Computational Fluid Dynamics with...

Computational Fluid Dynamics with...

Publisher
Dover Publications Inc.
Published
2007
Pages
—
ISBN-13
9780486458908
Format
print
Language
English

This text describes several computational techniques that can be applied to a variety of problems in thermo-fluid physics, multi-phase flow, and applied mechanics involving moving…

Book Summary
This textbook by Wei Shyy provides a comprehensive introduction to computational fluid dynamics (CFD) with a focus on moving boundary problems. It covers numerical techniques, formulation strategies, and applications in thermo-fluid physics, multi-phase flow, and applied mechanics. With step-by-step procedures and practical examples, it serves both researchers and advanced students in aerospace, chemical, mechanical, and materials engineering.
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About Computational Fluid Dynamics with...

Computational Fluid Dynamics with Moving Boundaries by Wei Shyy is a detailed guide to numerical methods for problems involving moving flow boundaries. The book surveys contemporary techniques, offering step-by-step discussions of numerical procedures and multiple examples that employ algorithms in problem-solving. It emphasizes formulation and computation strategies, covering applications in thermo-fluid physics, multi-phase flow, and applied mechanics. Researchers and professionals in aerospace, chemical, mechanical, and materials engineering will find it a valuable resource, while its clear explanations make it suitable as a textbook for advanced courses in fluid dynamics, CFD, heat transfer, and numerical methods. The text balances theoretical foundations with practical implementation, equipping readers to tackle complex moving-boundary problems.

Who should read Computational Fluid Dynamics with...?

This book is ideal for graduate students and researchers in aerospace, chemical, mechanical, and materials engineering who need to understand or implement computational methods for moving boundary problems. It suits advanced courses in fluid dynamics, CFD, heat transfer, and numerical methods. Professionals working on multi-phase flows, thermo-fluid physics, or applied mechanics will benefit from the practical algorithms and examples. Readers should have a basic background in fluid mechanics and numerical analysis.

Pros & Cons
Pros
  • ✓ Comprehensive coverage of numerical techniques for moving boundary problems
  • ✓ Step-by-step discussions with practical examples and algorithms
  • ✓ Balances formulation strategies with real-world applications
  • ✓ Suitable for both researchers and advanced students
  • ✓ Written by a recognized expert in computational fluid dynamics
Cons
  • ✗ Assumes prior knowledge of fluid mechanics and numerical methods
  • ✗ Some algorithms may require adaptation for specific problems
  • ✗ Limited coverage of recent advanced topics like machine learning in CFD
  • ✗ Examples may not span all application areas equally
  • ✗ Not an introductory text for beginners in CFD
Frequently asked questions
What prior knowledge is required to understand this book?
Readers should have a foundation in fluid mechanics and numerical analysis, typically at the graduate or advanced undergraduate level.
Does the book include code or pseudocode for the algorithms?
Yes, the book provides step-by-step numerical procedures and examples that employ algorithms, often with pseudocode or detailed descriptions to facilitate implementation.
Is this book suitable for self-study?
It can be used for self-study by motivated readers with the necessary background, but it is primarily designed as a textbook for advanced courses and a reference for researchers.
What types of moving boundary problems are covered?
The book covers a range of problems in thermo-fluid physics, multi-phase flow, and applied mechanics involving moving flow boundaries, such as free-surface flows and fluid-structure interaction.
Is this book up-to-date with modern CFD techniques?
While it covers fundamental and contemporary numerical techniques, some recent advances like machine learning in CFD are not included. It remains a solid foundation for moving boundary methods.

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