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Integral Relations.ppt

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Integral Relations.ppt

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Integral Relations.ppt

文档介绍

文档介绍:Systems (体系) versus Control Volumes (控制体)
System:an arbitrary quantity of mass of fixed identity. Everything external to this system is denoted by the term surroundings, and the system is separated from its surroundings by it‘s boundaries through which no mass across. (Lagrange 拉格朗日)
Chapter 3 Integral Relations(积分关系式) for a Control Volume in One-dimensional Steady Flows
Control Volume (CV): In the neighborhood of our product the fluid forms the environment whose effect on our product we wish to know. This specific region is called control volume, with open boundaries through which mass, momentum and energy are allowed to across. (Euler 欧拉)
Fixed CV, moving CV, deforming CV
Basic Physical Laws of Fluid Mechanics
All the laws of mechanics are written for a system, which state what happens when there is an interaction between the system and it’s surroundings.
If m is the mass of the system
Conservation of mass(质量守恒)
Newton’s second law
Angular momentum
First law of thermodynamic
It is rare that we wish to follow the ultimate path of a specific particle of fluid. Instead it is likely that the fluid forms the environment whose effect on our product we wish to know, such as how an airplane is affected by the surrounding air, how a ship is affected by the surrounding water. This requires that the basic laws be rewritten to apply to a specific region in the neighbored of our product namely a control volume ( CV). The boundary of the CV is called control surface(CS)
Basic Laws for system
for CV
The Reynolds Transport Theorem (RTT)
雷诺输运定理
1122 is CV .
1*1*2*2* is system which occupies the CV at instant t.
:The amount of per unit mass
The total amount of in the CV is :
t+dt
t+dt
t
t
s
: any property of fluid
t+dt
t+dt
t
t
s
In the like manner
s
1-D flow : is only the function of s .
For steady flow :
t+dt
t+dt
t
t
ds
R T T
If there are several one-D inlets and outlets :
Steady , 1-D only in inlets and outlets, no matter how

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