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Springer Differential Quadrature and Its Application in Engineering

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Description

This comprehensive Springer publication explores the differential quadrature method, a powerful global numerical discretization approach widely used across engineering disciplines. The book systematically covers the mathematical foundations of differential quadrature and demonstrates its practical implementation in solving complex problems including Helmholtz equations, fluid flow analysis, structural mechanics and vibration studies. Designed for practising engineers, scientists and graduate students, it provides detailed guidance on how this method approximates derivatives through linear weighted sums across entire domains. The text bridges theory and application, offering readers both rigorous mathematical grounding and real-world engineering solutions that leverage differential quadrature's efficiency in tackling multidisciplinary technical challenges.

Key Features

Differential quadrature method explained through systematic mathematical fundamentals and theoretical foundations for engineering applications.

Practical implementation guidance for solving Helmholtz problems, flow analysis, structural mechanics and vibration engineering challenges.

Global numerical discretization approach that approximates derivatives using weighted functional values across whole domains.

Comprehensive resource published by Springer, aimed at practising engineers, scientists and graduate students in technical fields.

Detailed solutions for complex engineering problems spanning multiple disciplines and application areas.

Linear weighted sum methodology enabling efficient and accurate numerical solutions for engineering computations.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
14 January 2000
Listed Since
12 January 2007

Barcode

No barcode data available

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