Seesaws Flashcards

1
Q

Center of mass

A

Equal mass on either side

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2
Q

Greater stability is achieved and balanced is improved

A

Lowering the center or mass and widening the base of support.

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3
Q

How does a balanced seesaw move?

A

It moves at constant angular velocity, because the seesaw has rotational inertia.

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4
Q

Angular position

A

an object’s orientation, angle and rotation axis from reference orientation.

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5
Q

Angular velocity

A

change in angular position with time, speed and rotation axis.

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6
Q

Torque

A

a twist or spin, amount and rotation axis twist or spin.

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7
Q

Why does a seesaw need a pivot?

A

To prevent translational motion

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8
Q

Pivot

A

placed at a natural pivot, center of gravity
Pivot allows rotation but not translation

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9
Q

Why does a lone seesaw rider plummet to the ground?

A

Torque on seesaw causes angular acceleration, the weight of a lone rider produces a torque, that torque would cause angular acceleration, seesaw’s angular velocity would change with time.

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10
Q

Angular acceleration

A

change in angular velocity with time, the rate and rotation axis change in angular velocity

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11
Q

Rotational mass

A

Measure of rotational inertia

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12
Q

Newton’s second law of Rotational Motion

A

An object’s angular acceleration is equal to the net torque exerted on it divided by its rotational mass. The angular acceleration is in the same direction as the torque.

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13
Q

Why do the riders’ weights and position matter?

A

Must balance seesaw-zero net torque
Adding a second rider adds a second torque
A rider’s torque is their weight times lever arm

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14
Q

Why does distance from the pivot affect speed?

A

Moving toward the pivot reduces rotational mass
Lever arm is a vector from pivot to rider
Moving toward pivot->faster angular accelerations

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15
Q

What twists does each rider experience?

A

2 torques - 1 due to gravity, 1 due to other riders
each rider experiences two torques about pivot
When seesaw balances, those torques sum to zero
rider exert equal but opposite torques on one another

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16
Q

Newton’s third law of rotational motion

A

For every torque that one object exerts on a second, object exerts on the first.