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An Adaptive Least Squares Mixed Finite Element Method For The Stress-Displacement Formulation Of Linear Elasticity

机译：线性弹性应力位移公式的自适应最小二乘混合有限元方法

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Zhiqiang Cai; Johannes Korsawe; Gerhard Starke;
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年度 2005
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1. Locking-free adaptive mixed finite element methods in linear elasticity [J] . C.C.arstensen, G.Dolzmann, S.A.Funken Computer Methods in Applied Mechanics and Engineering . 2000,第13a14期

机译：线性弹性中的无锁自适应混合有限元方法
2. First-order system least squares for the stress-displacement formulation: Linear elasticity [J] . Cai ZQ., Starke G. SIAM Journal on Numerical Analysis . 2003,第2期

机译：应力位移公式的一阶系统最小二乘法：线性弹性
3. The simplest nonconforming mixed finite element method for linear elasticity in the symmetric formulation on n-rectangular grids [J] . Hu Jun, Man Hongying, Wang Jianye, Computers & mathematics with applications . 2016,第7期

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4. Least-Squares Mixed Finite Element Formulations for Isotropic and Anisotropic Elasticity at Small and Large Strains [C] . Jorg Schroder, Alexander Schwarz, Karl Steeger CISM Course on Advanced Finite Element Technologies . 2016

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5. Nonconforming mixed finite element methods for linear elasticity. [D] . Yi, Son-Young. 2006

机译：线性弹性的非协调混合有限元方法。
6. A direct vulnerable atherosclerotic plaque elasticity reconstruction method based on an original material-finite element formulation: theoretical framework [O] . Adeline Bouvier, Flavien Deleaval, Marvin M Doyley, -1

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7. Mixed Finite Elements for Elasticity in the Stress-Displacement Formulation [O] . Douglas N. Arnold, Ragnar Winther 2010

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8. Looking-Free Mixed hp Finite Element Methods for Linear and GeometricallyNonlinear Elasticity [R] . Chilton, L. K. 1997

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An Adaptive Least Squares Mixed Finite Element Method For The Stress-Displacement Formulation Of Linear Elasticity

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