Multicomponent Flow Modeling
暫譯: 多組分流動模型化
Giovangigli, Vincent
- 出版商: Springer
- 出版日期: 1999-08-01
- 售價: $9,170
- 貴賓價: 9.5 折 $8,712
- 語言: 英文
- 頁數: 321
- 裝訂: Hardcover - also called cloth, retail trade, or trade
- ISBN: 0817640487
- ISBN-13: 9780817640484
-
相關分類:
數值分析 Numerical-analysis、物理學 Physics
海外代購書籍(需單獨結帳)
相關主題
商品描述
The goal of this is book to give a detailed presentation of multicomponent flow models and to investigate the mathematical structure and properties of the resulting system of partial differential equations. These developments are also illustrated by simulating numerically a typical laminar flame. Our aim in the chapters is to treat the general situation of multicomponent flows, taking into account complex chemistry and detailed transport phe- nomena. In this book, we have adopted an interdisciplinary approach that en- compasses a physical, mathematical, and numerical point of view. In par- ticular, the links between molecular models, macroscopic models, mathe- matical structure, and mathematical properties are emphasized. We also often mention flame models since combustion is an excellent prototype of multicomponent flow. This book still does not pretend to be a complete survey of existing models and related mathematical results. In particular, many subjects like multi phase-flows, turbulence modeling, specific applications, porous me- dia, biological models, or magneto-hydrodynamics are not covered. We rather emphasize the fundamental modeling of multicomponent gaseous flows and the qualitative properties of the resulting systems of partial dif- ferential equations. Part of this book was taught at the post-graduate level at the Uni- versity of Paris, the University of Versailles, and at Ecole Poly technique in 1998-1999 to students of applied mathematics.
商品描述(中文翻譯)
本書的目標是詳細介紹多組分流動模型,並研究所產生的偏微分方程系統的數學結構和性質。這些發展也通過數值模擬一個典型的層流火焰來進行說明。我們在各章中的目的是處理多組分流動的一般情況,考慮到複雜的化學反應和詳細的傳輸現象。在本書中,我們採取了一種跨學科的方法,涵蓋了物理、數學和數值的觀點。特別強調分子模型、宏觀模型、數學結構和數學性質之間的聯繫。我們也經常提到火焰模型,因為燃燒是一個多組分流動的優秀原型。本書並不聲稱是現有模型及相關數學結果的完整調查。特別是,許多主題如多相流、湍流建模、特定應用、多孔介質、生物模型或磁流體力學並未涵蓋。我們更強調多組分氣體流動的基本建模及其所產生的偏微分方程系統的定性特性。本書的部分內容於1998-1999年在巴黎大學、凡爾賽大學及高等工藝學校的研究生課程中教授,對象為應用數學的學生。