Forces Flashcards

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1
Q

4 contact forces

A
  • friction
  • normal contact/ reaction force
  • air resistance
  • tension
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2
Q

3 non contact forces

A
  • weight/ gravitational
  • magnetic
  • electrostatic
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3
Q

what is a force?

A

A force is a push or a pull that acts on an object due to the interaction with another object

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4
Q

what is weight?

A

The force acting on an object due to the pull of gravity from a massive object like a planet. The force acts towards the centre of the planet and is measured in newtons (N).

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5
Q

what does the magnitude of weight depend on?

A

the gravitational field strength

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6
Q

where does the weight of an object act?

A

at a single point that is referred to as the centre of mass

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7
Q

define resultant force

A

The single force that could replace all the forces acting on an object (when several forces act on an object), found by adding these together. If all the forces are balanced, the resultant force is zero.

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8
Q

what does a free body diagram depict?

A

The object or ‘body’ is usually shown as a box or a dot. The forces are shown as thin arrows pointing away from the centre of the box or dot.

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9
Q

what does a vector diagram depict?

A
  • an x and y axis with arrows in the directions of the two forces
  • a simple scale converting cm to the number of newtons on each axis
  • diagonal line with arrow going to the top of both scales
  • can draw a line at the end to form a right angle triangle
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10
Q

what is one joule equal to?

A

One joule of work is done (or one joule of energy is transferred) when a force of one newton causes a body to move through a distance of one metre.

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11
Q

what is a joule?

A

when a force of one newton causes a body to move through a distance of one metre.

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12
Q

relationship between joules and newton-metres

A
  • work done can also be measured in newton-metres (Nm):
  • 1 J = 1 Nm
  • dont confuse newton-metres with newton meters
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13
Q

why does work done against the frictional forces acting on an object cause a rise in the temperature of the object?

A
  • Work is done against
    friction which causes heating of the two surfaces - so the internal (thermal) energy of the surfaces increases.
  • energy is dissipated when two surfaces rub together.
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14
Q

give an example of bending and describe the forces involved in it

A
  • Bend an object’s ends past each other
  • eg when an archer pulls an arrow back against a bow.
  • balanced forces ancting both ways on one end
  • force pushing down on the other end
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15
Q

give an example of stretching and describe the forces involved in it

A
  • Pull an object’s ends apart
  • eg when a rubber band is stretched.
  • forces acting in opposite directions pointing away from the object
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16
Q

give an example of compressing and describe the forces involved in it

A
  • Push an object’s ends together
  • eg when an empty drinks can is squashed.
  • forces acting in opposite directions pointing in to the object
17
Q

why does more than one force have to be applied when changing the shape of a stationary object?

A

because a single force would simply cause the object to move in the direction in which the force were to be applied

18
Q

define elastic deformation

A

it is reversed when the force is removed

19
Q

define inelastic deformation

A

is not fully reversed when the force is removed - there is a permanent change in shape

20
Q

what happens when a material goes past its elastic limit?

A

Once a material has gone past its elastic limit, its deformation is said to be inelastic.
In this instance, the relationship between force and extension changes from being linear, or directly proportional, to being non-linear.

21
Q

how is linear and non linear extension shown on a graph

A
  • Linear extension and elastic deformation can be seen below the limit of proportionality.
  • Non-linear extension and
    inelastic deformation can be seen above the limit of proportionality.
  • The limit of proportionality is also described as the ‘elastic limit’.
  • The gradient of a force-extension graph before the limit of proportionality is equal to the spring constant and goes up in a straight diagonal line
  • once this line becomes more horizontal, the extension is non-linear