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Search - polygonal meshes - List
[
Internet-Network
]
OpenMesh_1.1.0.tar
DL : 0
penMesh is a generic and efficient data structure for representing and manipulating polygonal meshes. OpenMesh is developed at the Computer Graphics Group, RWTH Aachen , as part of the OpenSGPlus project, is funded by the German Ministry for Research and Education ( BMBF), and will serve as geometry kernel upon which the so-called high level primitives (e.g. subdivision surfaces or progressive meshes) of OpenSGPlus are built. It was designed with the following goals in mind : Flexibility : provide a basis for many different algorithms without the need for adaptation. Efficiency : maximize time efficiency while keeping memory usage as low as possible. Ease of use : wrap complex internal structure in an easy-to-use interface. -penMesh is a generic and efficient data str ucture for representing and manipulating poly gonal meshes. OpenMesh is developed at the Comp uter Graphics Group, Technology, Aachen, as part of the OpenSGPlus project, is funded by the German Ministry for Research an d Education (BMBF). and will serve as geometry kernel upon which the so-called high level primitives (e.g. subdivi sion surfaces or progressive meshes) of OpenSG Plus are built. It was designed with the followi Vi goals in mind : Flexibility : provide a basis for many different algorithms w ithout the need for adaptation. Efficiency : maximize time efficiency while keeping memory usage as low as possible. Ease of use : wrap complex internal structure in an easy-to - use interface.
Update
: 2008-10-13
Size
: 4.71mb
Publisher
:
lan1301
[
Other
]
geometric~signal~processing~on~polygonal~meshes.ra
DL : 0
In this report we provide an overview of several closely related methods developed during the last few yers, to smooth, denoise, edit, compress, transmit, and animate very large polygonal models.-In this report we provide an overview of sev eral closely related methods developed during the last few yers, to smooth, denoise, edit, compress, transmit, and animate very large polygonal models.
Update
: 2008-10-13
Size
: 340.04kb
Publisher
:
金金
[
Internet-Network
]
OpenMesh_1.1.0.tar
DL : 0
penMesh is a generic and efficient data structure for representing and manipulating polygonal meshes. OpenMesh is developed at the Computer Graphics Group, RWTH Aachen , as part of the OpenSGPlus project, is funded by the German Ministry for Research and Education ( BMBF), and will serve as geometry kernel upon which the so-called high level primitives (e.g. subdivision surfaces or progressive meshes) of OpenSGPlus are built. It was designed with the following goals in mind : Flexibility : provide a basis for many different algorithms without the need for adaptation. Efficiency : maximize time efficiency while keeping memory usage as low as possible. Ease of use : wrap complex internal structure in an easy-to-use interface. -penMesh is a generic and efficient data str ucture for representing and manipulating poly gonal meshes. OpenMesh is developed at the Comp uter Graphics Group, Technology, Aachen, as part of the OpenSGPlus project, is funded by the German Ministry for Research an d Education (BMBF). and will serve as geometry kernel upon which the so-called high level primitives (e.g. subdivi sion surfaces or progressive meshes) of OpenSG Plus are built. It was designed with the followi Vi goals in mind : Flexibility : provide a basis for many different algorithms w ithout the need for adaptation. Efficiency : maximize time efficiency while keeping memory usage as low as possible. Ease of use : wrap complex internal structure in an easy-to- use interface.
Update
: 2025-02-19
Size
: 4.71mb
Publisher
:
lan1301
[
Other
]
geometric~signal~processing~on~polygonal~meshes.ra
DL : 0
In this report we provide an overview of several closely related methods developed during the last few yers, to smooth, denoise, edit, compress, transmit, and animate very large polygonal models.-In this report we provide an overview of sev eral closely related methods developed during the last few yers, to smooth, denoise, edit, compress, transmit, and animate very large polygonal models.
Update
: 2025-02-19
Size
: 340kb
Publisher
:
金金
[
Industry research
]
Teaching.meshes.subdivision.and.multiresolution.t
DL : 0
In the last decade the processing of polygonal meshes has emerged as an active and very productive research area. This can basically be attributed to two developments: Modern geometry acquisition devices, like laser scanners and MRT, easily produce raw polygonal meshes of ever growing complexity Downstream applications like analysis tools (medical imaging), computer aided manufacturing, or numerical simulations all require high quality polygonal meshes as input. The need to bridge the gap between raw triangle soup data and high-quality polygon meshes has driven the research on ecient data structures and algorithms that directly operate on polygonal meshes rather than on a (most often not feasible) intermediate CAD representation.
Update
: 2025-02-19
Size
: 2.79mb
Publisher
:
Bligha
[
Graph program
]
OpenMesh-2.0-RC3.tar
DL : 0
OpenMesh库,用于模型网格处理.OpenMesh is a generic and efficient data structure for representing and manipulating polygonal meshes.-OpenMesh library, for mesh processing.OpenMesh is a generic and efficient data structure for representing and manipulating polygonal meshes.
Update
: 2025-02-19
Size
: 14.54mb
Publisher
:
cj
[
matlab
]
coastgrid
DL : 0
用matlab实现不规则多边形网格的划分-Using matlab to achieve the division of irregular polygonal meshes
Update
: 2025-02-19
Size
: 85kb
Publisher
:
刘力源
[
Software Engineering
]
geometric_modeling
DL : 0
This is the tutorial of Geometric modeling based on polygonal meshes in Eurographics 2008. There are good figures to explain many concepts.
Update
: 2025-02-19
Size
: 41.33mb
Publisher
:
dave
[
Special Effects
]
highleveReeb
DL : 0
三维多边形网格模型的不变的高级Reeb图-Invariant High Level Reeb Graphs of 3D Polygonal Meshes
Update
: 2025-02-19
Size
: 1.45mb
Publisher
:
张印
[
GDI-Bitmap
]
CQMesh-2
DL : 0
CQMesh是一个C + +生成任意多边形域的凸四边形网格程序。 CQMesh需要输入一个多边形三角域,然后转换成同一个三角域的凸四边形网格。-CQMesh is a C++ program for generating convex quadrilateral meshes of arbitrary polygonal domains. CQMesh takes as input a triangulation of a polygonal domain, and then converts this triangulation into a convex quadrangulation of the same domain.
Update
: 2025-02-19
Size
: 156kb
Publisher
:
yutian
[
Special Effects
]
Depth-Image-Representation-for-Image-Based-Render
DL : 0
Conventional approaches to render a scene require geometric description such as polygonal meshes, etc and appearance descriptions such as lights and material properties. To render high quality images such descriptions, we require very accurate models and materials. Creating such accurate geo- metric models of real scenes is a difficult and time consuming problem. Image Based Rendering (IBR) holds a lot of promise for navigating through a real world scene without modeling it manually. Different representations have been proposed for IBR in the literature. In this thesis, we explore the Depth Image representation consisiting of depth maps and texture images a number of viewpoints as a rich and viable representation for IBR.-Conventional approaches to render a scene require geometric description such as polygonal meshes, etc and appearance descriptions such as lights and material properties. To render high quality images such descriptions, we require very accurate models and materials. Creating such accurate geo- metric models of real scenes is a difficult and time consuming problem. Image Based Rendering (IBR) holds a lot of promise for navigating through a real world scene without modeling it manually. Different representations have been proposed for IBR in the literature. In this thesis, we explore the Depth Image representation consisiting of depth maps and texture images a number of viewpoints as a rich and viable representation for IBR.
Update
: 2025-02-19
Size
: 1.68mb
Publisher
:
phonox
[
Algorithm
]
cqmesh
DL : 0
基于输入的三角形描述的多边形,生成四边形网格(a C++ program for generating convex quadrilateral meshes of arbitrary polygonal domains. CQMesh takes as input a triangulation of a polygonal domain, and then converts this triangulation into a convex quadrangulation of the same domain.)
Update
: 2025-02-19
Size
: 143kb
Publisher
:
鼠宝宝
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