Year 2 Chapter 2: Simple Harmonic Motion Flashcards

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1
Q

What is simple harmonic motion?

A

Motion where the acceleration of an object is directly proportional, and in the opposite direction, to its displacement

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2
Q

What are some key features of simple harmonic motion?

A

-Object oscillates either side of an equilibrium position
-Restoring force acts towards equilibrium position
-Force is proportional to its displacement (F= -kx)
-so acceleration is proportional to displacement

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3
Q

What is the defining equation for SHM?

A

F= -kx
F: force
k: constant
x: displacement
- shows its in opposite direction to displacement

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4
Q

What are spring oscillators and what is the period unaffected by?

A

A mass on a spring that oscillates with SHM. Not affected by gravitational field strength or initial displacement

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5
Q

What are pendulum oscillators and what is the period unaffected by?

A

A mass on a string that oscillates with SHM. Not affected by bob’s mass or initial displacement

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6
Q

Describe the energy stores of the objects at either end of the oscillation

A

Velocity is zero, so Ek is zero
Potential energy is at a maximum
Total energy is the same throughout

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7
Q

Describe the energy stores of the object at its equilibrium position

A

Velocity is at its maximum, so Ek is at a maximum
Potential energy is at a minimum at 0
Total energy is the same throughout

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8
Q

How do the energy stores of an object in SHM vary throughout without damping

A

Kinetic + potential energy = total energy
This is constant and there are two maximum Ek and Ep per cycle

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9
Q

What is damping and what causes it?

A

The dissipation of energy from an oscillating system. It causes the amplitude of oscillation to decrease. Damping occurs when a force opposes the system’s motion, eg friction or air resistance

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10
Q

What are some examples of deliberate damping?

A

Car suspension systems, springed doors, speedometer dials, swings

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11
Q

What is light damping?

A

A type of damping where energy is gradually removed from the system and the amplitude of oscillations slowly decreases

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12
Q

What is critical damping?

A

The minimal amount of damping that stops the oscillations in the quickest time possible.

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13
Q

What is heavy damping?

A

When the system is damped more than required to stop the oscillations. It takes longer for the system to return to equilibrium than for critical damping.

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14
Q

What are free vibrations?

A

Oscillations that are not caused by a driver. An object will naturally oscillate at its natural frequency.

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15
Q

What are forced vibrations?

A

Oscillations caused by a driving force, they oscillate at the driving frequency. The amplitude of oscillation is small at high frequencies and large at low frequencies.

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16
Q

How does the driving force compare to the oscillations during resonance?

A

The driving force is π/2 out of phase and ahead of the oscillations

17
Q

What is resonance?

A

When the driving frequency matches the resonant (natural) frequency of the oscillating system. The rate of energy transfer and amplitude of oscillation is at a maximum.