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/dports/cad/py-ezdxf/ezdxf-0.16.3/src/ezdxf/math/
H A Dalgorithms.md138 ## NURBS from Circular Arc
146 - T1 - ONE METHOD FOR REPRESENTING AN ARC OF ELLIPSE BY A NURBS CURVE
/dports/editors/libreoffice/libreoffice-7.2.6.2/offapi/com/sun/star/chart2/
H A DCurveStyle.idl52 NURBS,
/dports/math/octave-forge-nurbs/nurbs-1.4.3/inst/
H A Dcurvederivcpts.m20 % Adaptation of algorithm A3.3 from the NURBS book, pg98.
H A Dcurvederiveval.m20 % Adaptation of algorithm A3.4 from the NURBS book, pg99
H A Dbspderiv.m20 % Modified version of Algorithm A3.3 from 'The NURBS BOOK' pg98.
H A Dnrbsurfderiveval.m4 % NRBSURFDERIVEVAL: Evaluate n-th order derivatives of a NURBS surface
10 % srf : NURBS surface structure, see nrbmak
23 % Adaptation of algorithm A4.4 from the NURBS book, pg137
H A Dsurfderiveval.m22 % Adaptation of algorithm A3.8 from the NURBS book, pg115
H A Dnrbspheretile.m3 % NRBSPHERETILE: Makes a quadrilateral NURBS tile of the unit sphere
19 % tile: NURBS object representing the tile of the sphere. The tile
H A Dbspinterpcrv.m26 % See The NURBS book pag. 364 for more information.
/dports/editors/libreoffice6/libreoffice-6.4.7.2/offapi/com/sun/star/chart2/
H A DCurveStyle.idl52 NURBS,
/dports/math/sisl/SISL-SISL-4.6.0-44-g9114631/doc/manual/func/
H A Ds1365.tex7 NURBS (rational) surface with a B-spline (non-rational) surface.
H A Ds1360.tex8 NURBS curve, within a tolerance, with a (non-rational) B-spline curve.
/dports/graphics/wdune/wdune-1.926/packager/rpm/
H A Dmkrpm_opensuse.sh51 It is a simple extrusion/NURBS/Superformula 3D modeler.
65 VRML97 Amendment1 style NURBS nodes and Superformula based PROTOs.
/dports/graphics/jogamp-jogl/jogl/make/config/jogl/
H A Dglu-gl2.cfg40 # and to the nurbs.* package for the NURBS functionality
/dports/math/sisl/SISL-SISL-4.6.0-44-g9114631/doc/users_guide/
H A Dguide.aux39 \@writefile{toc}{\contentsline {subsection}{\numberline {2.4.4}NURBS Curves}{12}}
48 \@writefile{toc}{\contentsline {subsection}{\numberline {2.5.2}NURBS Surfaces}{16}}
/dports/math/gismo/gismo-21.12.0/
H A Dchangelog7 NURBS, Hierarchical splines, and isogeometric analysis of elliptic PDE
/dports/math/sisl/SISL-SISL-4.6.0-44-g9114631/doc/manual/
H A Dchap_surface_interrogation.tex89 % \section{Calculation of Absolute Extremals on a NURBS Surface} %,
/dports/games/0ad/0ad-0.0.23b-alpha/libraries/source/fcollada/include/FCDocument/
H A DFCDGeometrySpline.h203 virtual FUDaeSplineType::Type GetSplineType() const { return FUDaeSplineType::NURBS; } in GetSplineType()
/dports/games/0ad/0ad-0.0.23b-alpha/libraries/source/fcollada/src/FCollada/FCDocument/
H A DFCDGeometrySpline.h203 virtual FUDaeSplineType::Type GetSplineType() const { return FUDaeSplineType::NURBS; } in GetSplineType()
/dports/graphics/nurbs++/nurbs++-3.0.11/
H A DChangeLog19 as the one described inside the algorithm A9.2.5 of the NURBS
/dports/graphics/wdune/wdune-1.926/docs/usage_docs/
H A D3dmodell.x3dv3 COMPONENT NURBS:1
1469 …"Somewhat based on Steve Bakers TUX 3D modell, remodelled with NURBS in white_dune by J. \"MUFTI\"…
/dports/math/mfem/mfem-4.3/
H A DCHANGELOG482 * Weak Dirichlet boundary conditions (Nitsche) to the NURBS miniapp.
516 - Added support for face integrals on the boundaries of NURBS meshes.
642 - Added second order derivatives of NURBS shape functions.
1002 element space header in the NURBS mesh output, so NURBS meshes in the old
1036 variable order NURBS versions of examples 1, 1p and 11p.
1866 NURBS meshes and discretization spaces
1869 discretization spaces using Non-uniform rational B-splines (NURBS) basis
1877 - We can handle arbitrary NURBS or standard, non-NURBS, finite element spaces on
1878 NURBS meshes. However, a NURBS finite element space requires an underlying
1879 NURBS mesh. Refinement of parallel NURBS meshes is not supported yet.
[all …]
/dports/math/gismo/gismo-21.12.0/extensions/gsKLShell/
H A DREADME.md41 * Supports B-spline, NURBS, H-Spline and THB-Spline bases
/dports/graphics/kludge3d/kludge3d-20040822/
H A DREADME15 - creates vertices and polygons. No NURBS, splines, etc.
/dports/lang/clover/mesa-21.3.6/docs/
H A Dthanks.rst25 - **Bogdan Sikorski** wrote the GLU NURBS and polygon tessellator in

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