Mechanics Flashcards

(20 cards)

1
Q

particle modelling assumptions

A
  • mass of the object is concentrated at a single point

- rotational forces and air resistance can be ignored

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2
Q

rod modelling assumptions

A
  • mass is concentrated along a line
  • no thickness
  • rigid (does not bend or buckle)
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3
Q

lamina modelling assumptions

A

mass is distributed across a flat surface

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4
Q

uniform body modelling assumptions

A
  • mass of the object is concentrated at a single point at the geometrical centre of the body - the centre of mass
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5
Q

light object modelling assumptions

A
  • treat object as having zero mass

- tension the same at both ends of a light string

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6
Q

inextensible string modelling assumptions

A
  • acceleration is the same in objects connected by a taut inextensible string
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7
Q

smooth surface modelling assumptions

A
  • assume that there is no friction between the surface and any object on it
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8
Q

rough surface modelling assumptions

A
  • objects in contact with the surface experience a frictional force if they are moving or are acted on by a force
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9
Q

wire modelling assumptions

A
  • treated as one-dimensional
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10
Q

smooth and light pulley modelling assumptions

A
  • pulley has no mass

- tension is the same on either side of the pulley

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11
Q

bead modelling assumptions

A
  • moves freely along a wire or string

- tension is the same on either side of the bead

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12
Q

peg modelling assumptions

A
  • dimensionless and fixed

- can be rough or smooth as specified in question

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13
Q

air resistance modelling assumptions

A
  • usually modelled as being negligible
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14
Q

gravity modelling assumptions

A
  • assume that all objects with mass are attracted towards the Earth
  • Earth’s gravity is uniform and acts vertically downwards
  • g is constant and is taken as 9.8m/s^2, unless otherwise stated in the question
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15
Q

base SI units

A

mass - kg
length/displacement - m
time - s

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16
Q

derived SI units

A

speed/velocity - m/s
acceleration - m/s^2
weight/force - N

17
Q

Using calculus to work out velocity from displacement

18
Q

Using calculus to work out acceleration from velocity or displacement

A

a = dv / dt = d^2s/dt^2

19
Q

Using calculus to work out velocity from acceleration

A

integrate acceleration

20
Q

Using calculus to work out displacement from velocity

A

integrate velocity