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Chapter 10 (2) Fluids in Motion

Chapter 10 (2) Fluids in Motion. Flow Rate and the Equation of Continuity. The mass flow rate is the mass that passes a given point per unit time. The flow rates at any two points must be equal , as long as no fluid is being added or taken away. This gives us the equation of continuity :.

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Chapter 10 (2) Fluids in Motion

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  1. Chapter 10 (2) Fluids in Motion

  2. Flow Rate and the Equation of Continuity The mass flow rate is the mass that passes a given point per unit time. The flow rates at any two points must be equal, as long as no fluid is being added or taken away. This gives us the equation of continuity:

  3. Flow Rate and the Equation of Continuity The density doesn’t change – this simplifies to Where the pipe is wider, the flow is slower.

  4. Bernoulli’s Equation A fluid can also change its height. By looking at the work done as it moves, we find: This is Bernoulli’s equation. One thing it tells us is that as the speed goes up, the pressure goes down.

  5. Applications of Bernoulli’s Principle Using Bernoulli’s principle, we find that the speed of fluid coming from a spigot on an open tank is: This is called Torricelli’s theorem.

  6. Applications of Bernoulli’s Principle Lift on an airplane wing is due to the different air speeds and pressures on the two surfaces of the wing.

  7. Applications of Bernoulli’s Principle A venturi meter can be used to measure fluid flow by measuring pressure differences.

  8. Applications of Bernoulli’s Principle Air flow across the top helps smoke go up a chimney, and air flow over multiple openings can provide the needed circulation in underground burrows.

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