Oscillations Flashcards

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1
Q

What is period?

A

Time taken for one complete oscillation

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2
Q

What is frequency?

A

Number of oscillations per unit time

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3
Q

What is angular frequency?

A

w=2pif, rate of change of angular displacement measured in radians per second.

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4
Q

Amplitude?

A

Maximum displacement from the equilibrium position

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5
Q

Phase difference

A

Separation between 2 wave particles in the direction of the wave motion

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6
Q

What is simple harmonic motion?

A

Oscillatory motion in which the acceleration is always proportional to, and opposite in direction to the displacement from equilibrium position. (a=-w^2x)

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7
Q

What are the displacement time equation

A

X=Xosin(wt) or Xocos(wt)

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8
Q

What are the formulas for KE and PE?

A

KE= 1/2mv^2 PE= 1/2mw^2x^2

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9
Q

What is the formula for maximum velocity?

A

Vmax= Xo w

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10
Q

Total Energy formula

A

KE+PE= 1/2mw^2Xo^2

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11
Q

What is damping?

A

Loss of energy from an oscillating system to the environment, caused by dissipative force acting in opposite direction of motion of system

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12
Q

Light Damping?

A

System oscillates about equilibrium position with decreasing amplitude over a period of time

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13
Q

Critical Damping?

A

System does not oscillate and returns to equilibrium position in the shortest time possible.

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14
Q

Heavy Damping?

A

The damping is so great that the displaced object never oscillates but returns to its equilibrium position very very slowly.

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15
Q

When is a system undergoing free oscillations?

A

If the oscillatory motion is not subjected to an external periodic driving force and the system oscillates at its natural frequency.

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16
Q

When is a system undergoing forced oscillations?

A

When it is subjected to an input of energy from an external periodic driving force, and the frequency of the forced oscillations will be frequency of driving force

17
Q

Resonance?

A

Phenomenon where the amplitude of a system undergoing forced oscillations is at a maximum, and occurs when the frequency of driving force equal to natural frequency of the system.

18
Q

Effects of damping on the frequency response of a system undergoing forced oscillations?

A

Resonant frequency decreases, the sharpness of resonance decreases, and the amplitude of forced oscillations decreases.