Waves excluding Diffraction and reflection

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141 Terms

1
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What are progressive waves defined as?

#A wave that transfer energy from one point to another without transferring the medium itself

2
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What is the displacement of a wave?

#The distance of a point on the wave from its equilibrium position

—> It is a vector quantity; it can be positive or negative

3
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What is amplitude?

#the maximum displacement of a particle in the wave from its equilibrium position

4
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What is wavelength?

#the distance between points on successive oscillations of the wave that are in phase

5
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What are the units of wavelength?

#Metres(m)

6
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What is Period(T) or time Period

#the time taken for one complete oscillation or cycle of the wave

7
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What is the units of Time period?

#Seconds(s)

8
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What is frequency(f)?

#the number of complete oscillations per unit time.

9
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What are the units for frequency?

#Measured in Hertz (Hz) or s-1

10
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What is speed(v)?

#the distance travelled by the wave per unit time

11
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What are the units for speed?

  • #Measured in metres per second (m s-1)


12
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What is the equation linking speed, frequency and wavelength?

#(Wave speed/ speed of light) = frequency x wavelength

(v/c) = f x lambda

13
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What happens to the frequency of a wave as the wavelength increases?

#As the wavelength increases, the frequency decreases

14
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What happens to the frequency of a wave as the wavelength decreases?

#As the wavelength decreases, the frequency increases

15
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What is Phase difference between two waves?

#a measure of how much a point or a wave is in front or behind another

16
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What happens when crests or troughs are aligned?

#When the crests or troughs are aligned, the waves are in phase

17
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What happens when crest of one wave aligns with the trough of another?

#When the crest of one wave aligns with the trough of another, they are in antiphase

18
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What are the units of phase difference?

#Phase difference is measured in fractions of a wavelength, degrees or radians

19
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How can phase difference be described?

  • #

  • In phase is 360o or 2π radians

  • In anti-phase is 180o or π radians

20
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How do particles oscillate in mechanical waves?

#In mechanical waves, particles oscillate about fixed points

21
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What are the two types of waves?

  • #

  • Transverse waves

  • Longitudinal waves

22
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What are transverse waves?

#A wave in which the particles oscillate perpendicular to the direction of the wave travel (and energy transfer)

23
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What are the examples of transverse waves?

  • #

  • Electromagnetic waves e.g. radio, visible light, UV

  • Vibrations on a guitar string

  • Waves on a string

  • Seismic (S) waves


24
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Where can transverse waves be shown?

#On a rope

25
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What is a longitudinal wave defined as?

#A wave in which the particles oscillate parallel to the direction of the wave travel (and energy transfer)

26
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What are the regions of transverse waves?

#Peaks(crests) and troughs

27
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What are the regions of longitudinal waves?

#Compressions and rarefactions

28
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What are compressions?

#Regions of increased pressure

29
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What are rarefactions

#Regions of decreased pressure

30
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What process can occur to transverse waves but not longitudinal waves?

#Polarisation

31
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How can longitudinal waves be shown?

#On a slinky spring

32
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What happens when energy is transmitted in a transverse wave?

#Energy is transmitted through the wave

  • The particles in the medium vibrate as they are given energy

  • The compressions cause the nearby particles to also vibrate with more energy

  • This produces a compression further along in the medium

33
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What are examples of longitudinal waves?

  • #

  • Sound waves

  • Ultrasound waves

  • Waves through a slinky coil

  • Seismic (P) waves

34
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What is polarisation?

#Event when Particle oscillations occur in a single plane perpendicular to the direction of wave propagation

35
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What does it mean when a transverse wave is polarised?

#When transverse waves are polarised, this means:

  • Vibrations are restricted to one direction

  • These vibrations are still perpendicular to the direction of propagation / energy transfer

36
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Why does polarisation only occur with transverse waves?

#Polarisation can only occur in transverse waves

  • This is because transverse waves oscillate in any plane perpendicular to the propagation direction

37
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What is the difference between unpolarised and polarised transverse waves?

#In unpolarised waves, there is oscillations of particles in any direction perpendicular to the direction propagation, whereas polarised waves only have oscillations perpendicular to direction of propagation in one direction

38
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Why can’t longitudinal waves be polarised?

#Longitudinal waves (e.g. sound waves) cannot be polarised

  • This is because they oscillate parallel to the direction of travel

39
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How can waves be polarised?

#Waves can be polarised through a polariser or polarising filter

  • This only allows oscillations in a certain plane to be transmitted

40
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What are polaroid glasses?

#Glasses containing lens with polarising filters with transmission axes that are vertically oriented

  • This means the glasses do not allow any horizontally polarised light to pass through

41
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How do polaroid glasses work?

#

Polaroid sunglasses only transmit vertically polarised light

Horizontally polarised light is blocked

Vertically polarised light passes through

42
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What happens when light is reflected from a reflective surface?

#When light is reflected from a reflective surface e.g. the surface of water or a wet road, it undergoes partial plane polarisation

  • This means if the surface is horizontal, a proportion of the reflected light will oscillate more in the horizontal plane than in the vertical plane


43
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Why are polaroid sunglasses useful at reducing glare?

#polaroid sunglasses are useful in reducing the glare on the surface of the water (or any reflective surface) as the partially-polarised light will be eliminated by the polarising filter

44
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How are polaroids used in photography?

  • #

  • They are very useful for capturing intensified colour and reducing glare on particularly bright sunny days

  • Polarising filters also enable photographers to take photos of objects underwater

45
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Why are polaroids used in underwater cameras?

#This is because the light reflected on the surface of the water is partially polarised in the horizontal plane

  • This glare is eliminated by the polarising lens

  • However, the light from the underwater object is refracted by the surface of the water, not reflected, so it is not plane-polarised

  • Therefore, the light from the underwater object is more intense than the glare and shows up much more brightly in the photo

46
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47
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What is superposition?

#When two or more waves arrive at the same point and overlap, their amplitudes combine  

48
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What does the principle of superposition state?

#When two or more waves overlap at a point, the displacement at that point is equal to the sum of the displacements of the individual waves

49
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What is constructive interference?

#When two waves are in phase, their combined effect makes the resultant wave amplitude larger

50
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What is destructive interference?

#When two waves are in antiphase, their combined effect means they cancel each other out

51
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What is a requirement for interference?

#Waves must be coherent

52
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When does coherence occur?

#Coherence occurs when waves have:

  • The same frequency

  • A constant phase difference

53
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What are examples of coherent light sources?

#- Monochromatic laser light 

-Sound waves from two nearby speakers emitting sound of the same frequency

54
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What is path difference?

#The difference in distance travelled by the two waves from their sources to the point where they meet

55
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What is the difference between path and phase difference/

  • #

  • Path difference compares the amount of progress made by waves along a path 

  • Phase difference compares the distance between the phases (peaks and troughs) of coherent waves that are normally travelling parallel to each other at a point 

56
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What does the path difference between two coherent waves determine?

#The path difference between two coherent waves determines whether there is constructive or destructive interference where they meet

57
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What kind of interference occurs when there is a path difference of a whole number of wavelengths?

#Constructive interference

58
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What kind of interference occurs when there is a path difference of a whole and a half number of wavelengths?

#Destructive interference

59
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What are the conditions for constructive interference?

#path difference = n x lambda

60
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What are the conditions for destructive interference?

#Path difference = (n+1/2)lambda

61
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Why are lasers used in interference experiments?

#They form light that is:

  • Coherent (have a constant phase difference and frequency)

  • Monochromatic (have the same wavelength)

62
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What does a laser produce?

#A beam of coherent monochromatic light

63
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What are the parts of diffraction pattern produced by a laser on a screen?

  • #

  • Areas of constructive interference - the bright strips or fringes

  • Areas of destructive interference - the dark fringes


64
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What are examples of non-coherent light sources?

#Other sources of light, such as a filament bulb or a sodium lamp, are non-coherent, so they produce white light

65
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What are the dangers of lasers?

#Lasers produce a very high-energy beam of light

  • This intense beam can cause permanent eye damage or even blindness

66
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What are safety precautions of lasers?

#Never look directly at a laser or its reflection

  • Don’t shine the laser towards a person

  • Don't allow a laser beam to reflect from shiny surfaces into someone else's eyes

  • Wear laser safety goggles

  • Place a ‘laser on’ warning light outside the room

  • Stand behind the laser

67
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Where does constructive interference occur in sound wave?

#Constructive interference occurs when the compressions and rarefactions from each wave line up and the sound appears louder

68
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Where does destructive interference occur in sound wave?

#Destructive interference occurs when a compression from one wave lines up with a rarefaction from the other and vice versa. The two waves cancel each other out, so zero sound is heard. 

69
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How can two -source interference for microwaves be detected?

#Two-source interference for microwaves (and other electromagnetic waves) can be detected with a moveable microwave detector

70
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How can two source interference of microwave be detected?

#-The detector picks up a maximum amplitude or intensity in regions of constructive interference 

  • The detector picks up a minimum or zero amplitude, so no signal in regions of destructive interference 

71
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What is the intensity of a wave proportional to?

#The intensity of a wave (its power per unit area) is proportional to the energy transferred by the wave

  • The energy transferred by a wave is proportional to the square of the amplitude

  • Therefore, the intensity of a wave is proportional to the square of the amplitude 


I = kA2

  • Where:

    • I = intensity of the wave in W m–2

    • A = amplitude of the wave in metres (m)

72
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What is energy transferred proportional to?

#The energy transferred by a wave is proportional to the square of the amplitude

73
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What happens in Young’s double slit experiment?

#The laser light source is placed behind the single slit

  • So the light is diffracted, producing two light sources at slits and B

  • The light from the double slits is then diffracted, producing a diffraction pattern made up of bright and dark fringes on a screen

74
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What can be seen on the diffraction pattern of double slit?

  • #Constructive interference between light rays forms bright strips, also called fringes, interference fringes or maxima, on the screen

  • Destructive interference forms dark strips, also called dark fringes or minima, on the screen

75
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Difference in Wavelengths of fringes in Double slit experiment?

  • #

  • For constructive interference (or maxima), the difference in wavelengths will be an integer number of whole wavelengths

  • For destructive interference (or minima), it will be an integer number of whole wavelengths plus a half wavelength

76
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What does n represent?

#N is the order of the maxima or minima; which represents the position of the maxima away from the central maximum

77
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What does it mean when n is equal to 0?

#n = 0 is the central maximum

78
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What does it mean when n is equal to 1?

#n = 1 represents the first maximum on either side of the central,

79
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What is the equation for fringe spacing?

#W = (lambda xD/s

  • is much bigger than any other dimension, normally several metres long

  • s is the separation between the two slits and is often the smallest dimension, normally in mm

  • is the distance between the fringes on the screen, often in cm. This can be obtained by measuring the distance between the centre of each consecutive bright spot.

80
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What are the features of interference pattern produced when white light is diffracted through a double slit?

#Each maximum is of roughly equal width

  • The central maximum is white because each wavelength interferes here constructively 

    • There are two dark narrow destructive interference fringes on either side

81
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Maximas of White light(Double slit experiment)

  • #

  • All other maxima are composed of a spectrum

  • Separate diffraction patterns can be observed for each wavelength of light

    • The shortest wavelength (violet / blue) would appear nearest to the central maximum because it is diffracted the least

    • The longest wavelength (red) would appear furthest from the central maximum because it is diffracted the most

82
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Colours of white light in double slit experiment

#The colours look blurry and further away from the central maximum, the fringe spacing gets so small that the spectra eventually merge without any space between them

83
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What happens when maxima moves further away from the central maximum?

#the wavelengths of blue observed decrease and the wavelengths of red observed increase

84
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What is the resolution of the equipment used in Required Practical: Young's Slit Experiment & Diffraction Gratings?

#

  • Resolution of measuring equipment:

    • Metre ruler = ±1 mm

    • Vernier Callipers = ±0.01 mm

85
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What is the independent variable of Young Double slit experiment?

#Independent variable = Distance between the slits and the screen, D

86
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What is the dependent variable of Young Double slit experiment?

#Fringe width, w

87
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What are the control variables of Young Double slit experiment?

  • #Wavelength of laser light, λ

  • Slit separation, s

88
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What is the method of Young Double slit experiment?

  1. #Set up the apparatus by fixing the laser and the slits to a retort stand and place the screen so that D is 0.5 m, measured using the metre ruler

  2. Darken the room and turn on the laser

  3. Measure from the central fringe across many fringes using the vernier callipers and divide by the number of fringe widths to find the fringe width, w

  4. Increase the distance D by 0.1 m and repeat the procedure, increasing it by 0.1 m each time up to around 1.5 m

  5. Repeat the experiment twice more and calculate and record the mean fringe width w for each distance D

89
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How can results of Young Double slit experiment be shown?

  • #

  • Comparing this to the equation of a straight line: y = mx

    • y = w (m)

    • x = D (m)

    • Gradient = λ/s (unitless)

 

  • Plot a graph of w against D and draw a line of best fit

  • The wavelength of the laser light is equal to the gradient multiplied by the slit separation, because: Gradient = wavelength / slit separation, wavelength = slit spacing x gradient

90
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What is the aim of the young double slit experiment?

#The overall aim of this experiment is to investigate the relationship between the slit-screen distance, D, and the fringe width, w

91
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What is the aim of the Interference by a diffraction grate practical?

#The overall aim of this experiment is to calculate the wavelength of the laser light using a diffraction grating

92
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What is the method for finding out Interference by a diffraction grate practical?

  1. #Place the laser on a retort stand and the diffraction grating in front of it

  2. Use a set square to ensure the beam passes through the grating at normal incidence and meets the screen perpendicularly

  3. Set the distance D between the grating and the screen to be 1.0 m using a metre ruler

  4. Darken the room and turn on the laser

  5. Identify the zero-order maximum (the central beam)

  6. Measure the distance h to the two nearest first-order maxima (i.e. n = 1, n = 2) using a vernier calliper

  7. Calculate the mean of these two values

  8. Measure distance h for increasing orders

  9. Repeat with a diffraction grating that has a different number of slits per mm

93
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What is the equation for the diffraction grating?

#

= d sin θ

here:

  • n = the order of the diffraction pattern

  • λ = the wavelength of the laser light (m)

  • d = the distance between the slits (m)

  • θ = the angle between the normal and the maxima

94
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What is the distance between the slits in a diffraction grating equal to?

#d = 1/N

  • Where

    • N = the number of slits per metre (m–1)


95
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What must be done to calculate the angle with the distance between maxima(h) and the distance between the slits and the Screen(D) in diffraction grating?

#tan0 = h/D —> tan-1(h/d)

  • Since the angle is not small, it must be calculated using trigonometry with the measurements for the distance between maxima, h, and the distance between the slits and the screen, D

96
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How do we reduce systematic errors in Diffraction grating experiment?

#

  • Ensure the use of the set square to avoid parallax error in the measurement of the fringe width

  • Using a grating with more lines per mm will result in greater values of h. This lowers its percentage uncertainty

  • Measure the distance between each bright fringe from the centre of each bright spot

97
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How do we reduce random errors in Diffraction grating experiment?

#

  • The fringe spacing can be subjective depending on its intensity on the screen, therefore, take multiple measurements of w and h (between 3-8) and find the average

  • Use a Vernier scale to record distances w and h to reduce percentage uncertainty

  • Reduce the uncertainty in w and h by measuring across all visible fringes and dividing by the number of fringes

  • Increase the grating to screen distance D to increase the fringe separation (although this may decrease the intensity of light reaching the screen)

  • Conduct the experiment in a darkened room, so the fringes are clear

98
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What are safety considerations of diffraction grating practical?

#Lasers should be Class 2 and have a maximum output of no more than 1 mW

  • Do not allow laser beams to shine into anyone’s eyes

  • Remove reflective surfaces from the room to ensure no laser light is reflected into anyone’s eyes

99
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100
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How are standing waves produced?

#Standing waves are produced by the superposition of two waves of the same frequency and amplitude travelling in opposite directions