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Principle of superposition: w__ _ w__ m__ a_ _ p__, r__ d__ e__ s__ o_ d__ o_ i__ w__
when 2 waves meet at a point, resultant displacement equals sum of displacements of individual waves
Diffraction: s__ of w__ when passing thru a g__ OR past the e__ of an obj
> most prominent when g__ width ~=~ w__
spreading, wave, gap, edge, gap, wavelength
incr wavelength = __ (more/less) spreading
more
incr gap width = __ (more/less) spreading
less
Interference: s__ o_ _ w__ f__ c__ s__
superposition of 2 waves from coherent sources
Coherent source: h__ s__ _ & _/c__ p__ d__
has same f, 0/constant phase diff
Path diff: e__ d__ t__ b_ _ w__ c__ w/ a__ (in terms of wavelengths)
extra distance travelled by 1 wave compared w/ another

constructive or destructive
constructive

constructive or destructive
destructive
Constructive waves
> (in phase/anti-phase)
> (maxima/minima)
> path diff = __ (__ no.)
in phase, maxima, nlambda, whole
Destructive waves
> (in phase/anti-phase)
> (maxima/minima)
> path diff = __
antiphase, minima, (n+1/2) lambda
w/ sound:
> louder = __ waves
> no sound = __ waves
constructive, destructive
Microwaves:
> detector picks up max amplitude = __ waves
> detector picks up m__/_ amplitude = __ waves
constructive, min/0, destructive
Light:
> constructive: __
> destructive: __
bright, dark
2 source interference fringes

maxima
2 source interference fringes

minima
2 source interference fringes

path diff
When observing 2-source interference fringes:
> source must be c__ & m__ (single w__) e.g. l__

coherent, monochromatic, wavelength, laser

a

D

DISTANCE BETWEEN ADJ. __ FRINGES
x, bright
For λ = ax/D:
incr x when:
> __ (incr/decr) λ
> __ (incr/decr) D
> __ (incr/decr) a
incr, incr, decr