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首页> 外文期刊>Applications of Mathematics >SLOW RAREFIED FLOWS, THEORY AND APPLICATION TO MICRO-ELECTRO-MECHANICAL SYSTEMS
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SLOW RAREFIED FLOWS, THEORY AND APPLICATION TO MICRO-ELECTRO-MECHANICAL SYSTEMS

机译:慢速整流流,理论及在微机电系统中的应用

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摘要

The main topic of the book is rarefied gas dynamics which can be defined as the study of gas flows in which the distance between two subsequent collisions of a molecule (the so-called mean free path) is not negligible in comparison with the length typical for the surrounding structure.rnAs a tool for the study of the dynamics of rarefied gas the so-called Boltzmann equation is used. As a consequence, the theme of this book is mostly reduced to the study of the Boltzmann equation. Two approaches are presented: 1. Theoretical (Chapters 1-4); 2. Applicable (first section of Chapter 4 and Chapters 5-7).
机译:本书的主要主题是稀有气体动力学,可以将其定义为对气体流动的研究,其中与分子的典型长度相比,分子的两次后续碰撞之间的距离(所谓的平均自由程)不可忽略。作为研究稀有气体动力学的工具,使用了所谓的玻尔兹曼方程。结果,本书的主题大部分被简化为玻尔兹曼方程的研究。提出了两种方法:1.理论(第1-4章); 2.适用(第4章和5-7章的第一节)。

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