Lecture 12 Flashcards

1
Q

What is Newtons 1st law of motion

What does it refer to

A

Inertia

An object will either remain at rest or continue to move at a constant velocity unless acted upon by a force

Sum of forces are balance

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2
Q

Static equilibrium under newtons first law (linear motion)

A

Sum of F = 0

Linear velocities = 0

The body is not moving

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3
Q

Dynamic equilibrium under newtons first law (linear motion)

A

Sum of F = 0

Linear velocities cannot equal 0 but are constant

The body is moving at constant pace

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4
Q

Horizontal motions of a projectile involve

A

Vertical (gravity)

Horizontal = constant

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5
Q

What is inertia

What is it proportional to

A

The resistance of any physical object to any change in ites state of motion

Mass

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6
Q

Density =

A

Mass/volume

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7
Q

Linear momentum equation

A

P = mv

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8
Q

What is linear momentum

A

The product of mass and linear velocity

Quantifying the motion and inertia of an object together in one measure

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9
Q

Conservation of linear momentum happens when

A

Sum of F = 0

Dynamic equilibrium:
Constant V
Constant M

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10
Q

Conservation of linear momentum with no external forces on two objects would look like

A

Pi = Pf

Sum of (mv) = Sum of (mv)

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11
Q

What is an elastic collision

A

The object bounce apart after collision

Magnitude of relative velocity stays the same

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12
Q

What is an inelastic collision

A

The objects stick together after collision

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13
Q

When there is elastic collisions, what is conserved

A

Energy and momentum

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14
Q

What happens to Partially inelastic objects

A

Do not stick together but lose some energy due to deformation etc

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15
Q

What happens to Inelastic objects

A

Energy is lost via heat etc

Momentum is conserved

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16
Q

What is the Coefficient of restitution

What is the equation

A

The ratio of the final to initial relative velocity between two objects after they collide

Relative velocity after collision
________________________
Relative velocity before collision

Which looks like

V1 - V2 / U1 - U2

17
Q

What is the range of the coefficient of restitution

A

Range from 0 to 1

1 = perfectly elastic collision

18
Q

When working out the coefficient of restitution of a ball drop the equation used is

A

Square root of Bounce height/Drop height