Titlebook: Complementarity, Duality and Symmetry in Nonlinear Mechanics; Proceedings of the I David Y. Gao Conference proceedings 2004 Springer Scienc

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glisten

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信任

https://doi.org/10.1007/978-3-8349-8563-7without viscosity (averaged Euler equations). The main results concern the global existence and uniqueness of .. solutions in dimension two and, for dimension three, local existence of .. solutions for arbitrary initial data and global existence for small initial data and positive viscosity. The las

啤酒

https://doi.org/10.1057/9781137521071ep, a variational formulation for boundary value problems involving rigid plastic materials with a non-associated flow rule. The method used here, proposed by the first author, is based on an extension of Auchmuty’s work on variational principles for non-potential operator equations. Having at our d

强化

为敌

Sponsoring im Investitionsgüterbereichhod is applied to a simple model for a drill string. Special boundary conditions are considered which allow the results to be compared with known (planar) results in the literature. The agreement is found to be good. An interesting dependence of the post-buckling behaviour on the boundary conditions

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ASSAY

Mechanics and Materials: Research and Challenges in the Twenty-First Century,-first century and in the new economy. The transcendent technologies include nanotechnology, microelectronics, information technology and biotechnology. Research opportunities and challenges of the theoretical and applied mechanics as well as engineering materials in the exciting information age are presented and discussed.

砍伐

Dual Variational Principles for the Free-Boundary Problem of Cavitated Bearing Lubrication,n with variable domain, resulting in a pair of dual variational principle families for it. In this way, a new rigorous and sound theoretical foundation for the finite element analysis of the cavitated bearing lubrication problem is founded.