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Pressure and pressure differences in fluids (physics only)

This physics-only topic links force, area, density, depth and gravitational field strength to pressure in fluids and atmospheric effects.

31

Objectives

155

Flashcards

155

Questions

90 min

Study time

AQAGCSEPhysicsForces

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What you need to know

31 objective pages available

Pressure on a surface (physics only)10 objectives
  • (Physics only) Define pressure as force per unit area.
  • (Physics only) Use the equation pressure = force normal to a surface divided by area of that surface.
  • (Physics only) Calculate pressure from force and area.
  • (Physics only) Calculate force from pressure and area.
  • (Physics only) Calculate area from force and pressure.
  • (Physics only) State that pressure is measured in pascals.
  • (Physics only) Explain why a smaller area gives a greater pressure for the same force.
  • (Physics only) Explain why a larger area gives a smaller pressure for the same force.
  • (Physics only) Apply pressure ideas to everyday examples such as sharp blades, snowshoes or high heels.
  • (Physics only) Apply MS 3b and MS 3c skills when rearranging pressure equations.
Pressure in liquids (physics only)11 objectives
  • (Physics only) Explain that pressure in a liquid increases with depth.
  • (Physics only) Explain that pressure in a liquid acts in all directions.
  • (Physics only) Explain that pressure in a liquid is caused by the weight of liquid above.
  • (Physics only) Use the equation pressure = height of column x density x gravitational field strength.
  • (Physics only) Calculate pressure from depth, density and gravitational field strength.
  • (Physics only) Calculate depth from pressure, density and gravitational field strength.
  • (Physics only) Identify density in kilograms per metre cubed and depth in metres when using p = hρg.
  • (Physics only) Explain why pressure differences in a liquid produce an upwards force on submerged objects.
  • (Physics only) Describe upthrust as the upward force on an object in a fluid.
  • (Physics only) Explain floating and sinking in terms of weight and upthrust.
  • (Physics only) Apply MS 3b and MS 3c skills when rearranging liquid-pressure equations.
Atmospheric pressure (physics only)10 objectives
  • (Physics only) Describe atmospheric pressure as pressure caused by air particles colliding with surfaces.
  • (Physics only) Explain that the atmosphere becomes less dense at greater height.
  • (Physics only) Explain why atmospheric pressure decreases as height above Earth's surface increases.
  • (Physics only) Link atmospheric pressure to the weight of air above a surface.
  • (Physics only) Explain why pressure differences can produce forces in gases.
  • (Physics only) Interpret simple examples involving atmospheric pressure and pressure differences.
  • (Physics only) Distinguish atmospheric pressure from liquid pressure and gas pressure in containers.
  • (Physics only) Explain why air pressure acts in all directions.
  • (Physics only) Use particle ideas to explain pressure from collisions with surfaces.
  • (Physics only) Apply qualitative reasoning to atmospheric pressure changes with altitude.

Key terms

PressureForceAreaPascalUpthrustDepthHydrostatic PressureLiquid PressureGravitational Field Strengthdensitydepthpressure difference

Exam tips

  • Understand Pressure Definition: Remember that pressure is defined as force per unit area. Use the formula P = F/A to relate pressure, force, and area.
  • Understand Pressure Calculation: Use the named force or motion quantity when you memorize the equation for pressure: pressure = force / area. Practice rearranging it to find force or area as needed. Link your answer to Pressure on a surface (physics only) and keep force and pressure separate.

Common mistakes

  • Misunderstanding Pressure Definition: Emphasize that pressure is defined as force divided by area (P = F/A), and practice calculating pressure using this formula to reinforce the concept.
  • Misunderstanding Pressure Calculation: Remember that pressure is defined as force applied per unit area. Always use the correct formula: pressure = force normal to a surface divided by area.

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