Physics, Conservation laws, & Oscillations Flashcards

1
Q

Rate of change

A

How much a quantity will change in a given amount of time

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2
Q

Velocity

A

The rate of change of an object in a certain direction

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3
Q

Speed

A

The velocity in the direction of motion
- always positive

change in position = velocity x (elapsed time)

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4
Q

Newton’s first law

A

The velocity in each direction is constant in the absence of interactions
-ie, objects move at a constant speed in a fixed direction

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5
Q

Conserved quantities

A

Quantitative properties of a physical system that remain constant in time

  • energy
  • momentum
  • spin
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6
Q

Mass

A

The energy of an object at rest

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7
Q

Kinetic energy

A

The energy that an object has due to its motion

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8
Q

Momentum

A

Energy carried by a moving object in the direction it is moving

momentum = mass x velocity

Quantifies how hard it is to stop the object’s movement

If objects interact,
the sum of the momenta before = the sum of the momenta after

An equal strength push on two different objects will lead to the same change in momentum

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9
Q

Spin (angular momentum)

A

Related to mass, size, and period of rotation

Conservation of angular momentum: an isolated spherical object of fixed size will spin with a fixed period or rotation about a fixed axis

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10
Q

Force

A

Quantifies the instantaneous strength of a push or pull

Force = rate of change of momentum (in absence of other forces)

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11
Q

Newton’s second law

A

A force of 1 Newton will cause a 1kg object to change its velocity by 1 m/s in 1 second

1 Newton = 1 kg m/s /s

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12
Q

Force of gravity

A

A downward force with magnitude

F = M x g

M = mass; g = 9.8 m/s /s

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13
Q

Rules for predicting positions and velocities

A
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14
Q

Newton’s third law

A

When there is a force from object A on object B, there should be an equal opposing force from object B on object A
(equal in strength, opposite in direction)

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15
Q

Mechanical equilibrium

A

An object is in mechanical equilibrium if it is at rest and the net force on the object is zero

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16
Q

Restoring forces

A

An object displaced from equilibrium in one direction experiences a net force in the other direction, leading to oscillations

17
Q

Hooke’s law

A

Restoring force is proportional to the displacement of the object (eg. doubling displacement doubles force)

F = -k x

x: displacement
k: constant (depends on the specific system)

Oscillations caused by Hooke’s law obey simple harmonic motion and the period/frequency is independent of the amplitude

18
Q

Simple harmonic motion

A

Oscillations have sinusoidal time graphs (sine waves)

19
Q

Amplitude

A

The maximum distance that an object is displaced from equilibrium during an oscillation

Determined by initial displacement and/or initial velocity

20
Q

Frequency

A

Decreases as mass of the oscillator increases (eg, stiffer string)
Increases as strength of restoring forces increases (eg, tension)

21
Q

Potential energy

A

Energy associated with the configuration of an object (eg, how much a spring is stretched)

22
Q

Heat

A

The kinetic energy associated with the random motions of molecules in a material

23
Q

What is the relationship between energy and oscillations?

A

In an oscillation, energy is transferred back and forth between kinetic and potential energy

In an oscillation, energy is proportional to the square of amplitude (eg, if the amplitude is multiplied or divided by 3, the energy is multiplied or divided by 9)

24
Q

Driven oscillation

A

An oscillation sustained by a periodic force acting on the oscillator

25
Q

Resonance

A

The amplitude of a driven oscillation becomes large when the frequency of the driving force matches the natural frequency of the oscillator

26
Q

Natural frequency

A

In the absence of a driving force, the frequency or frequencies at which an object tends to vibrate with when hit, struck, plucked, strummed or somehow disturbed