Photo Credit: Public Domain By Andrew Bennett Fluids in motion show some interesting properties. In fact, some behaviors are so far impossible to predict exactly. In a first-year high school physics class, we tend to limit our discussion of moving fluids to the simpler cases, involving incompressible, nonviscous fluids with consistent flow rates. Water moving through pipes is a great example of this, so we end up doing a lot of problems about water in pipes of different shapes and sizes. Continuity Equation and Volume Flow Rate With these assumptions, we can conclude that in some amount of time, the same amount of water must pass one point in the pipe as passes another nearby point in the pipe. If anything else were true, we would have water appearing or disappearing between the two points. This idea can be expressed by the continuity equation, which reads: The product of the cross-sectional area and the fluid speed is equal to the "volume flow rate" of the wate...
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