Forces Flashcards

1
Q

Scalar

A

Any quantity that has a magnitude but not a direction

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2
Q

Magnitude

A

A numerical value with units (amount)

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3
Q

Vector

A

Any quantity that has both magnitude and direction

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4
Q

Scalar examples

A

Density, Temperature, Frequency, Wavelength, Power, Potential Difference, Pressure

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5
Q

Vector examples

A

Magnetic field, Velocity, Momentum, Force, Current, Acceleration, Displacement

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6
Q

Force

A

A force can change the shape of an object or change its state of rest or its motion

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7
Q

Force Measurement

A

Newtons (N)

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8
Q

Resultant force

A

The total force and direction

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9
Q

Unbalanced forces

A

Resultant force = x newtons ( distance )

- A stationary object begins to move, a moving object changes speed in the direction of the resultant force

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10
Q

Balanced forces

A

Resultant force = 0

There is no change in speed or direction

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11
Q

Terminal velocity

A

Travelling at a constant speed

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12
Q

Load

A

The weight of an object on a lever

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13
Q

Effort

A

The force applied to a lever

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14
Q

Pivot / fulcrum

A

The turning point on a lever

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15
Q

Unit of moments

A

Newton Meters (NM )

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16
Q

Equilibrium of moments

A

The sum of all the clockwise moments about any point
=
The sum of all the anticlockwise moments about that point

17
Q

Equilibrium of moments equation

A

F1D1 = F2D2

18
Q

Equation for moments

A

M = F x D

19
Q

Moments equation triangle

A

Moment (Nm)

Force(N) Distance from effort to pivot (M)

20
Q

High gear speed

A

Faster

21
Q

Low gear speed

A

Slower

22
Q

Gears

A

Work as a force multiplier. To increase the moment of a turning effect, a small gear wheel needs to drive a larger gear wheel

23
Q

The centre of mass

A

The central point within an object which can be considered as the centre of mass which the mass acts through

24
Q

Suspended equilibrium

A

If you suspend an object and release it, it will come to rest with its centre of mass directly below the point of suspension

25
Q

The parallelogram of forces

A

A scale diagram of two vectors. The resultant force is found by the diagonal between the two vectors, measured to give magnitude and direction.

26
Q

Resolution of forces

A

Finding the perpendicular components that have a resultant force that is equal to that force

27
Q

Resolving a force

A

Draw a rectangle with adjacent sides along the two directions, so that the diagonal represents the force vector

28
Q

Line of action

A

The line directly down from the centre of mass

29
Q

Falling over

A

When a line of action goes out of the perimeters of the base, the object becomes top heavy and will fall over

30
Q

Speed

A

S = D/T

31
Q

Stationary distance time graph

A

A horizontal line

32
Q

Constant speed distance time graph

A

Sloping upwards line

33
Q

Speed on a distance time graph

A

The gradient of the line

34
Q

Acceleration or deceleration on a distance time graph

A

A curved line

35
Q

Velocity

A

Speed in a given direction

36
Q

Speed

A

How far something moves in a period of time

37
Q

Acceleration equation

A

Starting velocity - Final Velocity
Acceleration = _________________________________________
Time taken

A = u - v / t

38
Q

Area under a velocity time graph

A

The distance travelled

39
Q

Gradient of line on velocity time graph

A

Acceleration