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| 1 | Physical training and multiple sclerosis显示文摘 | P. Gallien B. Nicolas S. Robineau S. Pétrilli J. Houedakor A. Durufle | 2007 | Annales de réadaptation et de médecine physique2007，，6： | 1 |
| 2 | NON SPURIOUS SPECTRAL-LIKE ELEMENT METHODS FOR MAXWELL'S EQUATIONS显示文摘在这篇论文,我们给现状为所谓的“混合光谱元素”为麦克斯韦的方程。元素的几个家庭,例如边元素和不连续的 Galerkin,方法(DGM ) 被介绍并且讨论。特别地,我们显示出介绍一些数字驱散术语在这些方法避免假模式的需要。如此的术语为 DGM 是古典的,但是他们为边元素方法的使用是在这篇论文描述的一条新奇途径。最后,数字实验给这些元素的快、便宜的人物看。 | Gary Cohen Marc Duruflé | 2007 | Journal of Computational Mathematics2007，25，3： | 1 |
| 3 | Approximation of H(div)with High-Order Optimal Finite Elements for Pyramids,Prisms and Hexahedra显示文摘Classical facet elements do not provide an optimal rate of convergence of the numerical solution toward the solution of the exact problem in H(div)-norm for general unstructured meshes containing hexahedra and prisms.We propose two new families of high-order elements for hexahedra,triangular prisms and pyramids that recover the optimal convergence.These elements have compatible restrictions with each other,such that they can be used directly on general hybrid meshes.Moreover the H(div)proposed spaces are completing the De Rham diagram with optimal elements previously constructed for H1 and H(curl)approximation.The obtained pyramidal elements are compared theoretically and numerically with other elements of the literature.Eventually,numerical results demonstrate the efficiency of the finite elements constructed. | Morgane Bergot Marc Durufle | 2013 | Communications in Computational Physics2013，14，10： | 0 |
| 4 | Thin Layer Models for Electromagnetism显示文摘We present a review on the accuracy of asymptotic models for the scattering problem of electromagnetic waves in domains with thin layer.These models appear as first order approximations of the electromagnetic field.They are obtained thanks to a multiscale expansion of the exact solution with respect to the thickness of the thin layer,that makes possible to replace the thin layer by approximate conditions.We present the advantages and the drawbacks of several approximations together with numerical validations and simulations.The main motivation of this work concerns the computation of electromagnetic field in biological cells.The main difficulty to compute the local electric field lies in the thinness of the membrane and in the high contrast between the electrical conductivities of the cytoplasm and of the membrane,which provides a specific behavior of the electromagnetic field at low frequencies. | Marc Durufle Victor Peron Clair Poignard | 2014 | Communications in Computational Physics2014，16，6： | 0 |
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