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LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

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Page 1: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

LASER(semiconducting Lasers)

LASER 1 EBB 424E

Dr Zainovia Lockman

LASER 1 EBB 424E

Dr Zainovia Lockman

Page 2: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Lecture Contents

Definition of lasersEmission and absorption of radiationPopulation InversionSemiconducting lasersMaterials used for semiconducting laserLaser for fibre optics communicationQuantum Well devices

Page 3: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

For the Laser Course You Need:

A general reading on lasers:A photocopy from a book by Watson p23-64 (easy read)

Population Inversion and Diode Laser:A photocopy from Wilson and Hawkes

p 169- 182 (more advance reading)P 204-223 (more advance reading)

A general reading + the optical fibre application + on laser diode

A photocopy from Kasap p.159-166 (optical fibre)P.181-196

EBB 424 Lecture PresentationEBB 424 Short Lecture Notes summarising all of the above.

Page 4: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Important Announcement 1:Test schedule

A Test on LED and laser will be conducted on:

•26th September

•40 objective questions

Page 5: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Assignments and Tests

Group activity 1 (presentation only) = 25% - done

Group activity 2 (open book test) = 25%

Test I = 25%

Test 2 = 25%

Page 6: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Information about the exam

•Please study the pass year paper and all of the ‘typical exam questions’ presented to you in the lectures. •There will be 3.5 questions from Optoelectronics Part. •Compulsory for you to answer 2 questions from both part A and B. •Then choose one question from any parts.

Page 7: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Lecture: Laser

Objectives (by the end of the lectures on laser student will be…)

1. Able to state the definition of laser2. Able to state the principle of population inversion3. Able to explain the principle of semiconducting

laser4. Familiarise with the concept of light simulation and

polarisation5. Able to list down all materials criteria and materials

selection for a given semiconducting laser compound.

6. Able to highlight several examples of the application of laser.

Objectives (by the end of the lectures on laser student will be…)

1. Able to state the definition of laser2. Able to state the principle of population inversion3. Able to explain the principle of semiconducting

laser4. Familiarise with the concept of light simulation and

polarisation5. Able to list down all materials criteria and materials

selection for a given semiconducting laser compound.

6. Able to highlight several examples of the application of laser.

Page 8: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Diode Laser

Page 9: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Typical Application of LaserThe detection of the binary data stored in the form of pits on the compact disc is done with the use of a semiconductor laser. The laser is focused to a diameter of about 0.8 mm at the bottom of the disc, but is further focused to about 1.7 micrometers as it passes through the clear plastic substrate to strike the reflective layer. The reflected laser will be detected by a photodiode. Moral of the story: without optoelectronics there will no CD player!

Page 10: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

1. Definition of laser

A laser is a device that generates light by a process called STIMULATED EMISSION.The acronym LASER stands for Light Amplification by Stimulated Emission of RadiationSemiconducting lasers are multilayer semiconductor devices that generates a coherent beam of monochromatic light by laser action. A coherent beam resulted which all of the photons are in phase.

Page 11: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Another Typical Application of Laser – Fibre Optics

An example of application is for the light source for fibre optics communication. Light travels down a fibre optics glass at a speed, = c/n, where n = refractive index.Light carries with it informationDifferent wavelength travels at different speed. This induce dispersion and at the receiving end the light is observed to be spread. This is associated with data or information lost. The greater the spread of information, the more lossHowever, if we start with a more coherent beam then loss can be greatly reduced.

Page 12: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Fibre Optics Communication

Page 13: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

3 Mechanisms of Light Emission

For atomic systems in thermal equilibrium with their surrounding, the emission of light is the result of:

Absorption

And subsequently, spontaneous emission of energy

For atomic systems in thermal equilibrium with their surrounding, the emission of light is the result of:

Absorption

And subsequently, spontaneous emission of energy

There is another process whereby the atom in an upper energy level can be triggered or stimulated in phase with the an incoming photon. This process is:

Stimulated emission

It is an important process for laser action

There is another process whereby the atom in an upper energy level can be triggered or stimulated in phase with the an incoming photon. This process is:

Stimulated emission

It is an important process for laser action

1. Absorption2. Spontaneous Emission3. Stimulated Emission

1. Absorption2. Spontaneous Emission3. Stimulated Emission

Therefore 3 process of light emission:

Page 14: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Absorption

E1

E2

Page 15: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Spontaneous Emission

Page 16: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Stimulated Emission

Page 17: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Background Physics

In 1917 Einstein predicted that: under certain circumstances a photon

incident upon a material can generate a second photon of

Exactly the same energy (frequency) Phase Polarisation Direction of propagation

In other word, a coherent beam resulted.

Page 18: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Background Physics

Consider the ‘stimulated emission’ as shown previously.

Stimulated emission is the basis of the laser action.

The two photons that have been produced can then generate more photons, and the 4 generated can generate 16 etc… etc… which could result in a cascade of intense monochromatic radiation.

Page 19: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

E1

E2

h

(a) Absorption

h

(b) Spontaneous emission

h

(c) Stimulated emission

In hOut

h

E2 E2

E1 E1

Absorption, spontaneous (random photon) emission and stimulatedemission.

© 1999 S.O. Kasap, Optoelectronics (Prentice Hall)

Page 20: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Stimulated Emission

Page 21: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Background Physics

In a system, all three mechanisms occur.

However the stimulated emission is very very sluggish compared to the spontaneous emission

We need to have a much stimulated emission as possible for lasing action

How?

Refer to the board for the derivation of the Einstein’s

Page 22: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Einstein;s

Page 23: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Absorption of Light Through a Medium

Light or photon must be absorbed in order for us to have a lasing action

I(x) = I(o) exp (-x)

I(o) I(x)

Page 24: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Absorption

Light that falls on a piece of material will decrease exponentially.

= (N1-N2)B21(hf) n/c

N1 is often more than N2 (N1 < N2)

Example for tungsten is typically 106m-1 (+ve)

If we want implication, must be –ve

i.e. N2 > N1

Page 25: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Population InversionTherefore we must have a mechanism where N2 > N1

This is called POPULATION INVERSIONPopulation inversion can be created by introducing a so call metastable centre where electrons can piled up to achieve a situation where more N2 than N1

The process of attaining a population inversion is called pumping and the objective is to obtain a non-thermal equilibrium. It is not possible to achieve population inversion with a 2-state system. If the radiation flux is made very large the probability of stimulated emission and absorption can be made far exceed the rate of spontaneous emission. But in 2-state system, the best we can get is N1 = N2. To create population inversion, a 3-state system is required. The system is pumped with radiation of energy E31 then atoms in state 3 relax to state 2 non radiatively. The electrons from E2 will now jump to E1 to give out radiation.

Page 26: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

3 states system

Page 27: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Population Inversion

When a sizable population of electrons resides in upper levels, this condition is called a "population inversion", and it sets the stage for stimulated emission of multiple photons. This is the precondition for the light amplification which occurs in a LASER and since the emitted photons have a definite time and phase relation to each other, the light has a high degree of coherence.

Page 28: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Typical Exam Question…

Define the term population inversion for a semiconducting laser (diode) explain what is the condition of population inversion.

Why is population inversion required for a lasing action?

(40 marks)

Page 29: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Optical Feedback

The probability of photon producing a stimulated emission event can be increased by reflecting back through the medium several times. A device is normally fashioned in such a way that the 2 ends are made higly reflectiveThis is term an oscillator cavity or Fabry Perot cavity

Page 30: LASER (semiconducting Lasers) LASER 1 EBB 424E Dr Zainovia Lockman

Therefore in a laser….

Three key elements in a laser

•Pumping process prepares amplifying medium in suitable state •Optical power increases on each pass through amplifying medium •If gain exceeds loss, device will oscillate, generating a coherentoutput