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laser assignment for enginerring, Assignments of Physics

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2022/2023

Uploaded on 12/31/2022

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RishabhKushwaha 🇮🇳

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PHY125 UNIT-2 Assignment LASER PHYSICS
1. Explain the difference between the white light and the LASER light in
detail.
2. Explain the interaction of radiation with matter (absorbance, spontaneous
emission and stimulated emission) in detail.
3. Drive the relation
u
(
ν
)
=A/B
(exp
(
kT
)
1)
and show that from here laser action
is easily possible up to the infrared region. Take the example of λ=20cm
and λ=500nm.
4. Calculate the ratio of the population densities of upper and lower LASER
levels, assume that the material is in thermal equilibrium. It is given that
the wavelength separation between the energy levels is 1 micrometer at
the temperature of 295 K.
5. A laser beam λ= 6000Å on earth is focused by a lens (or minor) of
diameter 2m on to a crater on the moon. The distance of the moon is 4 x
108 m. How big is the spot on the moon? Neglect the effect of earth's
atmosphere. Ans: 1.44 x 104 m2.
6. Write the different applications of LASER. Explain one in detail.
7. A laser beam has a wavelength of 8 x 10-7 m and aperture 5 x 10-3 m. The
laser beam is sent to moon. The diastance of the moon is 4 x 105 km from
the earth. Calculate (a). the angular spread of the beam and (b). the areal
spread when it reaches the moon. Ans: (a) 1.6 x 10-4 radian, (b): 4.096 x
109 m2.
8. Explain the systematic diagram, Energy level diagram and working of
Ruby LASER in detail.
9. The coherence length for sodium light is 2.945 x 10-2 m. The wavelength
of sodium light is 5890 A0. Calculate: (a) the number of oscillations
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PHY125 UNIT-2 Assignment LASER PHYSICS

  1. Explain the difference between the white light and the LASER light in detail.
  2. Explain the interaction of radiation with matter (absorbance, spontaneous emission and stimulated emission) in detail.
  3. Drive the relation u ( ν ) = A / B

(exp(

kT )

− 1 ) and show that from here laser action is easily possible up to the infrared region. Take the example of λ=20cm and λ=500nm.

  1. Calculate the ratio of the population densities of upper and lower LASER levels, assume that the material is in thermal equilibrium. It is given that the wavelength separation between the energy levels is 1 micrometer at the temperature of 295 K.
  2. A laser beam λ= 6000Å on earth is focused by a lens (or minor) of diameter 2m on to a crater on the moon. The distance of the moon is 4 x 10 8 m. How big is the spot on the moon? Neglect the effect of earth's atmosphere. Ans: 1.44 x 10 4 m 2 .
  3. Write the different applications of LASER. Explain one in detail.
  4. A laser beam has a wavelength of 8 x 10-7^ m and aperture 5 x 10-3^ m. The laser beam is sent to moon. The diastance of the moon is 4 x 10^5 km from the earth. Calculate (a). the angular spread of the beam and (b). the areal spread when it reaches the moon. Ans: (a) 1.6 x 10 - radian, (b): 4.096 x 10 9 m 2 .
  5. Explain the systematic diagram, Energy level diagram and working of Ruby LASER in detail.
  6. The coherence length for sodium light is 2.945 x 10-2^ m. The wavelength of sodium light is 5890 A^0. Calculate: (a) the number of oscillations

corresponding to the coherent length and (b). coherent time. Ans: 5 x 10^4 , 9.82 x 10-11s. 10.Explain the systematic diagram, Energy level diagram and working of He-Ne LASER in detail. 11.Explain the advantages and disadvantages of semiconductor LASER over gas and solid-state LASER. 12.A laser beam has a power of 50mw. It has an aperture of 5 x 10-3^ m and it emits light of wavelength 7200 A^0. The beam is focused with a lens of focal length 0.1 m. Calculate the area and the intensity of the image. Ans: 2.074 x 10

  • m 2 , 2.411 x 10 8 watts/m 2 .
  1. Explain the direct band gap and indirect band gap semiconductors. Why direct band gap semiconductors are used for photon generations (used in LED and LASER). 14.Why at least 3 energy levels should be involved to make a laser?
  2. Draw the systematic diagram of the semiconductor LED and semiconductor LASER.