On the Formulation and Numerical Evaluation of a Set of Two-Phase Flow

Stephen Jarvis Jr.

ISBN 10: 1527827143 / ISBN 13: 9781527827141

Published by Forgotten Books, 2018

About this Item

Print on Demand. This book details the mathematical principles behind the finite difference method for solving hyperbolic partial differential equations, with a focus on non-linear systems and an emphasis on stability analysis and computational applications. Of particular interest to researchers in computational fluid dynamics, this book describes the development of finite difference methods that evolved in the 20th century and became a cornerstone of contemporary computational methodologies. The author provides background on the Lax method and the Courant-Isaacson-Rees (CIR) method, underlining their advantages and limitations for calculations involving shocks, and explicates their application to the complex, non-linear two-phase flow equations used to model challenging phenomena such as the cooldown process. By explaining the mathematical basis of these methods, this book provides a strong foundation for researchers involved in developing and applying numerical simulation techniques for complex physical systems. This book is a reproduction of an important historical work, digitally reconstructed using state-of-the-art technology to preserve the original format. In rare cases, an imperfection in the original, such as a blemish or missing page, may be replicated in the book.

Seller Inventory # 9781527827141_0

Bibliographic Details

• Title: On the Formulation and Numerical Evaluation of a Set of Two-Phase Flow
• Publisher: Forgotten Books
• Publication Date: 2018
• Language: English
• ISBN 10: 1527827143
• ISBN 13: 9781527827141
• Binding: Paperback
• Condition: New
• Book Type: print-on-demand item
• Seller catalogs:
  • Physics

About this title

Synopsis

This book details the mathematical principles behind the finite difference method for solving hyperbolic partial differential equations, with a focus on non-linear systems and an emphasis on stability analysis and computational applications. Of particular interest to researchers in computational fluid dynamics, this book describes the development of finite difference methods that evolved in the 20th century and became a cornerstone of contemporary computational methodologies. The author provides background on the Lax method and the Courant-Isaacson-Rees (CIR) method, underlining their advantages and limitations for calculations involving shocks, and explicates their application to the complex, non-linear two-phase flow equations used to model challenging phenomena such as the cooldown process. By explaining the mathematical basis of these methods, this book provides a strong foundation for researchers involved in developing and applying numerical simulation techniques for complex physical systems.