Principles of Composite Material MechanicsPrinciples of Composite Material Mechanics covers a unique blend of classical and contemporary mechanics of composites technologies. It presents analytical approaches ranging from the elementary mechanics of materials to more advanced elasticity and finite element numerical methods, discusses novel materials such as nanocomposites and hybrid multis |
Contents
1 | |
Lamina StressStrain Relationships | 57 |
Effective Moduli of a Continuous FiberReinforced Lamina | 95 |
Strength of a Continuous FiberReinforced Lamina | 143 |
Analysis of Lamina Hygrothermal Behavior | 191 |
Analysis of a Discontinuously Reinforced Lamina | 231 |
Analysis of Laminates | 299 |
Analysis of Viscoelastic and Dynamic Behavior | 421 |
Analysis of Fracture | 519 |
Mechanical Testing of Composites and Their Constituents | 569 |
Answers to Selected Problems | 639 |
Matrix Concepts and Operations | 641 |
Stress Equilibrium Equations | 651 |
StrainDisplacement Equations | 655 |
Back Cover | 657 |
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Common terms and phrases
American Society analysis anisotropic assumed ASTM International ASTM STP behavior carbon fibers carbon/epoxy complex modulus Composite Materials Composites Science corresponding Cox model crack creep compliance damping deformation delamination determine effective elastic epoxy Equation example experimental fiber and matrix fiber composite fiber length fiber volume fraction finite element flexural Gibson graphite/epoxy hygrothermal in-plane shear isotropic Journal of Composite laminated beam loading matrix composites matrix material measured mechanics of materials micromechanics moisture nanotubes normal stress off-axis orthotropic lamina plate plies polymer polymer matrix predicted PROBLEM properties reinforced resin rule of mixtures shear modulus shear stress shown in Figure Society for Testing Solution specially orthotropic specimen strain energy stress–strain relationships temperature tensile strength test method Testing and Materials thermal tion uniaxial unidirectional values vibration viscoelastic Young’s modulus ε ε σ σ υ υ