waves Flashcards

(42 cards)

1
Q

what is a particles rest position called

A

equilibrium position

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2
Q

how do particles return to their equilibrium position in a wave

A

particles in the medium exert a force on each other. A displaced particle experiences a restoring force from its neighbour and it pulls it back to its og position

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3
Q

transverse vs longitudinal

A

t- perpendicular to oscillation or energy transfer
l- parallel to oscillation or energy transfer

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4
Q

how do longitudinal particles revert to their equilibrium position

A

displaced particles bounce off their neighbour providing the restoring force

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5
Q

period

A

time taken for one oscillation

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6
Q

frequency

A

number of complete wavelengths in one second

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7
Q

how to calculate wave speed

A

frequency x wavelength

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8
Q

how to find frequency from period

A

they are inversely proportional so f= 1/T

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9
Q

what is a wave profile

A

a graph showing the displacement of the particles in a wave against the distance along the wave

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10
Q

phase difference

A

How far out of step the oscillations of two points on the same wave are measured in degrees or radians

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11
Q

what is in phase

A

if two particles reach max positive or max negative displacement at the same time

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12
Q

what is anti phase

A

if one particles reach max positive while the other reaches max negative at the same time - completely out of phase represented as 180*

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13
Q

snell law

A

sin i/sin r = n (n is refractive index)

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14
Q

how is refractive index calculated

A

n= c/v ( c= speed of light through a vacuum and v= speed of light through material)

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15
Q

what does a large refractive index entail

A

there the light entering is refracted towards the normal

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16
Q

refractive law

A

n sin i = constant

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17
Q

what does the refractive law entail

A

n1 sin 0 1 = n2 sin 02

18
Q

total internal reflection

A

occurs at the boundary between two different medians

19
Q

conditions for TIR

A
  1. light must be traveling through a medium with a higher refractive index as it strikes the boundary with a medium with a lower refractive index
  2. angle at which light strikes the boundary must be above critical angle
20
Q

how to work out critical angle

21
Q

partially polarised

A

description of a transverse wave in which there are more oscillations in one particular plane, but the wave is not completely plane polarised- occurs when transverse waves reflect off a surface

22
Q

plane polarised

A

description of a transverse wave in which the oscillations are limited to only one plane

23
Q

unpolarised

A

description of a transverse wave in which oscillations occur in many planes

24
Q

relationship between intensity and amplitude

A

intensity is directly proportional to amplitude squared

25
intensity formula
I = P/A intensity ( Wm^-2) = power (watts) / area (m^2)
26
what does intensity formula represent
the amount of energy per unit area per unit time
27
reasons for cladding
- protects the core from breakage - prevents crossover of signal when in contact with other fiber - increase rate of data transfer - reduces smearing
28
sound quality of radio is improved when adjusting the orientation of aerial. why?
radio waves from transmitter are polarised.
29
why is the speed of light increased in medians with a higher density
particles are closer together so stronger restoring force are passed more rapidly from one particle to the next
30
in deep water does wave length increase or decrease and why
increases because wave speed increases and they are proportional as frequency is constant. wave speed increases because in deeper water, the wave is less affected by friction with the seafloor and has more available fluid to move with
31
why is diffraction of sound regularly observed but not the diffraction of light
diffraction effects are most significant when the wavelength is similar to the gap. Light has a very small wavelength and is normally smaller than most gaps whereas sound has a much larger wavelength.
32
why does maximum and minimum intensity occur in 90* increments when two polaroids are used
at 0,180 ans 360, polarises are aligned in the same plane so maximum intensity is received as 90 and 270, polaroids are aligned in opposite planes so intensity falls to 0.
33
define a progressive wave
a transfer of energy as a result of an oscillation
34
what is diffraction
wavefronts spread after passing through a gap or around an obstacle.
35
how can you demonstrate sound diffracts using a loudspeaker and a sound wave with wl 0.10m
set up a barrier with a gap respective to the wavelength of the sound wave ( less than 0.1) then place an observer outside of the geometrical shadow region. If sound detected this shows diffraction
36
phase difference equation
(wavelength/distance between the two point)s x360
37
experiment to prove an angle of reflection causes a wave to become plane polarised using a polaroid.
Set up apparatus, e.g. tray of water on table with lamp/light from window rotate the filter rotation of filter changes the image intensity/brightness correct orientation for maximum and minimum intensities of image move head up or down to change angle of reflected light observed use of protractor to measure angles image/reflection becomes partially plane polarised/ image changes from bright to dim but does not disappear
38
polarised wave
description of a transverse wave where its oscillations are restricted to one plane
39
frequency of microwaves
~300 MHz to 300 GHz.
40
length of visible light
400-700nm
41
Effect on oscilloscope trace if time base is switched off
Vertical line is formed of equal length to twice the peak voltage because trace no longer moves horizontally
42
Describe how the student produces Fig. 5.1 experimentally using a ray box.
Use a single slit / yellow filter (in the ray box) • Use of dim lighting / darkened room • Draw around the glass block • Use a protractor to measure 90° for the normal OR to measure angles • Draw crosses / use pins (a long way apart) on the incident ray / mark incident ray (with ruler) • Mark point Q • (Remove block and) then join P to marked point Q