Introduction to Engineering Plasticity

av G K Lal, N Venkata Reddy  (inbunden, 2008)

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  • Inbunden (hardback)
  • Språk: Engelska
  • Antal sidor: 200
  • Utg.datum: 2008-10-24
  • Förlag: Alpha Science International Ltd
  • Illustrationer: Illustrations
  • Dimensioner: 241 x 158 x 12 mm
  • Vikt: 444 g
  • Antal komponenter: 1
  • ISBN: 9781842654965

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Övrig information

G. K. Lal / N. Venkata Reddy.: Department of Mechanical Engineering Indian Institute of Technology Kanpur, Kanpur

Innehållsförteckning

Preface / Plastic Behaviour: Introduction / Flow Curve / Mechanism of Plastic Deformation / Stress: Stress at a Point / Stress Circle / Stress Invariants / Deviatoric Stress / Equilibrium Equations / Strain: Strain at a Point/ Physical Interpretation of Strain Components / Compatibility of Strain / Strain Invariants / Strain Deviator Tensor / Stress-Strain Relations: Introduction / Elastic Stress-Strain Relations / Plastic Stress-Strain Relations / Elastic-Plastic Stress-Strain Relations / Yield and Flow: Yield Condition / von Mises Yield Criterion / Tresca Yield Criterion / Hill Yield Criterion / Experimental Verification of Yield Criteria / Plastic Anisotropy: Introduction / Anisotropic Yield Criterion / Flow Rule / Generalised Stress and Generalised Strain Increment / Plastic Instability: Introduction / First Necking Condition / Second Necking Condition / Instability under Complex State of Stress / Evaluation of Critical Sub-tangent / Slip-line Field Theory: Introduction / Plane Strain / α and β-lines / Stress Equations / Velocity Equations / Hencky's First Theorem / Hencky's Second Theorem / Velocity Discontinuities / Stress Discontinuities / Stress Boundary Conditions / Construction of Slip-line Fields / Construction of Hodograph / Applications of Slip-line Field Technique / Indentation of a Semi-infinite Mass by a Frictionless Wedge shaped Punch/ Plane Strain Compression with Perfectly Rough Platens / Drawing of Rectangular Strip with Frictionless Tapered Die / Limit Theorem: Introduction / Principle of Virtual Work / Principle of Maximum Plastic Work / Lower Bound Theorem / Applications / Upper Bound Theorem / Applications / Review Questions / Bibliography / Index.