triangular meshの例文

• For example, Fig . 2 presents the rectangular area covered by a triangular mesh.
• Each volume is described by a triangular mesh that references a set of points ( vertices ).
• This allows easy error estimation for generally complicated problems, as long as a triangular mesh can be generated.
• The W2 formulation offers possibilities to formulate various ( uniformly ) " soft " models that work well with triangular meshes.
• Another method, using the intersection of a tetrahedron into triangular quadtrees, is known as the Quaternary Triangular Mesh ( QTM ).
• A triangular mesh conforms well to representation in a graphics pipeline, and its dual cells are hexagons, convenient for encoding data.
• Because a triangular mesh can be generated automatically, it becomes much easier in re-meshing and hence enables automation in modeling and simulation.
• In 2003 he was awarded J . H . Wilkinson Prize for Numerical Software for writing the Triangle software package which computes high-quality unstructured triangular meshes.
• The bottom panel show the heights and directions of waves, computed with the numerical model WAVEWATCH III ( R ), using a triangular mesh with variable resolution.
• In 2008, two triangular mesh-based phantoms were created, named as RPI Deformable Adult Male and Female ( RPI-AM, RPI-FM ).
• The most influential "'triangular "'grid is the " Quaternary Triangular Mesh " or QTM that was developed by Geoffrey Dutton in the early 1980s.
• For example, a triangular mesh may represent a 2D data surface embedded in 3D space, where spatial positions of the vertices and interpolated points along a contour will all have 3 coordinates.
• The construction involves approximating a sphere by a convex polyhedron, replacing each of the faces of the polyhedron by a triangular mesh, and applying isoperimetric theorems for the surface of the sphere.
• The W2 formulation has also led to the development of combination of meshfree techniques with the well-developed FEM techniques, and one can now use triangular mesh with excellent accuracy and desired softness.
• The edges that are not generated by out-projection of one of the 30 edges of the icosahedron but from points inside the triangular mesh of any of the 20 surfaces have different lengths.
• One hopes that as the underlying triangular mesh becomes finer and finer, the solution of the discrete problem ( 3 ) will in some sense converge to the solution of the original boundary value problem P2.
• Xu et al . 2007 reported a method for developing the 3rd-generation computational phantoms using the so-called  boundary representation ( BREP )  geometry  NURBS and triangular meshes developed by the computer graphics community.
• Remembering that the first stage of form finding is based on triangular mesh of a surface and using the method of weighted residuals for the description of isometric and equi-areal mapping of the minimum surface onto a plane area we may write the following function which is defined by the sum of integrals along segments of curved triangles