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Integral Methods in Science and Engineering

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Cover of 'Integral Methods in Science and Engineering'

Table of Contents

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    Book Overview
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    Chapter 1 Use of Elastodynamic Reciprocity Theorems for Field Calculations
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    Chapter 2 Linear Solvers for the Galerkin Boundary Element Method
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    Chapter 3 Reciprocity of Hopf’s and Feautrier’s Operators in Radiation Transport Theory
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    Chapter 4 Spectral Approximation of Weakly Singular Integrable Kernels Using Projections
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    Chapter 5 Effect of Imperfect Interface on a Thermal Inclusion with an Interior Radial Crack
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    Chapter 6 An Integrodifferential Equation of Atomic Diffusion
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    Chapter 7 Nonradiating Dislocations in Uniform Supersonic Motion in Anisotropic Linear Elastic Solids
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    Chapter 8 On the Use of the Conjugate Gradient Method for the Numerical Solution of First-Kind Integral Equations in Two Variables
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    Chapter 9 On the Stopping Criteria for Conjugate Gradient Solutions of First-Kind Integral Equations in Two Variables
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    Chapter 10 An Initial-Boundary Value Problem for Thermoelastic Plates
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    Chapter 11 A Global Existence Result for Functional Differential Equations with Causal Operators
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    Chapter 12 Direct Stiffness-Modification Route to Linear Consistency Between Incompatible Finite Element Meshes
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    Chapter 13 Nonlinear Dynamic Analysis of a Curved Beam Structure Using a Finite Element Method
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    Chapter 14 Seminal Ideas in Integral Methods
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    Chapter 15 Mixed Boundary Value Problem with Two Displacement Boundaries for Thin Plate Bending
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    Chapter 16 Use of Cross-Referencing for Solving the Parameter Choice Problem in Generalized CLS
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    Chapter 17 Numerical Technique for Solving an Ordinary Differential Equation by Picard’s Method
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    Chapter 18 On a Class of Boundary Conditions Splitting Coupled Thermoelasticity Problems
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    Chapter 19 Recent Mathematical Developments for Functionally Graded Linearly Elastic Materials
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    Chapter 20 Ground Vibration Dynamics During Pile Hammering
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    Chapter 21 Connection Between Liquid Crystal Theory and Plate Theory
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    Chapter 22 Product Integration Quadratures for the Radiative Transfer Problem with Hopf’s Kernel
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    Chapter 23 A Numerical Scheme for Determining Diffraction Coefficients in Anisotropic Materials
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    Chapter 24 Effect of Imperfect Inclusion/Matrix Interaction Between a Circular Inclusion and a Radial Matrix Crack
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    Chapter 25 Neutral Equations with Causal Operators
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    Chapter 26 Computation of Free-Surface Flows Under the Influence of Pressure Distribution
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    Chapter 27 Solution of Eigenvalue Problems for Rectangular Plates by Differential Transformation
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    Chapter 28 Free Vibrations of Structural Hyperbolic Paraboloid Networks
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    Chapter 29 Sharp Invertibility Results for Layer Potentials in 2D
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    Chapter 30 An Enhanced Theory of Bending of Plates
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    Chapter 31 Comparison of Zonal, Spectral Solutions for Compressible Boundary Layer and Navier—Stokes Equations
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    Chapter 32 Hybrid Laplace and Poisson Solvers I: Dirichlet Boundary Conditions
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    Chapter 33 Estimation of Boundary Conditions from Different Experimental Data Using the LTS N Method and Tikhonov Regularization
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    Chapter 34 Analytical-Numerical Treatment of the One-Phase Stefan Problem with Constant Applied Heat Flux
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    Chapter 35 Integral Equations Arising in Boundary Value Problems at Resonance
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    Chapter 36 Thermal Stress Analysis of an Elliptic Inclusion with Imperfect Interface Embedded in an Infinite Elastic Medium
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    Chapter 37 Three-Dimensional Elasticity Solutions for Anisotropic and Inhomogeneous Plates and Shells
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    Chapter 38 A Circular Inclusion with Inhomogeneous Interface
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    Chapter 39 Multiwavelets for Geometrically Complicated Domains and Their Application to Boundary Element Methods
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    Chapter 40 Mathematical Investigation of Contact Problems with Friction in Fracture Dynamics
Attention for Chapter 26: Computation of Free-Surface Flows Under the Influence of Pressure Distribution
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Chapter title
Computation of Free-Surface Flows Under the Influence of Pressure Distribution
Chapter number 26
Book title
Integral Methods in Science and Engineering
Published by
Birkhäuser, Boston, MA, January 2002
DOI 10.1007/978-1-4612-0111-3_26
Book ISBNs
978-1-4612-6617-4, 978-1-4612-0111-3
Authors

Montri Maleewong, Jack Asavanant