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R-function method and variational method for the bending problem of functionally graded plates with fixed supports and complex shapes. [PDF]
Su K, Li S.
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Meshing theory of involute worm drive
Mechanism and Machine Theory, 2021Abstract The subject of this paper is the establishment of a new meshing theory applicable to the involute worm drive. The method is proposed for determining the meshing characteristic parameters of the involute worm drive using the principal frame on the involute helicoid.
Shibo Mu, Yaping Zhao, Qingxiang Meng
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Meshing Theory of ZC1 Worm Drive
Volume 10: 2019 International Power Transmission and Gearing Conference, 2019Abstract The toroidal enveloping cylindrical worm drive, also called the ZC1 worm drive, is grinded by the toroidal grinding wheel. In this paper, the meshing theory for this worm drive is systematically established. According to this meshing theory, the meshing function, the meshing limit function, the equations of the worm helicoid and
Yaping Zhao, Zhao Yaping
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Meshing theory of mismatched ZC1 worm drive
Mechanism and Machine Theory, 2020Abstract The main purpose of this article is to investigate the meshing theory for the mismatched ZC1 worm drive. The contact endpoints, the datum point, and the internal instantaneous contact points are all determined by solving their corresponding nonlinear equation sets iteratively.
Qingxiang Meng, Yaping Zhao
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ACM SIGGRAPH ASIA 2008 courses, 2008
Mesh parameterization is a powerful geometry processing tool with numerous computer graphics applications, from texture mapping to animation transfer. This course outlines its mathematical foundations, describes recent methods for parameterizing meshes over various domains, discusses emerging tools like global parameterization and inter-surface mapping,
Kai Hormann +2 more
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Mesh parameterization is a powerful geometry processing tool with numerous computer graphics applications, from texture mapping to animation transfer. This course outlines its mathematical foundations, describes recent methods for parameterizing meshes over various domains, discusses emerging tools like global parameterization and inter-surface mapping,
Kai Hormann +2 more
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Mesh-Oriented Line Drawings Theory (MOLD Theory)
IEEE Transactions on Pattern Analysis and Machine Intelligence, 1986In this paper, we describe a new model of bilevel digital images of line drawings. The key idea is that the constraints of generating the line drawings are available to select patterns which are considered to be a certain local appearance of line drawings. Concretely, when a bilevel digital image of line drawings is observed by 3 × 3 pixels' unit mesh,
Michihiko Minoh, Toshiyuki Sakai
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UNSTRUCTURED MESH GENERATION: THEORY, PRACTICE, AND PERSPECTIVES
International Journal of Computational Geometry & Applications, 2000Mesh generation is a great example of inter-disciplinary research. Its development is built upon advances in computational and combinatorial geometry, data structures, numerical analysis, and scientific applications. Its success is justified not only by mathematical proofs about the quality and the numerical relevancy of geometry-based meshing ...
Shang-Hua Teng, Chi Wai Wong
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Mesh Theory for Toroidal Drive
Journal of Mechanical Design, 2003In this study, a simpler mesh equation for the toroidal drive is developed. Based on the equation, equations of the contact line, the limit curves, the induced normal curvature between the mating surfaces and the angle of the relative velocity vector to the contact line are introduced.
Lizhong Xu, Zhen Huang, Yulin Yang
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Wireless mesh networking: theories, protocols, and systems
IEEE Wireless Communications, 2006ireless mesh networking has become an indispensable technique for next-generation wireless networks. It is a critical solution to deploying large-scale wireless networks without relying on preexisting infrastructure. It also enables quick and easy extension of local area networks into a wide area.
Xudong Wang +2 more
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