waves and the particle behaviour of light Flashcards

1
Q

what is a transverse wave

A

A type of wave in which the particles oscillate at right angles to the direction the waves travel

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2
Q

what is a longitudinal wave

A

a type of wave in which the particles oscillate parallel to the wave direction

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3
Q

what is wavelength

A

the distance between two matching points on neighbouring waves

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4
Q

what are rarefactions

A

regions in a wave where the medium is less dense compared to the surrounding areas.

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5
Q

what are compressions

A

regions of increased density in a wave.

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6
Q

what is period

A

the time taken for one complete oscillation

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7
Q

if an oscillator has a frequency of 10Hz what will be the oscillations per second

A

10

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8
Q

what is frequency

A

the number of oscillations per second

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9
Q

what does monochromatic mean

A

have the same wavelength

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10
Q

what is superposition

A

when two or more waves overlap in space, the resulting amplitude is equal to the sum of the individual amplitude

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11
Q

what is a wave when it is in phase

A

the position within the oscillation of a wave so their troughs and crests are aligned

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12
Q

what is constructive interference

A

happens when the resultant wave has a larger amplitude than any of the individual waves

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13
Q

what is destructive interference

A

happens when the resultant wave has a smaller amplitude then the individual waves

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14
Q

what is amplitude

A

is the maximum displacement of a particle in the wave from its equilibrium position (from equilibrium to peak or trough)

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15
Q

what is antiphase

A

when the crest of one wave aligns with the trough of another

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16
Q

what is wavefront

A

an imaginary surface or line that connects all the points of a wave that have the same phase

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17
Q

what does coherent mean

A

so when they have constant relative phase or when they have zero or constant phase difference and the same frequency

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18
Q

give two definitions of a standing wave

A

1.oscillates in time but does not move in space
2.con only be formed when a waves motion is restricted within a given finite space

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19
Q

give two definitions of a progressive wave

A

1.moves continuously in a medium in the same direction
2.can be either longitudinal or transverse

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20
Q

state the relationship between gap distance and wavelength

A

partial diffraction D > λ
full diffraction D = λ
no diffraction D < λ

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21
Q

what is Huygens principal

A

all points of a wavefront of sound in a vacuum or transparent medium
(air) may be regarded as a new sources of wavelets what expand in every direction at a rate depending on their velocities

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22
Q

what does the diffraction pattern show in Youngs double slit experiment

A
  1. constructive interference between light rays form bright strips called fringes (interference fringes or maxima) on the screen
  2. Destructive interference forms dark strips, also called dark fringes (or minima) on the screen
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23
Q

how can we describe the fringes in the double slit experiment

A

identical and has the same width and intensity

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24
Q

what does the interference pattern show

A

the regions of constructive and destructive interference (light and dark fringes)

25
Q

what is each bright fringe equal to

A

a peak of maximum intensity

26
Q

what does each dark fringe show

A

a trough of minimum or zero intensity

27
Q

what are maxima

A

formed by the constructive interference of light

28
Q

what are minima

A

formed by the destructive interference of light

29
Q

what is phase difference

A

how far apart the waves are when comparing their phases

30
Q

what is phase difference measured in

31
Q

what is 1 radian

A

1 radian is equal to 57.2958Deg

32
Q

how do you calculate 1 radian

A

1Rad × 180/π and reverse for degrees

33
Q

why do we use a circle to to represent a wave

A

a circle is symmetric and starts to change in height fast near the x axis, but gets slow near the y axis

34
Q

explain diffraction grating

A

Diffraction gratings are formed by large numbers of equally spaced slits or lines that diffract the light falling on them. The path difference between two adjacent slits is the same as in the double slit case, x=dsinθ. So the condition for a maximum remains the same

35
Q

how do you calculate diffraction gratings

A

nλ = dsinθ

36
Q

what is path difference

A

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

37
Q

how are path differences measured in

A

multiples of wavelengths

38
Q

what is light

A

light is the fluctuation of electromagnetic waves at right angles to electric fields

39
Q

what is another unit for photon charge instead of joules

A

electron volt

40
Q

what is the definition of the electron volt

A

equal to the kinetic energy gained by an electron when it is accelerated by a potential difference of one volt

41
Q

why do we use a electron volt

A

joules is too large of a unit

42
Q

what is the value of a electron volt

A

1.16*10^-19

43
Q

what is ionisation

A

the removal of a electron from its atomic outer shell resulting in a delocalised electron and a positive atomic ion this happens when the atom is hit by another energy source

44
Q

what is the name of the energy that the incident particle gives off

A

ionisation energy

45
Q

what are the main causes of ionisation

A

usually radiation but sometimes heat particles

46
Q

what is excitation

A

the promotion of electrons from lower to higher energy levels within an atom

47
Q

why do electrons de excite

A

exited states are usually very unstable and due to the positive attraction of the atoms nucleus the electrons are forced down into a lower energy level

48
Q

what is the bi product of de excitation

49
Q

how can we express emitted photon energy

A

hf = E2 - E1

50
Q

what are the conditions of excitation

A

when the photon energy is exactly equal to the energy required to excite

51
Q

what is plancks constant

A

6.63*10^-34 js

52
Q

how are standing waves formed (6 marks)

A

-in a medium when two waves having equal amplitude and frequency
-in opposite directions along the same line
-in a confined space
-formed by superposition of a forward wave and the reflective wave

53
Q

give the equation for the first harmonic

A

L = 1/2*λ

54
Q

the second harmonic equation

A

L = 2/2*λ

55
Q

the third harmonic equation

A

L = 3/2*λ

56
Q

the n’th term harmonic

A

L = n/2*λ

57
Q

how do you rearrange the harmonics equation to give lambda