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Table of contents
- Contentsv
- Contributorsix
- Prefacexi
- Chapter 1. A Unified Theory for Modeling Water Waves1
- I. Introduction2
- II. Fully Nonlinear Fully Dispersive (FNFD) Waves in Water of Variable Depth7
- III. Boundary Integral Closure20
- IV. Modeling FNFD Waves in Water of Uniform Depth23
- V. Weakly Nonlinear Fully Dispersive (WNFD) Water Wave Theory26
- VI. Weakly Nonlinear Weakly Dispersive (WNWD) Water Wave Models30
- VII. Fully Nonlinear Weakly Dispersive (FNWD) Water Wave Models36
- VIII. Higher-Order WNWD Long-Wave Models40
- IX. Nonlinear Wave–Wave Interactions47
- X. Soliton Generation by Resonant Forcing62
- XI. Channel Shape Effects on Wave Propagation and Generation78
- XII. Conclusion80
- Acknowledgments82
- References82
- Chapter 2. Coastal Hydrodynamics of Ocean Waves on Beach89
- I. Introduction90
- II. Linear Nondispersive Theory of Oblique Wave Run-Up on Uniform Beach95
- III. Lagrangian–Eulerian Hybrid Numerical Method for Run-up Computation118
- IV. Nonlinear Effects on Run-Up of Solitary Waves on Parabolic Beaches127
- V. Dispersive Effects on Run-Up of Waves on Beach134
- VI. Wave-Induced Longshore Current153
- VII. Conclusion157
- Appendix A. More Comparisons between the Present Results and other Theories159
- Acknowledgments163
- References164
- Chapter 3. Onset of Oscillatory Interfacial Instability and Wave Motions in Bénard Layers167
- I. Introduction168
- II. Summary of Results and Limitations of the Classical Theories171
- III. The Boussinesq Approximation and Surface Deformation179
- IV. Appropriate Generalizations of the Classical Theories183
- V. Some Recent Results on Patterned Convection202
- VI. Further Discussion of Oscillatory Motions: Surface and Internal Waves, and Boundary-Layer Effect205
- VII. Nonlinear Waves and Dissipative Solitons212
- VIII. Concluding Remarks227
- Acknowledgments227
- References227
- Chapter 4. Role of Cryogenic Helium in Classical Fluid Dynamics: Basic Research and Model Testing239
- I. Introduction240
- II. Brief Note on Helium243
- III. Some Examples of Flows at Very High Rayleigh and Reynolds Numbers245
- IV. Need for Studies at Conditions Approaching Ultra-High Parameter Values247
- V. Some Considerations about Large-Scale Helium Flows255
- VI. Superfluid Helium and the Hypothesis of Vortex-Coupled Superfluidity260
- VII. Summary of Instrumentation Development for Helium Turbulence265
- VIII. Limitations of Helium as a Hydrodynamic Test Fluid270
- IX. Concluding Remarks271
- Acknowledgments272
- References272
- Chapter 5. Recent Advances in Applications of Tensor Functions in Continuum Mechanics277
- I. Introduction278
- II. Nonlinear Constitutive Equations for Anisotropic Materials280
- III. Determination of Scalar Coefficients in Constitutive and Evolutional Equations296
- IV. Tensorial Generalization of Uniaxial Relations to Multiaxial States of Stress299
- V. Material Tensors of Rank Four309
- VI. Damage Tensors and Tensors of Continuity331
- VII. Stresses in a Damaged Continuum340
- VIII. Comparison with Own Experiments346
- References359
- Author Index365
- Subject Index373
Book details
- Vendor Elsevier S & T
- SKU 9780120020379
- ISBN-13 9780080526607
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This highly acclaimed series provides survey articles on the present state and future direction of research in important branches of applied solid and fluid mechanics.
Mechanics is defined as a branch of physics that focuses on motion and on the reaction of physical systems to internal and external forces.
Mechanics is defined as a branch of physics that focuses on motion and on the reaction of physical systems to internal and external forces.
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