Pascal's principle
Push on a liquid shut in a container and the extra pressure is passed on, undiminished, to every part of the liquid and to every wall. This is Pascal's principle. Because a liquid hardly squeezes, a small force on a narrow piston makes the same pressure under a wide piston, where it adds up to a much bigger force (force = pressure × area): a hydraulic lift's two pistons obey F1/A1 = F2/A2. A car's hydraulic brakes and the lift in a repair shop work this way, letting a foot stop a car and a small pump raise one.
Depth 1 · Foundation
You know that pressure on a closed-in liquid is passed undiminished to all of it (Pascal's principle), and can use force ÷ area being equal at the two pistons to explain and work out the force of a hydraulic lift or brake.
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- 1
Foundation
You know that pressure on a closed-in liquid is passed undiminished to all of it (Pascal's principle), and can use force ÷ area being equal at the two pistons to explain and work out the force of a hydraulic lift or brake.
Your path here
What's still between you and Pascal's principle, depth 1, in the order you can learn it.
- 1ForceDepth 1 · Foundation · Mechanics
- 2ForceDepth 2 · Deeper · Mechanics
- 3GravityDepth 1 · Foundation · Mechanics
- 4GravityDepth 2 · Deeper · Mechanics
- 5MeasurementDepth 1 · Foundation · Measurement
- 6UnitsDepth 1 · Foundation · Measurement
- 7LengthDepth 1 · Foundation · Measurement
- 8Points and linesDepth 1 · Foundation · Geometry
- 9AnglesDepth 1 · Foundation · Geometry
- 10PolygonsDepth 1 · Foundation · Geometry
- 11Parallel and perpendicular linesDepth 1 · Foundation · Geometry
- 12QuadrilateralsDepth 1 · Foundation · Geometry
- 13AreaDepth 1 · Foundation · Geometry
- 14PressureDepth 1 · Foundation · Mechanics
- 15Pressure in liquidsDepth 1 · Foundation · Mechanics
- 16Pascal's principleDepth 1 · Foundation · Mechanics
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