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3 cards from this section. Quick, good the night before a test.
What are the three components of cylindrical coordinates?
Think about what each dimension stands for.
Define mass conservation in your own words.
Consider how mass can enter or exit a control volume.
What does cylindrical coordinates use instead of Cartesian coordinates?
Think of the shape of the coordinate system.
Is the mass conservation equation applicable to all fluid flows?
Consider where mass can be created or destroyed.
How would the mass conservation equations differ if applied to a flow with varying density, like gas being compressed in a cylinder versus incompressible liquid flow?
Consider how density affects mass flow rates.
Derive the mass conservation equation for a cylindrical control volume considering both radial and axial flow.
Visualize how mass enters and exits the control volume in cylindrical geometry.
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