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Basic Gas Dynamic Equations in a Moving Orthogonal Coordinate System,

机译：移动正交坐标系中的基本气体动力学方程，

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In the report the authors expand the basic gas dynamic equations written by Walkden in tensor form for an arbitrary moving coordinate system for the following specific systems: (1) Orthogonal moving, (2) Elliptic-cylindrical moving,and (3) Orthogonal stationary. (Modified author abstract)

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作者
woan, c. j. akai, t. j.;
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年度 1974
页码 1-16
总页数 16
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
gas dynamics; partial differential equationstensor analysis;

机译：气体动力学;偏微分方程分析;

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专利

1. Description of the n-orthogonal curvilinear coordinate systems and Hamiltonian integrable systems of hydrodynamic type, I: Integration of the Lame equations [J] . Zakharov VE. Duke mathematical journal . 1998,第1期

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2. Transformation of Two-Dimensional Stationary Equations of Magnetic Hydrodynamics in Arbitrary Orthogonal Coordinate System to Physical Variables. Jet Streams [J] . Yu.P. Ladikov-Roev Journal of automation and information sciences . 2012,第8期

机译：将任意正交坐标系中的磁流体动力学二维平稳方程转换为物理变量。喷射流
3. EQUATIONS OF THE DYNAMIC PROBLEM OF THERMOELASTICITY IN STRESSES IN A THREE-ORTHOGONAL COORDINATE SYSTEM [J] . R. S. Musii, H. B. Stasyuk Materials Science . 2005,第1期

机译：三正交坐标系中应力热弹性动力学问题的方程
4. Energy Stable High Order Finite Difference Methods for Hyperbolic Equations in Moving Coordinate Systems [C] . Samira Nikkar, Jan Nordstroem AIAA computational fluid dynamics conference . 2013

机译：运动坐标系中双曲型方程的能量稳定高阶有限差分方法
5. Coordinated static and dynamic reactive power planning against power system voltage stability related problems. [D] . Krishnan, Venkat Kumar. 2007

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6. Moving from Basic towards Systems Pharmacodynamic Models [O] . William J Jusko -1

机译：从基础到系统的药效学模型
7. Transformation of the Equations of Motion in Dynamical Meteorology to Orthogonal Curvilinear Coordinates [O] . H. Arakawa 1950

机译：正交曲线坐标动态气象中运动方程的转变
8. About Equations of Errors of Inertial Navigation Systems, Determining Arbitrary Curvilinear Coordinates of a Moving Object [R] . Andreev, V. D. 1968

机译：关于惯性导航系统误差方程，确定运动物体的任意曲线坐标

Basic Gas Dynamic Equations in a Moving Orthogonal Coordinate System,

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