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