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Created by
Alaina Davies
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Cards (41)
Waves
Oscillations
of particles or
oscillations
of a field
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Waves
Can
transfer energy
Can
store energy
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Progressive wave
Transfers energy
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Types of progressive waves
Longitudinal
Transverse
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Longitudinal wave
Particles oscillate
in the same direction as the
energy transfer
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Transverse
wave
Particles oscillate at
90
degrees to the direction of
energy
transfer
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Displacement
Positive
or
negative
movement of a particle
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Amplitude
Height of the wave
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Wavelength
Distance
from
one wave
to the equivalent point on the next wave
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Time period
Time
from one part of the wave to the equivalent part of the
next wave
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Frequency
Number of
wave cycles
per
second
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Phase
Part of the
wave cycle
that a
point
is in
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Phase
can be represented in degrees or
radians
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Examples of longitudinal waves
Sound
waves
Ultrasound
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Examples of transverse waves
Electromagnetic
spectrum
Waves
on a string
Water ripples
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In a
vacuum
,
electromagnetic
waves travel at the speed of light (3.00 x 10^8 m/s)
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Wave speed equation
c =
f λ
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Transverse waves can be
polarized
,
longitudinal
waves cannot
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Polarization
is useful for
sunglasses
and radio/TV antennas
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Stationary wave
Formed by the interference of a
progressive wave
and its
reflection
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Node
Position of
no displacement
in a
stationary wave
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Anti-node
Position of maximum
displacement
in a
stationary
wave
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Constructive interference
Occurs when the
path difference
is a
multiple
of the wavelength
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Destructive interference
Occurs when the
path difference
is an odd multiple of
half
the wavelength
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Forming
the first harmonic stationary wave on a string
1.
Fixed
end
2. Length = λ/
2
3. Frequency =
1
/(
2L
) * √(T/μ)
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Wave properties
Interference
Diffraction
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Demonstrating wave interference with light
1.
Laser
light through
double slit
2.
Diffraction pattern
on screen
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Laser
light
Light
amplification by the stimulated emission of
radiation
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Laser light
Monochromatic
- all the same wavelength
Coherent
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Wavelength of laser light
Similar to the
gap size
for maximum
diffraction
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Shining laser light through a double slit
1.
Diffraction
pattern with
maxima
and minima
2.
Fringes
of light
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Width of
fringes
(W)
Equals lambda D divided by s (distance between
slits
)
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Reason for
light
and
dark
fringes is constructive and destructive interference
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Shining monochromatic light through a single slit
1.
Bright central maxima
2.
Dark points
of
destructive interference
3.
Bands
of constructive and
destructive interference
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Shining
white
light through a single
slit
1. Bright
white
central
maxima
2.
Spectrum
of
colours
spreading out on either side
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Diffraction grating
Many closely spaced slits that create a
diffraction pattern
with bright spots
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Refraction
Wave
slowing down
or
speeding up
as it passes from one medium to another, causing a change in direction
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Critical angle
Angle of
incidence
where the angle of refraction is 90 degrees, causing total internal
reflection
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Optical fibers
Use total
internal reflection
to transmit light signals
Have a core and
cladding
with a step change in
refractive index
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Pulse broadening in optical fibers
Caused by material
dispersion
(different wavelengths travel at different speeds)
Caused by
modal
dispersion (different propagation paths)
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