Topic 11: Wave Phenomena Flashcards

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1
Q

Principle of superposition

A

When two waves pass at a location, the resultant amplitude is the vector sum of the individual displacements.

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2
Q

Standing waves

A

Standing waves occur when two identical waves travelling in opposite directions superpose. The peaks move up and down but do not progress down the wave.

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3
Q

Node

A

A point on a standing wave which mains stationary due to destructive superposition.

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4
Q

Anti-node

A

A point on a standing wave which oscillates at maximum amplitude.

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5
Q

Standing wave and energy

A

They do not transport energy, but store it.

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6
Q

Standing wave and phase

A

All the points between adjacent antinodes are in the same phase. Adjacent nodes have a phase difference of π rad.

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7
Q

Standing wave in string

A

There is an antinode at the fixed end of a vibrating string. The reflected wave superposes on the incident wave.

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8
Q

Standing wave in pipes

A

A standing wave can arise in air in a pipe. At an open end there is a node; at a closed end, there is an antinode.

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9
Q

Fundamental mode

A

The lowest frequency mode of vibration of an oscillating system.

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10
Q

Harmonics

A

The different modes of vibration of an oscillating system.

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11
Q

Doppler effect

A

The change in frequency observed when a source of waves is moving relative to the observer.

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12
Q

Single slit diffraction

A

Waves passing through a narrow aperture is diffracted and interference effects cause a pattern of maxima and minima.

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13
Q

Double slit diffraction

A

Waves passing through two parallel slits interfere and produce maxima and minima. The separation of the fringes depends on the wavelength, slit separation and distance of the fringes from the slits.

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14
Q

Resolution

A

If two sources, close to each other, can be seen as separate, we say we can resolve them.

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15
Q

Rayleigh criterion

A

The minimum separation between two sources so that they can still be resolved by the observer. At the point that two sources can just be resolved, the central maximum of one source coincides with the first minimum of the other.

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16
Q

Polarisation

A

When the disturbance of a wave is restricted to one plane, it is (plane)-polarised.

17
Q

Polarisation of light

A

Light can be polarised by passing it through a polarising filter, or by reflecting it from a surface.

18
Q

Brewster’s angle

A

When light reflects from a surface so that the reflected ray is at 90° to the transmitted (refracted ray), polarisation of the reflected ray is 100%. The angle of incidence in this situation is called the Brewster angle.

19
Q

Malus’ Law

A

When a ray with intensity I0 hits a polarising filter at angle ϑ, the intensity of the emerging ray, I is given by Malus’ law. I = I0 cos^2 ϑ

20
Q

Simple harmonic motion

A

Motion where the acceleration of the particle is proportional to but in the opposite direction to the displacement of the particle. Acceleration directed towards equilibrium.

21
Q

Damping

A

Reduction of amplitude, caused by an external force, resulting in transfer of energy to heat, sound etc.
OR: Energy removed from an oscillating system

22
Q

Resonance

A

Driving frequency is equal to the system’s own natural frequency