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Laser
LASER
• LL ight
• AA mplification by
• SS timulated
• EE mission of
• RR adiation
Properties of laser
Monochromatic
Directionality
Coherence
Spatial and
Temporal
Coherence
Beams can be
coherent or
only partially
coherent (indeed,
even incoherent)
in both space and
time.
Spatial and
Temporal
Coherence:
Temporal
Coherence;
Spatial
Incoherence
Spatial
Coherence;
Temporal
Incoherence
Spatial and
Temporal
Incoherence
The temporal coherence time is the time the wave-fronts remain
equally spaced. That is, the field remains sinusoidal with one
wavelength:
Temporal
Coherence
Time, τc
Coherent time
Coherent length
coherence length is the propagation distance from
a coherent source to a point where a wave (e.g.
an electromagnetic wave) maintains a specified degree of
coherence. Within this distance, the wave is most similar to a
perfect sinusoidal wave. The significance is that wave
interference will be strong within a coherence length of the
source
Spatial
Coherence
Length
cL τ= λ
λ
∆
=
2
L
Incandescent vs. Laser Light
1. Many wavelengths
2. Multidirectional
3. Incoherent
1. Monochromatic
2. Directional
3. Coherent
BASIC PRINCIPLE NEEDED
FOR LASER
Stimulated Absorption
• Energy is absorbed by an atom, the electrons are
excited into vacant energy shells.
Absorption
E1
E2
Spontaneous Emission
• The atom decays from level 2 to level 1 through the
emission of a photon with the energy hv. It is a
completely random process.
Spontaneous Emission
Stimulated Emission
atoms in an upper energy level can be triggered or
stimulated in phase by an incoming photon of a specific
energy.
Stimulated Emission
Stimulated Emission
The stimulated photons have unique properties:
– In phase with the incident photon
– Same wavelength as the incident photon
– Travel in same direction as incident photon
Electron/Photon Interactions
WHY WE NEED META STABLE
STATE?
ANSWER IS
With having the metastable state above the
ground level. Atom reaches the meta stable
state (after first stimulated emission) can
remain there for longer time period. So the
number of atom increases in the meta stable
state. And when these atoms come back to the
original ground level it emits laser beam.
• A state of a medium where a higher-lying electronic level has
a higher population than a lower-lying level
POPULATION INVERSION
• The method particle of raising a particle from lower
energy state to higher energy state is called pumping.
• TYPES OF PUMPING :
1. Optical pumping
2. Electrical pumping
3. X-ray pumping
4. Chemical pumping
PUMPING
All lasers have 3 essential components:
• A lasing or "gain" medium
• A source of energy to excite electrons in the gain medium
to high energy states, referred to as "pump" energy
• An optical path which allows emitted photons to oscillate
and interfere constructively as energy is added or
"pumped" into the system, ie, a resonator
LASER COMPONENTS
LASER ACTION
Types of Laser
 
a.According to their sources:
1.Gas Lasers
2.Crystal Lasers
3.Semiconductors Lasers
4.Liquid Lasers
a.According to the nature of emission:
1.Continuous Wave
2.Pulsed Laser
a.According to their wavelength:
1.Visible Region
2.Infrared Region
3.Ultraviolet Region
4.Microwave Region
•X-Ray Region
d. According to different levels
1. 2-level laser
2. 3-level laser
3. 4-level laser
e. According to mode of pumping
1. optical
2. chemical
3. electric discharge
4. electrical
2- Level Laser
νh
E1
E2
Absorption
E1
E2
νh
Spontaneous
   Emission
E1
E2νhνh νh
Stimulated
Emission
THREE STEP LASER
• Stimulated absorption
• Spontaneous emission to the meta stable
state
• Stimulated emission from meta stable state
to ground state. E2
E1
E0
E2 – E1
E1 – E0
META STABLE STATE
4-Level LASER
PRACTICAL LASERS
RUBY LASER
Construction
ENERGY LEVEL IN RUBY
LASER
Energy
4
A2
4T
2
4T
1
2T
2
2
E
LASING
rapid decay
Cr+
Al2O3
LASER ACTION IN RUBY
LASER
HE-NE LASER
Construction
.
Energy Level Diagram of He-Ne
Energy Level Diagram of He-Ne cont…
Combined Laser Action
Emission wavelengths of common
lasers
APPLICATION S OF LASER
04/09/15
Not to be Taken Lightly
The Weighty Implications of Laser Technology
Applications of
Laser
Technology
Medical
Entertainment
Telecommunications
Military
• Optical Surgery
• General Surgery
• Tattoo removal
• CD Players
• DVD Players
• Video Game Systems
• Information tech.
• Holograms
• Weapons
• Satellites
• Radar
Industry
04/09/15
Can You See the Light?
Dentists use
laser drills
Bad eyesight can be
corrected by optical
surgery using lasers
CD-Audio is
read by a laser
Tattoo removal is
done using lasers
Cd-Rom discs
are read by lasers
Laser pointers can
enhance
presentations Bar codes in
grocery stores are
scanned by lasers
Video game systems such as
PlayStation 2 utilize lasers
DVD players read
DVD’s using lasers
Airplanes are
equipped with
laser radar
Military and Space
aircraft are equipped
with laser guns
Laser tech. is used in printers,
copiers, and scanners
Einstein’s Coefficients
Einstein gives a probability that stimulated
emission is same as absorption.
Means that if a stimulated absorption can
occur then there is same probability that
stimulated emission can occur.
Equilibrium condition
In case of energy states the number of electron
absorbed and emitted should be equal or the
rate of change of numbers of atoms in two
states should be equal.
0=
dt
dN
Planck’s Radiation Law
( )
1
18
3
3
−
=
kT
h
e
c
h
E ν
νπ
ν
Plank’s gives the formula that how
a gas radiate energy.
Spontaneous emission
A21 :- correspond to spontaneous emission
probability per unit time
This particular emission can occur
without the presence of external field
E(v)
Stimulated Absorption
B12 :- correspond to stimulated absorption
probability per unit time
This type of absorption can occur in
presence of external field E(v) only
Stimulated Emission
B21 :- correspond to stimulated emission
probability per unit time
This type of emission can occur in presence of
external field E(v) only
Total Emission Probability
Spontaneous Emission + Stimulated Emission
A21 + B21 E(v)
Number of atoms that can jump from level E2 to E1 is
( )[ ] 22121 NEBA ν+
Total Absorption Probability
( )[ ] 112 NEB ν
The rate of change of atoms in E2
It can be given by differentiation
(probability)
or
emissionAbsorption
dt
dN
−=2
( )[ ] ( )[ ] 22121112
2
NEBANEB
dt
dN
νν +−=
At Equilibrium
Then
02
=
dt
dN
( ) ( )[ ] 22121112 NEBANEB νν +=
Emission and absorption are same
( )








−





=
1
1
21
12
2
121
21
B
B
N
NB
A
E ν
Maxwell Bolzman Distribution
KT
E
eNN
1
01
−
=
KT
E
eNN
2
02
−
=
In thermal equilibrium
So the equations become
kT
h
e
N
N
ν
=
2
1
So equation becomes
( )
1
1
21
1221
21
−





=
B
B
e
B
A
E
kT
hν
ν
After comparing with Planks
Radiation Law
3
3
8
21
21
c
h
B
A νπ
=
And
1
21
12
=
B
B
Units of Einstein
coefficient: Joules-
Sec/m3
Conclusions
• Stimulated emission have same probability as
stimulated absorption
• Ratio between spontaneous and stimulated
emission varies with v3
• All we need is to calculate one of the
probability to find others.

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Laser and it's application.

  • 2.
  • 3. LASER • LL ight • AA mplification by • SS timulated • EE mission of • RR adiation
  • 8. Spatial and Temporal Coherence Beams can be coherent or only partially coherent (indeed, even incoherent) in both space and time. Spatial and Temporal Coherence: Temporal Coherence; Spatial Incoherence Spatial Coherence; Temporal Incoherence Spatial and Temporal Incoherence
  • 9. The temporal coherence time is the time the wave-fronts remain equally spaced. That is, the field remains sinusoidal with one wavelength: Temporal Coherence Time, τc Coherent time
  • 10. Coherent length coherence length is the propagation distance from a coherent source to a point where a wave (e.g. an electromagnetic wave) maintains a specified degree of coherence. Within this distance, the wave is most similar to a perfect sinusoidal wave. The significance is that wave interference will be strong within a coherence length of the source Spatial Coherence Length cL τ= λ λ ∆ = 2 L
  • 11. Incandescent vs. Laser Light 1. Many wavelengths 2. Multidirectional 3. Incoherent 1. Monochromatic 2. Directional 3. Coherent
  • 13. Stimulated Absorption • Energy is absorbed by an atom, the electrons are excited into vacant energy shells.
  • 15. Spontaneous Emission • The atom decays from level 2 to level 1 through the emission of a photon with the energy hv. It is a completely random process.
  • 17. Stimulated Emission atoms in an upper energy level can be triggered or stimulated in phase by an incoming photon of a specific energy.
  • 19. Stimulated Emission The stimulated photons have unique properties: – In phase with the incident photon – Same wavelength as the incident photon – Travel in same direction as incident photon
  • 21. WHY WE NEED META STABLE STATE? ANSWER IS With having the metastable state above the ground level. Atom reaches the meta stable state (after first stimulated emission) can remain there for longer time period. So the number of atom increases in the meta stable state. And when these atoms come back to the original ground level it emits laser beam.
  • 22. • A state of a medium where a higher-lying electronic level has a higher population than a lower-lying level POPULATION INVERSION
  • 23. • The method particle of raising a particle from lower energy state to higher energy state is called pumping. • TYPES OF PUMPING : 1. Optical pumping 2. Electrical pumping 3. X-ray pumping 4. Chemical pumping PUMPING
  • 24. All lasers have 3 essential components: • A lasing or "gain" medium • A source of energy to excite electrons in the gain medium to high energy states, referred to as "pump" energy • An optical path which allows emitted photons to oscillate and interfere constructively as energy is added or "pumped" into the system, ie, a resonator LASER COMPONENTS
  • 25.
  • 26.
  • 28. Types of Laser   a.According to their sources: 1.Gas Lasers 2.Crystal Lasers 3.Semiconductors Lasers 4.Liquid Lasers a.According to the nature of emission: 1.Continuous Wave 2.Pulsed Laser a.According to their wavelength: 1.Visible Region 2.Infrared Region 3.Ultraviolet Region 4.Microwave Region •X-Ray Region d. According to different levels 1. 2-level laser 2. 3-level laser 3. 4-level laser e. According to mode of pumping 1. optical 2. chemical 3. electric discharge 4. electrical
  • 30. THREE STEP LASER • Stimulated absorption • Spontaneous emission to the meta stable state • Stimulated emission from meta stable state to ground state. E2 E1 E0 E2 – E1 E1 – E0 META STABLE STATE
  • 34. ENERGY LEVEL IN RUBY LASER Energy 4 A2 4T 2 4T 1 2T 2 2 E LASING rapid decay Cr+ Al2O3
  • 35. LASER ACTION IN RUBY LASER
  • 38. Energy Level Diagram of He-Ne cont…
  • 40. Emission wavelengths of common lasers
  • 42. 04/09/15 Not to be Taken Lightly The Weighty Implications of Laser Technology Applications of Laser Technology Medical Entertainment Telecommunications Military • Optical Surgery • General Surgery • Tattoo removal • CD Players • DVD Players • Video Game Systems • Information tech. • Holograms • Weapons • Satellites • Radar Industry
  • 43. 04/09/15 Can You See the Light? Dentists use laser drills Bad eyesight can be corrected by optical surgery using lasers CD-Audio is read by a laser Tattoo removal is done using lasers Cd-Rom discs are read by lasers Laser pointers can enhance presentations Bar codes in grocery stores are scanned by lasers Video game systems such as PlayStation 2 utilize lasers DVD players read DVD’s using lasers Airplanes are equipped with laser radar Military and Space aircraft are equipped with laser guns Laser tech. is used in printers, copiers, and scanners
  • 44. Einstein’s Coefficients Einstein gives a probability that stimulated emission is same as absorption. Means that if a stimulated absorption can occur then there is same probability that stimulated emission can occur.
  • 45. Equilibrium condition In case of energy states the number of electron absorbed and emitted should be equal or the rate of change of numbers of atoms in two states should be equal. 0= dt dN
  • 46. Planck’s Radiation Law ( ) 1 18 3 3 − = kT h e c h E ν νπ ν Plank’s gives the formula that how a gas radiate energy.
  • 47.
  • 48. Spontaneous emission A21 :- correspond to spontaneous emission probability per unit time This particular emission can occur without the presence of external field E(v)
  • 49. Stimulated Absorption B12 :- correspond to stimulated absorption probability per unit time This type of absorption can occur in presence of external field E(v) only
  • 50. Stimulated Emission B21 :- correspond to stimulated emission probability per unit time This type of emission can occur in presence of external field E(v) only
  • 51. Total Emission Probability Spontaneous Emission + Stimulated Emission A21 + B21 E(v) Number of atoms that can jump from level E2 to E1 is ( )[ ] 22121 NEBA ν+
  • 53. The rate of change of atoms in E2 It can be given by differentiation (probability) or emissionAbsorption dt dN −=2 ( )[ ] ( )[ ] 22121112 2 NEBANEB dt dN νν +−=
  • 54. At Equilibrium Then 02 = dt dN ( ) ( )[ ] 22121112 NEBANEB νν +=
  • 55. Emission and absorption are same ( )         −      = 1 1 21 12 2 121 21 B B N NB A E ν
  • 57. So the equations become kT h e N N ν = 2 1 So equation becomes ( ) 1 1 21 1221 21 −      = B B e B A E kT hν ν
  • 58. After comparing with Planks Radiation Law 3 3 8 21 21 c h B A νπ = And 1 21 12 = B B Units of Einstein coefficient: Joules- Sec/m3
  • 59. Conclusions • Stimulated emission have same probability as stimulated absorption • Ratio between spontaneous and stimulated emission varies with v3 • All we need is to calculate one of the probability to find others.