1A Flashcards

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1
Q

Explain what is meant by the term ‘angular acceleration’

A

Rate of change of angular velocity

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2
Q

Explain what is meant by the term ‘central acceleration’.

A

Rate of change of linear/tangential velocity.

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3
Q

An object is moving in a circular path at a constant speed, explain how it is accelerating.

A

The object is changing direction and hence its velocity is changing.

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4
Q

An object is moving in a circular path and the central force causing this is removed. State the
direction the object will now move.

A

The object moves in a straight line tangentially.

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5
Q

State what is meant by a central force

A

A central force is a force which causes on object to remain in circular motion. It is usually
provided by tension, gravitational force, a magnetic field or friction.

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6
Q

Explain why an object can move faster around a banked circular track than on a flat circular
track.

A

On a flat circular track only friction provides a central force. On a banked circular track there
is also the reaction force of the track providing a central force.

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7
Q

State what is meant by ‘Torque’.

A

The turning effect which results from the application of a force at a radius r

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8
Q

A system rotates because a force is applied at a radius ‘r’ from the centre of rotation. An
identical force is applied to the system but at a greater radius. Explain what effect this will
have on the angular acceleration of the system.

A

The radius has increased meaning the torque (T = Fr) has increased. This means the
angular acceleration increases as T = Iα.

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9
Q

State the law of conservation of angular momentum.

A

The total angular momentum before a collision is equal to the total angular momentum after
a collision in the absence of external torques.

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10
Q

State what is meant by the term ’moment of inertia’.

A

A measure of the resistance an object has to changing its angular velocity

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11
Q

Explain what is meant by the term ’moment of inertia’.

A

A measure of the mass of an object and the distribution of that mass around the centre of
rotation.

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