2. Waves and Optics Flashcards

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1
Q

Definition of Amplitude

A

The maximum displacement of a particle from equilibrium position.

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2
Q

Definition of frequency

A

The number of complete waves per second

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3
Q

Definition of wavelength

A

The smallest distance between two adjacent vibrating particles that are in phase

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4
Q

Definition of wave speed

A

v = λf

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5
Q

Definition of phase

A

Measurement of the position of a certain point along the wave cycle

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6
Q

Definition of phase difference

A

The difference between the two positions of certain points along the wave cycle

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7
Q

Longitudinal Waves

A

Waves where the vibrations are parallel to the direction of energy transfer
E.g: sound waves, strings

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8
Q

Transverse Waves

A

Waves where the oscillations of the particles are perpendicular to the energy transfer
E.g: strings, EM waves

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9
Q

Definition of polarised wave

A

A wave that can only oscillations in one plane, and can only work if the oscillations are perpendicular to the energy propagation.

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9
Q

Definition of polarised wave

A

A wave that can only vibrate in one plane, and can only work if the oscillations are perpendicular to the energy propagation.

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10
Q

Define stationary waves

A

The superposition of two progressive waves travelling in opposite directions and are coherent and have the same amplitude

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11
Q

What is the principle of superposition?

A

The displacement of the wave is the resultant vector sum of the individual displacement of the two waves.

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12
Q

What is constructive interference?

A

When the two waves have displacement in the same direction

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13
Q

What is destructive interference

A

When the two waves have displacements in the opposite direction

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14
Q

What are antinodes

A

When the two waves meet in phase and constructively interfere to create regions of maximum amplitude

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15
Q

What are nodes

A

When the two waves meet completely out of phase and destructively interfere to create regions of zero displacement

16
Q

What is the formula for the first harmonic?

A

f = 1/2l*(T/μ)^0.5

17
Q

Describe the formation of stationary waves on a string

A

A wave travelling down the string that’s fixed on one end will be reflected back at the same wavelength, frequency and amplitude, forming a stationary wave.

18
Q

What is the first harmonic on a string.

A

The lowest frequency at which a stationary wave is formed forming two nodes and one antinode, which is half a wavelength.

19
Q

Describe the formation of stationary wave on a microwave.

A

Created by reflecting a microwave beam on a metal plate.

20
Q

Definition of coherence

A

When a two waves have the same wavelength and frequency and a constant phase difference

21
Q

Why are lasers used in interference experiments

A

Because lasers are monochromatic and have a small range of wavelengths and a fixed (small range of frequencies) to create clear interference patterns.

22
Q

What is the equation for single slit diffraction?

A

W = λD/2s

23
Q

Describe Single slit diffraction

A

The greatest diffraction occurs when the gap is roughly the same as the wavelength
There’s a bright central fringe that’s twice as wide as the other fringes
Bright fringes are caused by constructive interference when the waves meet in phase as the path difference is a whole number.
Dark fringes are caused by destructive interference when the waves meet π out of phase as the path difference is 1/2 nλ

24
Q

Describe Young’s double-slit experiment

A

The slits act as a coherent point source. The light fringes occur due to constructive interference as the waves are in phase due to the path difference being a whole number of wavelengths. The dark fringes occur due to destructive interference of the waves which are π out of phase due to the path difference being a whole number and a half wavelengths.

25
Q

What is the young’s double-slit equation?

A

w = λD/s

26
Q

Interference pattern with a white light source

A

White light is a mixture of multiple wavelengths, so each of the wavelengths would be diffracted by a different amount. The central maxima would be white, but there would be a spectrum for the other fringes, and the fringes would be wider.

27
Q

Diffraction grating equation

A

dsinθ = nλ

28
Q

Explain total internal reflection

A

When the angle of incidence is greater than the critical angle, where the angle of reflection is 90° and the incident refractive index is greater than the refractive index of the boundary material

29
Q

Define refractive index

A

Measures how much the light slows down when passing through the material

30
Q

Explain Optical fibres

A

The optically dense core is surrounded by cladding with a lower refractive index for TIR to occur. Cladding protects the core from damage and prevents signal degradation from light escaping the core.

31
Q

Explain absorption

A

Where part of the signal’s energy is absorbed by the fibre and reduces the amplitude of the signal

32
Q

Explain modal dispersion

A

The signal received is broader than the original signal due to the light entering at different angles so there’s a range of time travel for the signals causing pulse broadening

33
Q

Explain material dispersion

A

Caused by using light of different wavelengths so they travel at different speeds.