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Boundary Element Methods for Engineers: Part II: Plane Elastic Problems

Learn boundary element stress analysis for plane elastic problems.

Roger Fenner
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A few decades ago, the advent of high-speed electronic digital computers gave tremendous impetus to all

numerical methods for solving engineering problems, and made it possible to solve with good accuracy

many problems which previously could only be solved approximately. Finite difference methods, applied

manually, gave way to finite element methods, which are still one of the most versatile and widely used,

particularly in structural and solid mechanics. In thermofluids, methods of the finite volume type tend

to be preferred.

Slower to develop have been boundary element methods, based on boundary integral equations. Initial

development was largely in the hands of mathematicians, as the underlying mathematics are relatively

Why Should You Read This Book?

• Learn how boundary integral equations are built for plane strain/stress elasticity.

• Learn how boundary integral equations are built for plane strain/stress elasticity.

• Understand quadratic boundary elements, discretisation, and singular integration.

• Understand quadratic boundary elements, discretisation, and singular integration.

• See how boundary conditions are handled to compute displacements and stresses.

• See how boundary conditions are handled to compute displacements and stresses.

• Work through examples and end-of-chapter problems using provided programs.

• Work through examples and end-of-chapter problems using provided programs.

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