Control Volume Analysis 1 Flashcards
Define systems (2)
-a system is a collection of matter of fixed identity
-always the same atoms or fluid particles which may move, flow and interact with its surrounding
Define control volume (3)
-is a region in space through which fluid may flow
-bounded by the control surface
-control volume may be fixed, moving or even deforming
Define Reynolds’s transport theorum (1)
-it is a fundamental concept in fluid mechanics that bridges the gap between 2 ways of analyzing physical systems, System approach and Control volume approach.
State the use of Reynolds’s transport theorum (1)
-it’s particularly useful because it allows us to apply the conservation laws (for mass, momentum, and energy) in situations where we are working with a fixed control volume through which fluid flows instead of tracking individual particles of fluid
How does the system approach work (3)
-in this approach you track a specific set of fluid particles as they move
-the system deforms and changes shape as the fluid flows
-conservation laws like mass,momentum and energy are directly applied to this moving system
How does control volume approach work (3)
-in the control volleyball app approach analyze a fixed region of space
-and fluid moves in and out of this region
-instead of tracking individual particles you focus on how much fluid enters and exits the control volume
How does control volume approach work (3)
- in the control volume approach, you analyze a fixed region of space
-and fluid moves in and out of this region
-instead of tracking individual particles you focus on how much fluid enters and exit the control volume
What is the purpose of Reynolds transport theorem (4)
-Reynolds transport theorem is a mathematical tool that transforms the conservation laws
-which are naturally formulated for system of particles ( the material system )
-into a form that can be applied to control volume
-essentially it allows you to convert the rate of change of property in a moving system
-into a form that relates to a fixed control volume
State an equation used to express a general property
B = m x b
B represents the total amount of any physical property of a portion of fluid
b represents the amount of a property per unit mass
m = mass
State an equation used to express a general property
B = m x b
B represents the total amount of any physical property of a portion of fluid
b represents the amount of a property per unit mass
m = mass