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REFRACTION OF LIGHT
REFRACTION OF LIGHT
THROUGH PLANE
THROUGH PLANE
SURFACES
SURFACES
MISSION !
10 K
10 K
pranaymishrack
t.me/pranaymishra
PRANAY MISHRA
FOUNDER
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ONE STOP
ONE STOP
SOLUTION FOR
SOLUTION FOR
TOPOGRAPHY
TOPOGRAPHY
CODE IS EASY
REFLECTION
REFRACTION
The change in direction of path of the light when it
passes from one transparent medium to another
transparent medium , is called refraction. The
refraction of light is essentially a surface
phenomenon
Rarer to denser medium
Denser to rarer medium
RDT
RARER DENSER TOWARDS THE NORMAL
DRA
DENSER RARER AWAY FROM THE NORMAL
Air to Water
Water to air
The ray of light incident normally on
the surface passes undeviated
LAWS OF
REFRACTION
The incident ray , the refracted ray and the
normal to the point of incidence ,all lie in the
same plane.
The ratio of sine of the angle of incidence i to
the sine of angle of refraction r is constant for
the pair of given media
sin i/sin r = constant
The constant is called the refractive
index of the second medium wrt to the
first medium.
1 2
Effects due to
Refraction
speed - rdd
No effect on frequency
Wavelength - rdd
dri
dri
Speed of light in vaccum
Speed of light in medium
=
Glass (2*10^8 m/s)
RI of Diamond is 2.41 find the speed
Find the Refractive Index of
water glass
Refractive index of glass
with respect to water
speed of light in water
speed of light in glass
Condition for a ray of light
to pass undeviated
Incident Normally
RI of both the medium is
same , i.e Same mediums
Factors affecting the
Refractive Index of the
medium
Nature of the medium
Temprature - T Rise , Speed Rise , RI Fall
Red light - Maximum Speed , Minimum RI
Violet Light - minimum Speed , max RI
1 2
1 2
= 1
2 1
Principle of
Reversibility of
Light
2 1
* = 1
Lateral Displacement
KAB HOGE ?
10 K
10 K
PRISM
BADE LOGO NE
NICHA DIKHAYA
is a transparent medium bounded by
five plane surfaces with a triangular
cross section
ONLY TWO REFRACTING
SURFACES
FORMULA
FORMULA
δ = (i1+i2) - (r1 + r2)
r1+r2 = A
i1+i2 = A + δ
Factors affecting the
angle of deviation
Angle of Incidence
1.
During Minimum Deviation
Angle of incidence = angle of emergence
Refracted ray inside the prism is parrallel to the
base of the prism.
Refractive Index is directly proportional
to the Deviation
Deviation is directly proportional to the
Angle of Prism
Violet is deviated the most and red is
deviated the least.
Flint Glass Prism > Crown Glass Prism
REAL AND
APPARENT DEPTH
Real Depth
Apparent Depth
= RD x (1 - 1)
a m =
Shift = Real Depth - Apparent Depth
Shift
m a
SHIFT DEPENDS ON
Directly proportional to RI
Thicker the medium more is the
shift
Shift is more for Violet Light and
Less for Red Light.
Critical Angle
Critical Angle is the angle of
incidence in the denser medium
corresponding to which the angle of
refraction in the rarer medium is 90
degree.
CASES TO LEARN
When the angle of incidence is
small than critical angle
When the angle of incidence is
equal to critical angle.
When the Angle of Incidence is
Greater than the critical Angle.
Incident is partly reflected
and partly refracted
Angle of Refraction
becomes 90 degree.
Total Internal Reflection is
Obtained.
Factors Affecting the
Critical Angle.
Critical Angle is directly
proportional to the wavelength
of the light.
Critical Angle increases with
increase in temperature.
Essential
Condition for TIR
The light must travel from a
denser medium to a rarer
medium
Angle of Incidence must
have to be greater than
critical angle.
SOME
CONSEQUENCES
On a hot sunny day , a driver
may see a pool of water (or
wet road) in front of him at
some distance. Known as
Mirage often obtained in
desert.
A crack in glass vessel often
shines like a mirror/
A peice of diamond sparkles
when viewed from certain
directions.
@pranaymishrack
REFRACTION-OF-LIGTH-AT-PLANE-SURFACES.pdf

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REFRACTION-OF-LIGTH-AT-PLANE-SURFACES.pdf