Dynamics

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Last updated 7:58 PM on 10/24/24
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16 Terms

1
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Define net/resultant force

Overall force acting on an object

2
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What do forces do, its equation and its standard and SI base unit

A force changes an objects speed, direction or shape

F = ma

F = resultant force, Newtons, N, kgms^-2

m = mass, kg

a = acceleration, ms^-2

3
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Define 1 newton

The force that gives a 1kg object an acceleration of 1ms^-2

4
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What is a fluid?

A liquid or gas

5
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What happens when a resultant force acts on an object?

When a resultant force acts on an object with mass, it will accelerate.

6
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What direction does acceleration act?

The same direction as the resultant force

7
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What do unbalanced forces cause?

The resultant force to be >0

8
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What are all the commonly occurring forces?

Weight

Friction

Drag/Air resistance

Upthrust/Buoyancy

Normal contact force

9
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Define weight and its equation

Gravitational force acting on object through its centre of gravity

W = mg

W = weight, N, kgms^-2

m = mass, kg

g = acceleration of free fall, 9.81ms*-2

10
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Define friction

The force when two objects rub against eachother

11
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Define drag/air resistance and what is it directly proportional to?

The resistive force on an object travelling through a fluid, it acts against the direction of motion

Drag ∝ Speed²

12
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Define tension

The force within a stretched cable/rope

13
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Define upthrust/buoyancy and its equation

The upward force acting on an object in a fluid

U = Vρg

U = upthrust, N, kgms^-2

V = volume, m³

ρ = density, kgm^-3

g = acceleration of freefall, 9.81ms^-2

14
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Define normal contact force

The force when an object rests upon another object acting perpendicular to the plane of contact

15
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What do free body diagrams look like?

Forces represented as vector arrows, scaled to magnitudes

<p>Forces represented as vector arrows, scaled to magnitudes </p>
16
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What do objects on a slope look like?

Resolve vectors into 2 components parallel and perpendicular to the slope

<p>Resolve vectors into 2 components parallel and perpendicular to the slope</p>