Chapter 3: Motion and Pressure

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Vocabulary flashcards covering motion, speed, moments, and pressure in solids, liquids, and gases based on the Chapter 3 knowledge organiser.

Last updated 3:35 PM on 6/16/26
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16 Terms

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Speed

How far something moves in a certain time, measured in metres per second (m/sm/s).

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Relative motion

A comparison of how fast one object is moving to another; it is zero if two objects move at the same speed in the same direction.

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Distance-time graph

A graph showing the distance something travels over a certain time, used to calculate average speed by dividing distance covered by time taken.

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Moment

The turning effect of a force, measured in newton metres (NmNm).

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Law of moments

The principle that when forces are balanced, all clockwise moments added together must equal all anticlockwise moments added together.

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Centre of gravity

The point through which all the weight of an object seems to act; it is also known as the centre of mass.

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Gas pressure

The pressure produced by collisions between gas particles and their container.

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Compress

To squash a gas into a smaller volume, which results in more collisions and higher pressure.

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Atmospheric pressure

The pressure acting on us from the air around us, which is lower at higher altitudes because the air is less dense.

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Pressure (in solids)

The force exerted on a surface because of weight, measured in newtons per metre squared (N/m2N/m^2) or Pascal (PaPa).

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Pascal (PaPa)

A unit of pressure where 1N/m2=1Pa1\,N/m^2 = 1\,Pa.

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Incompressible

The property of solids and liquids where particles are already touching, meaning they cannot be squashed and instead pass pressure on.

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Liquid pressure

Pressure in a liquid that is bigger at the bottom than the top because the weight of the water pushing down increases with depth.

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Upthrust

The upward force produced by liquid water pressure that allows objects to float.

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Pivot

The point around which a moment or turning force acts.

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Newton metres (NmNm)

The unit for the moment, calculated as force (N)×perpendicular distance from the pivot (m)\text{force (N)} \times \text{perpendicular distance from the pivot (m)}.