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2 cards from this section. Quick, good the night before a test.
What does the conservation of mass imply in fluid dynamics?
Think about how mass behaves in a closed system.
What is the continuity equation in simplified form for incompressible flow?
Consider the implications of constant density.
What is the fundamental premise of the continuity equation?
Think about definitions involving conservation.
The continuity equation can be simplified under which condition?
Explore what happens to density.
A pipeline has a diameter of 4 cm at point A and 2 cm at point B. If water flows with a speed of 2 m/s at point A, calculate the speed of water at point B using the continuity equation.
Remember, Area = π*(diameter/2)^2 and mass flow conservation.
Explain how the continuity equation would apply to a spillway designed to manage river flow during flooding. What implications does it have for structural engineering?
Consider how flow constriction might affect velocity and design.
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