Chapter 3 (A - 3.1 to 3.4) Moments of a force and Centre of Mass Flashcards

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1
Q

Moment of a force formula

A

Moment (Nm) = Force x Perpendicular distance from the point

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2
Q

What is a moment

A

The rotational (or turning) effect of a force

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3
Q

When does rotational equilibrium occur?

A

Sum of clockwise moments = sum of anticlockwise moments

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4
Q

What is the principle of moments

A

Sum of CW moments = sum of ACW moments

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5
Q

When is equilibrium reached?

A

When there is no resultant force or turning effect

Sum of clockwise moments about any point is equal to the sum of the anticlockwise moments around that point.

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6
Q

Unit of moment of force

A

Newton-metre (Nm)

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7
Q

What is another name for moments of a force

A

Torque

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8
Q

Conditions for equilibirum

A

Sum of forces applied on one side must be equal to the other/resultant force on body = 0

Principle of moments must apply

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9
Q

What is the centre of mass/gravity

A

A single point through which the object’s weight acts.

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10
Q

How to find the centre of mass of a plane lamina

A

Suspend the object, and a plumbline from the same point

Trace the thread of the plumbline with a pencil

Repeat using a different point

The intersection of the lines is the centre of mass

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11
Q

What are the 3 types of equilibrium

A

Stable
Unstable
Neutral

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12
Q

What is stable equilibrium

A

a state of equilibrium of a body such that when the body is slightly displaced it tends to return to its original position

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13
Q

What is unstable equilibrium

A

A state of equilibrium where the body is only balanced briefly. But the centre of mass can immediately pass the base

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14
Q

What is neutral equilibrium

A

even if the object is displaced, the centre of gravity always stays exactly over the point which is its base.

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