specific licence. + \n + The following PreCAD options are the most significant and important ones: +
        +
      • Merge Edges - allows PreCAD to optimize the geometry by merging some + edges. This option is 0 by default.
      • +
      • Remove nano edges - allows PreCAD to optimize the geometry by removing + the nano edges whenever possible. This option is 0 by default.
      • +
      • Nano edge length - gives the length below which an edge is considered as nano + for the topology processing. See also the \b remove_nano_edges option. If unset, PreCAD + default value is \f$\mathrm{diag} \times 10^{-5}\f$.
      • +
      • Discard input topology - computes the CAD topology from scratch, + without considering the toplogical information contained in the original CAD + (Useful for iges files). This option is 0 by default.
      • +
      +
    • +
    + +
  • ExportGMF - saves the computed mesh into a GMF file (.mesh or .meshb).
  • + +
  • Add option - provides the choice of multiple PreCAD and BLSURF +advanced options, which appear, if selected, in a table where it is +possible to input the value of the option and to edit it later.
  • + +
  • Clear option - removes the option selected in the table.
  • + + + +\n +The following BLSURF options are commonly usable. + +
      +
    • \b topo_eps1 (real) - is the tolerance level inside a CAD +patch. By default is equal to \f$\mathrm{diag} \times 10^{-4}\f$. This tolerance is used to +identify nodes to merge within one geometrical face when \b Topology +option is to pre-process.
    • + +
    • \b topo_eps2 (real) - is the tolerance level between two CAD +patches. By default is equal to \f$\mathrm{diag} \times 10^{-4}\f$. This tolerance is used to +identify nodes to merge over different geometrical faces when +\b Topology option is to pre-process.
    • + +
    • \b LSS (real) - is an abbreviation for "length of sub-segment". It is +a maximal allowed length of a mesh edge. Default is \f$0.5\f$.
    • + +
    • \b frontal (integer) +
        +
      • 1 - the mesh generator inserts points with an advancing front method.
      • +
      • 0 - it inserts them with an algebraic method (on internal edges). This method is +slightly faster but generates less regular meshes.
      • +
      +Default is 0.
    • + +\anchor blsurf_hinterpol_flag +
    • \b hinterpol_flag (integer) - determines the computation of an +interpolated value v between two points P1 and P2 on a +curve. Let h1 be the value at point P1, h2 be the value at point +P2, and t be a parameter varying from 0 to 1 when moving from P1 +to P2. +
        +
      • 0 - the interpolation is linear: \f$v = h1 + t (h2 - h1 )\f$
      • +
      • 1 - the interpolation is geometric: \f$v = h1 \times \left( \frac{h1}{h2} \right)^{t}\f$
      • +
      • 2 - the interpolation is sinusoidal: \f$v = \frac{h1+h2}{2} + \frac{h1-h2}{2 \cdot \cos(\pi \cdot t)}\f$
      • +
      +Default is 0.
    • + +\anchor blsurf_hmean_flag +
    • \b hmean_flag (integer) - determines the computation of the average of several +values:
        +
      • -1 - the minimum is computed.
      • +
      • 0 or 2 - the arithmetic average is computed. +
      • 1 - the geometric average is computed.
      • +
      +Default is 0.
    • + +
    • \b CheckAdjacentEdges, \b CheckCloseEdges and \b CheckWellDefined +(integers) - gives the number of calls of equally named subroutines the +purpose of which is to improve the mesh of domains having narrow +parts. At each iteration,\b CheckCloseEdges decreases the sizes of the +edges when two boundary curves are neighboring,\b CheckAdjacentEdges +balances the sizes of adjacent edges, and \b CheckWellDefined checks if +the parametric domain is well defined. Default values are 0.
    • + + +
    • \b CoefRectangle (real)- defines the relative thickness of the rectangles +used by subroutine \b CheckCloseEdges (see above). Default is 0.25.
    • + +
    • \b eps_collapse (real) - if more than 0.0, BLSURF removes +curves whose lengths are less than \b eps_collapse. To obtain an +approximate value of the length of a curve, it is arbitrarily +split into 20 edges. Default is 0.0.
    • + +
    • \b eps_ends (real) - is used to detect the curves whose lengths are very +small, which sometimes constitutes an error. A message is printed +if \f$\left|P2-P1\right| < eps\_ends\f$, where P1 and P2 are the +extremities of a curve. Default is \f$\frac{\mathrm{diag}}{500.0}\f$.
    • + +
    • \b prefix (char) - is a prefix of the files generated by +BLSURF. Default is "x".
    • + +
    • \b refs (integer) - reference of a surface, used when exporting +files. Default is 1.
    • +
    + +\n +The following PreCAD options are commonly usable. +
      +
    • \b closed_geometry (int) - describes whether the working geometry +should be closed or not. When activated, this option helps PreCAD to process +the dirtiest geometries. By default this option is 0.
    • +
    • \b debug (int) - If debug = 1 PreCAD will be very verbose and will output +some intermediate files in the working directory. By default this +option is 0.
    • +
    • \b eps_nano_relative (real) - the same as \b eps_nano, but relatively to +the diagonal of the box bounding the geometry. By default this option is \f$10^{-5}\f$.
    • +
    • \b eps_sewing (real) - tolerance of the assembly. It rarely requires to be tuned. +By default this option is \f$\mathrm{diag} \times 5 \cdot 10^{-4}\f$.
    • +
    • \b eps_sewing_relative (real) - the same as \b eps_nano but relatively to +the diagonal of the box bounding the geometry. By default this option is \f$5 \cdot 10^{-4}\f$.
    • +
    • \b manifold_geometry (int) - describes whether the working geometry should be manifold or not. +When activated, this option helps PreCAD to process the dirtiest +geometries. By default this option is 0.
    • +
    • \b create_tag_collision (int) - creates new tags from original ones in case +of collision (entity merge or association for example). By default +this option is 0.
    • +
    • \b periodic_tolerance (real) - defines the maximum distance error accepted between +two sets of periodic entities. By default this option is \f$\mathrm{diag} \times 10^{-5}\f$.
    • +
    • \b periodic_tolerance_relative (real) - the same as \b +periodic_tolerance but in a relative unit. Bu default this option is \f$10^{-5}\f$.
    • +
    • \b periodic_split_tolerance (real) - This periodicity processing related option defines +the minimum distance between a CAD point and an imprinted point. It allows to indirectly +control the number of created points and small edges. By default this +option is \f$\mathrm{diag} \times 10^{-4}\f$.
    • +
    • \b periodic_split_tolerance_relative (real - the same as \b +periodic_split_tolerance but in a relative unit. By default this +option is \f$10^{-4}\f$.
    • +
    + +\n +The following advanced options are not documented and you can use them +at your own risk. +\n\n Integer variables: +
      +
    • addsurf_ivertex
    • +
    • anisotropic
    • +
    • background
    • +
    • coiter
    • +
    • communication
    • +
    • decim
    • +
    • export_flag
    • +
    • file_h
    • +
    • gridnu
    • +
    • gridnv
    • +
    • intermedfile
    • +
    • memory
    • +
    • normals
    • +
    • optim
    • +
    • pardom_flag
    • +
    • pinch
    • +
    • rigid
    • +
    • surforient
    • +
    • tconf
    • +
    • topo_collapse
    • +
    +Real variables: +
      +
    • addsurf_angle
    • +
    • addsurf_R
    • +
    • addsurf_H
    • +
    • addsurf_FG
    • +
    • addsurf_r
    • +
    • addsurf_PA
    • +
    • angle_compcurv
    • +
    • angle_ridge
    • +
    • anisotropic_ratio
    • +
    • eps_pardom
    • +
    +String variables: +
      +
    • export_format
    • +
    • export_option
    • +
    • import_option
    • +
    + +\ref blsurf_top "Back to top" + +\anchor blsurf_local_size +

    Local size

    + +Local sizes can be defined on faces, edges or vertices. +
      +
    • The faces, edges and vertices can belong to the meshed geometrical +object or to its sub-shapes (created using Explode command).
    • +
    • Groups of faces, edges and vertices are also handled.
    • +
    • It is possible to attribute the same size to several geometries using multi-selection.
    • +
    • The sizes are constant values or python functions.
    • +
    • In case of a python function, the following rules must be respected: +
        +
      • The name of the function is f.
      • +
      • If geometry is a face or a group of faces, the function is f(u,v).
      • +
      • If geometry is an edge or a group of edges, the function is f(t).
      • +
      • If geometry is a vertex or a group of vertices, the function is f().
      • +
      • The function must return a double.
      • +
    • +
    + +3 different types of size maps can be defined: +
      +
    1. \ref blsurf_sizemap_computation "Computation of the physical size"
    2. +
    3. \ref blsurf_attractor "Advanced maps"
    4. +
    5. \ref blsurf_attractor_computation "Computation of attractors"
    6. +
    + +\ref blsurf_top "Back to top" + +\anchor blsurf_sizemap_computation +

    Computation of the physical size

    +\image html blsurf_parameters_sizemap1.png + +The physical size is obtained by querying sizemap functions associated to the input CAD object for surfaces, curves and points. +Each function can either return a value h (which is then trimmed +between the two bounds hphymin and hphymax), or "no answer" (by not +assigning a value to h), thus providing great flexibility in the +specification of the sizes. The computation depends on whether point P is internal to a surface, internal to a curve, or at the end of several curves: +
      +
    • If point P is internal to a surface, the CAD surface size function is queried. If no answer is returned, one interpolates with the values at the vertices of the discretized interface curves.
    • +
    • If point P is internal to a curve, the CAD curve size function is queried first. If no answer is returned, the surface size function is queried for every adjacent surface and the mean value of the returned values is computed. If no answer is returned, sizes h1 and h2 at both ends of the curve are considered (see next item) and the interpolated value is computed.
    • +
    • If point P is at the extremity of several curves, the CAD point size function is queried first. If no answer is returned, the curve size function is queried for every adjacent curve and the mean value of the returned values is computed. If no answer is returned, the surface size function is queried for every adjacent surface and the mean value of the returned values is computed. If there is still no answer returned, the default value hphydef is kept.
    • +
    +In order to compute the mean of several values, the arithmetic mean is used by default, but this can be modified by the parameter \ref blsurf_hmean_flag "hmean flag". In the same way, in order to interpolate two values, a linear interpolation is used by default, but this can be modified by \ref blsurf_hinterpol_flag "hinterpol flag". + +\ref blsurf_local_size "Back to \"Local size\"" \n +\ref blsurf_top "Back to top" + +\anchor blsurf_attractor +

    Advanced maps

    +\n +\image html blsurf_parameters_sizemap2.png +\n +More specific size maps can be defined on faces. + +
      +
    • Attractors allow to define the size of the mesh elements +on a face so that the mesh is the finest on the attractor shape and +becomes coarser when getting far from this shape. +
        +
      • The selected attractor can be a Vertex, an Edge, a Wire or a +Compound mixing several entities of those types.
      • +
      • The attractor doesn't have to be a sub-shape of the shape to mesh.
      • +
      • The size will grow exponentially (see the formula below) but is +bounded by gradation, \n so if you want the formula to be strictly +respected, you should set the gradation +to its maximum (2.5) in the arguments tab. +
      +\n +
    • Furthermore you can choose to keep the size constant +until a certain distance from a shape. This option can be combined or +not with an attractor size map described above. +
        +
      • If the two options are combined the size will remain constant +until the distance specified in "constant over" and grow then as +prescribed by the attractor function.
      • +
      • Else the growing is only controled by the standard arguments of +BLSURF (gradation ...).
      • +
      +
    + +\image html blsurf_const_size_near_shape2.png "Example of size map with constant size option, the size is kept constant on the left side of the surface until a certain distance" + +Remark : The validation of the hypothesis might take a few seconds if +attractors are defined or the "constant size" option is used because a +map of distances has to be built on the whole surface for each face +where such a hypothesis has been defined. + +
    See Also a sample TUI Script of the \ref tui_blsurf "creation of a BLSurf hypothesis", including size map. + +\ref blsurf_local_size "Back to \"Local size\"" \n +\ref blsurf_top "Back to top" + +\anchor blsurf_attractor_computation +

    Computation of attractors

    +\n +The size grows exponentially following the equation : +\f$h(d) = \mathrm{User Size} + (\mathrm{h\_start} - \mathrm{User Size}) \times e ^ { - \left( \frac{d}{R} \right) ^ {2} }\f$ +\n +Where : +
      +
    • h_start is the desired size on the given attractor shape
    • +
    • d is the distance of the current point from the attractor +shape. The distance is the geodesic distance (i.e. calculated by following the surface to be meshed)
    • +
    • R is called the distance of influence and allows controlling the growth rate of the mesh
    • +
    + +\image html blsurf_attractors2.png "Example of mesh created using attractors, the attractors here are the side edges and the size grows from the side of the surface towards the apex" + +\ref blsurf_local_size "Back to \"Local size\"" \n +\ref blsurf_top "Back to top" + +\anchor blsurf_enforced_elements +

    Enforced vertices

    + +\image html blsurf_parameters_enforced_vertices.png + +It is possible to define some enforced vertices to BLSurf algorithm. +An enforced vertex is defined on a Face or a Compound by +
      +
    • selecting an existing Vertex or Compound,
    • +
    • or creating a new vertex given its coordinates.
    • +
    +The enforced vertex is the projection of a point defined by its +(x,y,z) coordinates on the selected face. +
      +
    • It is possible to define several enforced vertices on a face or a group of faces.
    • +
    • If the projected point is on the boundary or outside of the face, it will be ignored.
    • +
    • If a group name is specified, the enforced nodes will be added in the group. If the group does not exist it will be created. +
    + +
    See Also a sample TUI Script of the \ref tui_blsurf "creation of a BLSurf hypothesis", including enforced vertices. + +\ref blsurf_top "Back to top" + +\anchor blsurf_limitations +

    Limitations

    + +Currently BLSURF plugin has the following limitations. +
      +
    • BLSURF algorithm cannot be used as a local algorithm (on + sub-meshes) or as a provider of a low-level + mesh for some 3D algorithms, because the BLSURF mesher (and + consequently plugin) does not provide the information on node + parameters on edges (U) and faces (U,V). For example the + following combinations of algorithms are impossible: +
        +
      • global MEFISTO or Quadrangle(mapping) + local BLSURF;
      • +
      • BLSURF + Projection 2D from faces meshed by BLSURF;
      • +
      • local BLSURF + Extrusion 3D;
      • +
      +
    • +
    + +\ref blsurf_top "Back to top" + +*/ diff --git a/doc/salome/gui/input/blsurfplugin_python_interface.doc b/doc/salome/gui/input/blsurfplugin_python_interface.doc new file mode 100644 index 0000000..0f605e9 --- /dev/null +++ b/doc/salome/gui/input/blsurfplugin_python_interface.doc @@ -0,0 +1,162 @@ +/*! + +\page blsurfplugin_python_interface_page Python Interface + +Python package \ref BLSURFPluginDC "BLSURFPlugin" defines several classes, destined for creation of the 2D meshes. + +Documentation for BLSURFPlugin package is available in linear form grouped by classes, declared in the BLSURFPluginDC.py file. + +Below you can see an example of usage of the BLSURFPlugin package for mesh generation: + +\anchor tui_blsurf +

    Construction of Mesh using BLSurf algorithm

    +

    Basic hypothesis

    +\code +import geompy +import smesh +import BLSURFPlugin + +# create a box +box = geompy.MakeBoxDXDYDZ(200., 200., 200.) +geompy.addToStudy(box, "box") + +# get sub-shapes +Face_1 = geompy.SubShapeAllSorted(box, geompy.ShapeType["FACE"])[0] +Edge_1 = geompy.SubShapeAllSorted(box, geompy.ShapeType["EDGE"])[0] +Vertex_1 = geompy.SubShapeAllSorted(box, geompy.ShapeType["VERTEX"])[0] + +Face_2 = geompy.SubShapeAllSorted(box, geompy.ShapeType["FACE"])[5] +Wire_1 = geompy.SubShapeAllSorted(Face_2, geompy.ShapeType["WIRE"])[0] + +# Geom object with sizemaps can be unpublished in study. +# They will then be automatically published. +geompy.addToStudyInFather(box,Face_1, "Face_1") +geompy.addToStudyInFather(box,Edge_1, "Edge_1") +geompy.addToStudyInFather(box,Vertex_1, "Vertex_1") + +geompy.addToStudyInFather(box ,Face_2, "Face_2") +geompy.addToStudyInFather(Face_2,Wire_1, "Wire_1") + +# create a mesh on the box +blsurfMesh = smesh.Mesh(box,"box: BLSurf mesh") + +# create a BLSurf algorithm for faces +algo2d = blsurfMesh.Triangle(algo=smesh.BLSURF) + +# End of script +\endcode + +

    Adding sizemaps

    +\code +# optional - set physical mesh to 2 = Size Map +algo2d.SetPhysicalMesh( 2 ) + +# optional - set global mesh size +algo2d.SetPhySize( 34.641 ) + +# set size on Face_1 +algo2d.SetSizeMap(Face_1, 'def f(u,v): return 10' ) +# set size on Edge_1 +algo2d.SetSizeMap(Edge_1, 'def f(t): return 5' ) +# set size on Vertex_1 +algo2d.SetSizeMap(Vertex_1, 'def f(): return 2' ) + +# compute the mesh +blsurfMesh.Compute() + +# End of script +\endcode + +

    Adding enforced vertices

    +\code + +# Add enforced vertex for Face_1 on (50, 50, 50) +# The projection coordinates will be (50, 50, 0) +algo2d.SetEnforcedVertex(Face_1, 50, 50, 50) + +# Add another enforced vertex on (150, 150, 150) +algo2d.SetEnforcedVertex(Face_1, 150, 150, 150) + +# Retrieve and print the list of enforced vertices defines on Face_1 +enfList = algo2d.GetEnforcedVertices(Face_1) +print "List of enforced vertices for Face_1: " +print enfList + +# compute the mesh +blsurfMesh.Compute() + +# Remove an enforced vertex and print the list +algo2d.UnsetEnforcedVertex(Face_1, 50, 50, 50) +enfList = algo2d.GetEnforcedVertices(Face_1) +print "List of enforced vertices for Face_1: " +print enfList + +# compute the mesh +blsurfMesh.Compute() + +# Remove all enforced vertices defined on Face_1 +algo2d.UnsetEnforcedVertices(Face_1) + +# compute the mesh +blsurfMesh.Compute() + +# End of script + +\endcode + +

    Adding an attractor

    +\code + +# Add an attractor on Face_2, which shape is Wire_1 + +# The size on Wire_1 is 1 and will grow until a maximum of 36.641 (physical size set above) +# The influence distance of the attractor is 20 +# The size is kept constant until a distance of 10 +algo2d.SetAttractorGeom(Face_2, Wire_1, 1, 36.641, 20, 10) + +# In order to let the attractor control the growing of the mesh let set +# the gradation to its maximum +algo2d.SetGradation( 2.5 ) + +# compute the mesh +blsurfMesh.Compute() + +# End of script + +\endcode + +

    Using internal vertices

    +\code + +# Creating a geometry containing internal vertices +Face_3 = geompy.MakeFaceHW(1, 1, 1) +Vertex_2 = geompy.MakeVertex(0.2, 0.2, 0) +Partition_1 = geompy.MakePartition([Face_3, Vertex_2], [], [], [], geompy.ShapeType["FACE"], 0, [], 0) +OX = geompy.MakeVectorDXDYDZ(1, 0, 0) +OY = geompy.MakeVectorDXDYDZ(0, 1, 0) +Multi_Translation_1 = geompy.MakeMultiTranslation2D(Partition_1, OX, 1, 10, OY, 1, 10) +geompy.addToStudy( Face_3, 'Face_3' ) +geompy.addToStudy( Vertex_2, 'Vertex_2' ) +geompy.addToStudy( Partition_1, 'Partition_1' ) +geompy.addToStudy( OX, 'OX' ) +geompy.addToStudy( OY, 'OY' ) +geompy.addToStudy( Multi_Translation_1, 'Multi-Translation_1' ) + +# The mesh on the geometry with internal vertices +blsurfMesh_internal = smesh.Mesh(Multi_Translation_1, "blsurfMesh_internal") +algo2d = blsurfMesh_internal.Triangle(algo=smesh.BLSURF) +algo2d.SetPhySize( 0.1 ) + +# Allows BLSURF to take into account internal vertices +algo2d.SetInternalEnforcedVertexAllFaces( True ) + +# Add the created nodes into a group +algo2d.SetInternalEnforcedVertexAllFacesGroup( "my group" ) + +# compute the mesh +blsurfMesh_internal.Compute() + +# End of script +\endcode + +*/ diff --git a/doc/salome/gui/input/empty b/doc/salome/gui/input/empty deleted file mode 100644 index e69de29..0000000 -- 2.39.2