lecture_iii_6

lecture_iii_6 - 1.033/1.57 Mechanics of Material Systems...

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1.033/1.57 Mechanics of Material Systems (Mechanics and Durability of Solids I) Franz-Josef Ulm Lecture: MWF1 // Recitation: F 3:00-4:30 1.033/1.57 Mechanics of Material Systems
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Part III: Elasticity and Elasticity Bounds 6. The Theorem of Virtual Work and Variational Methods in Elasticity 1.033/1.57 Mechanics of Material Systems
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Content 1.033/1.57 Part I. Deformation and Strain 1 Description of Finite Deformation 2 Infinitesimal Deformation Part II. Momentum Balance and Stresses 3 Momentum Balance 4 Stress States / Failure Criterion Part III. Elasticity and Elasticity Bounds 5 Thermoelasticity, 6 Variational Methods Part IV. Plasticity and Yield Design 7 1D-Plasticity – An Energy Approac 8 Plasticity Models 9 Limit Analysis and Yield Design 1.033/1.57 Mechanics of Material Systems
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x V N = n T = Σ · N = σ · n σ( x ), ξ( x ), ε( x ) ξ = Ε · x REV Hill-Mandel Lemma Theorem of Virtual Work applied to a Heterogeneous Material System 1.033/1.57 Mechanics of Material Systems
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This note was uploaded on 11/29/2011 for the course CIVIL 1.018j taught by Professor Markusbuehler during the Fall '08 term at MIT.

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lecture_iii_6 - 1.033/1.57 Mechanics of Material Systems...

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