2723 results in Solid mechanics and materials
PART VIII - RIGID HEAT CONDUCTORS
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96 - Summary of the Basic Equations. Remarks
- from PART XVI - LARGE-DEFORMATION THEORY OF ISOTROPIC PLASTIC SOLIDS
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- 19 April 2010, pp 566-566
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54 - Incompressible Elastic Materials
- from PART X - MECHANICAL THEORY OF ELASTIC SOLIDS
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- 19 April 2010, pp 319-325
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36 - Frame-Indifference and Compatibility with Thermodynamics
- from PART VII - INTERLUDE: BASIC HYPOTHESES FOR DEVELOPING PHYSICALLY MEANINGFUL CONSTITUTIVE THEORIES
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50 - Material Symmetry
- from PART X - MECHANICAL THEORY OF ELASTIC SOLIDS
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- 19 April 2010, pp 284-293
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108 - Virtual-Power Formulation of the Standard and Microscopic Force Balances
- from PART XVIII - SINGLE CRYSTALS UNDERGOING LARGE DEFORMATIONS
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- 19 April 2010, pp 634-638
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21 - Frame-Indifference Principle
- from PART IV - BASIC MECHANICAL PRINCIPLES
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- 19 April 2010, pp 157-160
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69 - Summary of Basic Equations for a Single Species
- from PART XII - SPECIES DIFFUSION COUPLED TO ELASTICITY
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74 - Some Phenomenological Aspects of the Elastic-Plastic Stress-Strain Response of PolycrystallineMetals]
- from PART XIII - THEORY OF ISOTROPIC PLASTIC SOLIDS UNDERGOING SMALL DEFORMATIONS
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- 19 April 2010, pp 417-421
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The Mechanics and Thermodynamics of Continua
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PART XIV - SMALL DEFORMATION, ISOTROPIC PLASTICITY BASED ON THE PRINCIPLE OF VIRTUAL POWER
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22 - Alternative Formulations of the Force and Moment Balances
- from PART IV - BASIC MECHANICAL PRINCIPLES
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109 - Free-Energy Imbalance
- from PART XVIII - SINGLE CRYSTALS UNDERGOING LARGE DEFORMATIONS
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Index
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28 - General Theorems
- from PART V - BASIC THERMODYNAMICAL PRINCIPLES
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103 - The Burgers Vector and the Flow of Screw and Edge Dislocations
- from PART XVII - THEORY OF SINGLE CRYSTALS UNDERGOING SMALL DEFORMATIONS
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- 19 April 2010, pp 588-592
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PART XIII - THEORY OF ISOTROPIC PLASTIC SOLIDS UNDERGOING SMALL DEFORMATIONS
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PART IV - BASIC MECHANICAL PRINCIPLES
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88 - Kinematics
- from PART XV - STRAIN GRADIENT PLASTICITY BASED ON THE PRINCIPLE OF VIRTUAL POWER
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3 - Differentiation
- from PART II - VECTOR AND TENSOR ANALYSIS
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- 19 April 2010, pp 41-51
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