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Theory and Application of Mixed and Hybrid Finite Element Approximations to Problems in Solid Mechanics.

机译：混合和混合有限元逼近在固体力学问题中的理论与应用。

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作者
Oden, J. T.;
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年度 1978
页码 1-13
总页数 13
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Finite element analysis; Fracture(Mechanics); Viscoelasticity; Plastic properties; Elastic properties; U/A Reports;

机译：有限元分析;断裂（力学）;粘弹性;塑性;弹性; U / a报告;

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1. APPLICATION OF THE MIXED APPROXIMATION TO THE SOLUTION OF TWO-DIMENSIONAL PROBLEMS OF THE THEORY OF SMALL ELASTOPLASTIC STRAINS USING THE FINITE ELEMENT METHOD [J] . A. Yu. Chirkov, A. A. Voronchuk Strength of Materials . 2006,第2期

机译：混合逼近法在有限元法求解小弹塑性应变理论的二维问题中的应用
2. Approximation of eigenvalues in mixed form, Discrete Compactness Property, and application to hp mixed finite elements [J] . Daniele Boffi Powder diffraction . 2007,第37a40期

机译：混合形式的特征值逼近，离散紧凑性和在hp混合有限元中的应用
3. High-Performance 3D Hybrid/Mixed, and Simple 3D Voronoi Cell Finite Elements, for Macro- & Micro-mechanical Modeling of Solids, Without Using Multi-field Variational Principles [J] . P. L. Bishay, S. N. Atluri Computer Modeling in Engineering & Sciences . 2012,第1期

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4. On the Finite Element Approximations of Mixed Variational Inequalities of Filtration Theory [C] . I B Badriev, V V Banderov, E E Lavrentyeva International Conference on Mech Methods for Boundary-Value Problems and Applications . 2017

机译：关于过滤理论混合变分不等式的有限元近似
5. Mixed Boundary Element Method: Theory and applications in solid mechanics. [D] . Yi, Hong. 1997

机译：混合边界元法：理论和在固体力学中的应用。
6. Dual Formulations of Mixed Finite Element Methods with Applications [O] . Andrew Gillette, Chandrajit Bajaj -1

机译：应用中混合有限元方法的双制剂
7. Mixed stabilized finite element methods in nonlinear solid mechanics. Part III: compressible and incompressible plasticity [O] . Cervera Ruiz, Miguel, Chiumenti, Michèle, Benedetti, Lorenzo, 2015

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8. MIXED-HYBRID FINITE ELEMENT APPROXIMATIONS OF SECOND-ORDER ELLIPTIC BOUNDARY-VALUE PROBLEMS Ⅱ WEAK-HYBRID METHODS [R] . I. Babuska, J. T. Oden, J. K. Lee 1977

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Theory and Application of Mixed and Hybrid Finite Element Approximations to Problems in Solid Mechanics.

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