4. Fluids Formulas (10%)

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13 Terms

1
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Density

  • variables: mass, volume

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Density of Water (2)

3
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Force of Gravity Applied to an Object/Weight of a Volume of Fluid

  • variables: density of object/fluid, volume of object/fluid

4
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<img src="https://knowt-user-attachments.s3.amazonaws.com/95716bda-560d-444c-b236-10cb160091db.jpg" data-width="100%" data-align="center" alt="knowt flashcard image"><p>(density of liquid or object / density of water)</p>
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(density of liquid or object / density of water)

Specific Gravity (% of an object that is submerged in water — if SG > 1, object will sink)

5
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Pressure

  • variables: normal force, area

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Pressure units

7
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Absolute Pressure

  • variables: ambient/surface pressure, fluid density, depth of object

8
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Gauge Pressure

  • variables: absolute pressure, atmospheric pressure

9
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Pascal’s Principle (2)

10
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<img src="https://knowt-user-attachments.s3.amazonaws.com/a73e68a1-9f1d-45ad-bc15-c495e9f49c3f.jpg" data-width="100%" data-align="center" alt="knowt flashcard image"><p>(remember volume = area x height) </p>
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(remember volume = area x height)

Buoyant Force

  • variables: fluid density, volume of fluid displaced/submerged

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Critical Velocity/Speed [the flow speed at which the fluid's movement transitions from smooth, orderly (laminar) flow to chaotic, irregular (turbulent) flow]

  • variables: fluid viscosity, fluid density, diameter of the tube

12
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<img src="https://knowt-user-attachments.s3.amazonaws.com/a8b1c8c4-36ac-4175-b318-7cab622360fe.jpg" data-width="100%" data-align="center" alt="knowt flashcard image"><p></p>
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Continuity Equation // Flow Rate/Flux

  • variables: velocity, cross-sectional areas at 2 points

13
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<img src="https://knowt-user-attachments.s3.amazonaws.com/b3ac1281-e2bb-49b7-be9c-a8c54792149c.jpg" data-width="100%" data-align="center" alt="knowt flashcard image"><p>(essentially PE<sub>1</sub> + KE<sub>1</sub> = PE<sub>2</sub> + KE<sub>2</sub> except you add pressure and replace mass with density) </p>
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(essentially PE1 + KE1 = PE2 + KE2 except you add pressure and replace mass with density)

Bernoulli’s Equation