Rotational motion Flashcards

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1
Q

velocity and acceleration definitions

A

velocity-the rate of change of displacement

acceleration-the rate of change of velocity

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2
Q

what does the gradient of a velocity-time diagram give?

A

the value of acceleration
(for non-constant graph->gradient of tangent=instantaneous a->found by differentiating)

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3
Q

what does the area of a velocity-time graph give?

A

total displacement
(for a non-constant graph, you must integrate to find this)

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4
Q

what does the area under an acceleration-time graph give?

A

the overall change in velocity (found by integrating the equation of graph)

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5
Q

What happens if angular velocity is constant?

A

angular acceleration and tangential acceleration are 0

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6
Q

Which accelerations are 90degrees to each other?

A

tangential acceleration and centripetal acceleration

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7
Q

what is centripetal acceleration?

A

It is required to change the direction of an object in circular motion-it is a vector which always points to the centre of a circle

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8
Q

What is centripetal force?

A

A centripetal force acting on an object is necessary to maintain circular motion and results in centripetal acceleration of an object

NOT a real force unlike friction and tension

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9
Q

Forces when whirling in a horizontal circle

A

weight (downwards) and tension (inwards)

Fc=T (as it is the only force acting towards the centre)

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10
Q

Forces when whirling in a vertical circle

A

When ball is at top: Fc=T+W
When ball is at the side: Fc=T
When ball is at the bottom: Fc=T-W

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11
Q

Conical pendulum/banked track formulas

A

(T for conical, R for banked)

Fc=Tsinx
mg=Tcosx

for when we want to find angle and have no T:

tanx=Tsinx/Tcosx=mw^2r/mg=w^2r/g=v^2/gr

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12
Q

when does Fc=mg?

A

when centripetal acceleration=g (acceleration due to gravity)

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13
Q

Aircraft banking explanation

A

In order to turn, aircraft must fly ‘sideways’ so that they introduce a component of lift force acting inwards. This is what provides the centripetal force.

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14
Q

In rotational dynamics, what does an unbalanced torque produce?

A

an angular acceleration

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15
Q

Rolling objects:conservation of energy formula

A

Ep=Ek(translational)+Ek(rotational)

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16
Q

hollow v solid cylinder explanation

A

-moment of inertia of hollow cylinder is greater->Ek(rotational) is greater
-linear Ek must be smaller (total energy conserved)->smaller velocity

Solid cylinder reaches bottom first