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.
TOTAL INTERNAL
REFLECTION,
ACCEPTANCE ANGLE
AND
NUMERICAL
APERTURE.
PRESENTED BY:
ROLL NO. NAME ENROLL
NO.
1) 46 PRAJAPATI RIYA P.
150860106054
2) 47 BARIA VAISHNAVI Y.
150860106004
3) 48 PATEL MARTINA R.
150860106045
4) 49 PATEL TIRTH H.
150860106070
OPTICAL FIBRE
 Optical fibre is made from thin strands of either
glass or plastic
 It has little mechanical strength, so it must be
enclosed in a protective jacket
 Often, two or more fibers are enclosed in the
same cable for increased bandwidth and
redundancy in case one of the fibers breaks
 It is also easier to build a full-duplex system
using two fibers, one for transmission in each
direction
TOTAL INTERNAL REFLECTION
 The transmission of light in an optical fibre involves the
phenomena of total internal reflection at the interface
between the core and cladding.
 When light enters one end of the glass fibre under right
conditions, most of the light will propagate or move down
the length of the fibre and exit from the far end.
 A small part of the light will escape through the side wall
of the fibre, and some will also be lost due to internal
absorption.
 But, a portion of the light will be contained and guided to
the far end.
 Such a fibre is called a “light pipe” or “light guide”.
CONDITIONS FOR TOTAL INTERNAL REFLECTION WITHIN FIBER
WALL
 The refractive index n1 of the core must always be
greater than the refractive index n2 of the cladding.
 The light must approach the wall with an angle of
incidence Ø that is greater than the critical angle
Øc.
SinØc=n2/n1
(when Ø = Øc,
then by snells law,
n1 sinØc=n2 sin90 or sinØc=n2/n1)
REFRACTION AND TOTAL INTERNAL
REFLECTION.
ACCEPTANCE ANGLE
Definition :Acceptance angle
Acceptance angle of fiber Ømax is defined as the maximum
value of angle of incidence at the entrance(air/fiber interface)
end of the fibre, at which the angle of incidence at the core-
cladding interface is equal to critical angle of the core medium.
Mathematically given as
Where n1 and n2 are the refractive index of the core and
cladding respectively.
NUMERICAL APERTURE OF OPTICAL FIBER
Numerical aperture (NA) is a figure of merit that is used to
describe the light gathering or light collecting ability of an optical
fiber. The large magnitude of (NA),the greater the amount of light
accepted by the fibre from the external light source.
Numerical aperture is mathematically define as the sine of the
acceptance cone half angle.
Thus,
 The NA can also be expressed in term of normalized
refractive index difference or relative refractive index(
).
 It is defined as the ratio of refractive index difference
between core and cladding to the refractive index of
core

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150860106054 150860106004 150860106045_150860106070_150860106010

  • 2. PRESENTED BY: ROLL NO. NAME ENROLL NO. 1) 46 PRAJAPATI RIYA P. 150860106054 2) 47 BARIA VAISHNAVI Y. 150860106004 3) 48 PATEL MARTINA R. 150860106045 4) 49 PATEL TIRTH H. 150860106070
  • 3. OPTICAL FIBRE  Optical fibre is made from thin strands of either glass or plastic  It has little mechanical strength, so it must be enclosed in a protective jacket  Often, two or more fibers are enclosed in the same cable for increased bandwidth and redundancy in case one of the fibers breaks  It is also easier to build a full-duplex system using two fibers, one for transmission in each direction
  • 4. TOTAL INTERNAL REFLECTION  The transmission of light in an optical fibre involves the phenomena of total internal reflection at the interface between the core and cladding.  When light enters one end of the glass fibre under right conditions, most of the light will propagate or move down the length of the fibre and exit from the far end.  A small part of the light will escape through the side wall of the fibre, and some will also be lost due to internal absorption.  But, a portion of the light will be contained and guided to the far end.  Such a fibre is called a “light pipe” or “light guide”.
  • 5. CONDITIONS FOR TOTAL INTERNAL REFLECTION WITHIN FIBER WALL  The refractive index n1 of the core must always be greater than the refractive index n2 of the cladding.  The light must approach the wall with an angle of incidence Ø that is greater than the critical angle Øc. SinØc=n2/n1 (when Ø = Øc, then by snells law, n1 sinØc=n2 sin90 or sinØc=n2/n1)
  • 6. REFRACTION AND TOTAL INTERNAL REFLECTION.
  • 7. ACCEPTANCE ANGLE Definition :Acceptance angle Acceptance angle of fiber Ømax is defined as the maximum value of angle of incidence at the entrance(air/fiber interface) end of the fibre, at which the angle of incidence at the core- cladding interface is equal to critical angle of the core medium. Mathematically given as Where n1 and n2 are the refractive index of the core and cladding respectively.
  • 8. NUMERICAL APERTURE OF OPTICAL FIBER Numerical aperture (NA) is a figure of merit that is used to describe the light gathering or light collecting ability of an optical fiber. The large magnitude of (NA),the greater the amount of light accepted by the fibre from the external light source. Numerical aperture is mathematically define as the sine of the acceptance cone half angle. Thus,
  • 9.  The NA can also be expressed in term of normalized refractive index difference or relative refractive index( ).  It is defined as the ratio of refractive index difference between core and cladding to the refractive index of core