Unit 3 - Centre of Mass, Moments and Stability Flashcards

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1
Q

What is a moment?

A

A turning effect of a force

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2
Q

What is the equation for moments?

A

moment = force x perpendicular distance from axis of rotation

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3
Q

Where does the centre of mass hang?

A

Directly below the point of suspension

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4
Q

How can you find the centre of mass of any flat shape?

A
  1. Suspend the shape and a plumb line from the same point, and wait until they stop moving
  2. Draw a line along the plumb line
  3. Do the same thing again, but suspend the shape from a different pivot
  4. The centre of mass is where your lines cross
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5
Q

In simple shapes how can you guess where the centre of mass will be?

A

By looking at the lines of symmetry

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6
Q

What happens if the anticlockwise moments are equal to the clockwise moments?

A

The object wont turn

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7
Q

What do levers do?

A

Reduce the amount of force that’s needed to get the same moment by increasing the distance

→ They make it easier to do work by moving the distance the force is applied further from the pivot

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8
Q

3 examples of levers?

A

Long sticks or bars, wheelbarrows and scissors

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9
Q

If the total anticlockwise moments do not equal the total clockwise moments, what will happen?

A

A resultant moment, therefore the object will turn

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10
Q

When will an object begin to tip over?

A

If its centre of mass moves beyond the edge of its base (if the line of action no longer acts over the base)

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11
Q

What does the time it takes for a pendulum to swing depend on?

A

It’s length

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12
Q

Pendulums: what is the time period

A

The time taken for the pendulum to swing from one side to the other and back again

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13
Q

Pendulums: how can the time period be calculated? (equation)

A

Time period = 1 / frequency

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14
Q

What are some examples of circular motion?

A

The earth orbiting the sun

A car corniering

Electron orbiting the nucleus

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15
Q

What is velocity?

A

Speed in a given direction

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16
Q
A