laser fundamentals - biofizika
TRANSCRIPT
Outline
• What is a laser?
• What unique properties does laser have?
• How to build a laser?
• Types of Laser
Laser History
• In 1917, Einstein proposed the process that makes lasers possible, called stimulated emission.
• In 1954, a predecessor of the laser, "Microwave Amplification by Stimulated Emission of Radiation", was developed at Columbia University by Charles Townes.
• In 1960, Theodore Maiman developed the first working laser at Hughes Research Lab.
Laser properties
• Highly collimated beam.
– Diffraction limited collimation
Collimated beam
Divergence of lamp light
Divergence of LASER
Laser properties
• Diffraction limited focussing
– Very small focussed spot
Focussing of lamp light Focussing of LASER
Laser properties
• High temporal coherence
– Radiation time without phase interruption is long.
– Can predict the phase and amplitude at any time, at a given position.
• CW (Continuous Wave )
• Pulsed
Two kinds of Lasers
Energy of CW laser: • 10-3 W milliwatt • 100 W watt • 103 W kilowatt • 106 W megawatt
Energy of pulsed laser:
• 109 W gigawatt • 1012 W terawatt • 1015 W petawatt • 1018 W exawatt
How to build a laser?
• To generate pulsed laser,
– The bandwidth of gain should be large enough to cover several frequencies.
– All the waves with different frequencies should start to oscillate at the same time (in phase). This technique is called phase-locking or mode-locking.
How does an amplifier work?
• Spontaneous emission
• Stimulated emission
Absorption Spontaneous emission Stimulated emission
How does an amplifier work?
• To keep the amplifier work,
– we have to let the excited particles lose their energy through stimulated emission instead of spontaneous emission since emitted light by spontaneous emission has random directions.
– The number of excited particles must be larger than the number of ground-state particles. In this case, net gain could be produced. (Population Inversion)
Population Inversion
• Nexcited > Nground
– Two level system • b12 absorption
• b21 spontaneous emission
• a21 stimulated emission
– Fermi-Dirac distribution
𝑁2
𝑁1=
1
𝑒∆𝐸𝑘∙𝑇 + 1
𝑇 → 0, 𝑁2
𝑁1→
1
∞≈ 0, all the molecules stay at 𝐸1. 𝑇 → ∞,
𝑁2
𝑁1→
1
2
Population Inversion
• Three-level system
– W31 denotes the probability of transition from level 3 to level 2.
–
Lifetime at Level 2 > Lifetime at Level 3
W32 >> W31 W21 >> W31
When Wp > W21, 𝑁2
𝑁1> 1
very slow
fast
slow fast
At steady state: d𝑁3
d𝑡= 0 &
d𝑁2
d𝑡= 0
Population Inversion
• Four-level system
Four-level system is the easiest way to generation of lasers. There are lots of examples involving four-level system: Argon and Krypton ion lasers, dye lasers
Types of lasers
Classification of lasers depends on the laser active medium.
• Solid-state lasers have lasing material distributed in a solid matrix (such as ruby or neodymium:yttrium-aluminum garnet "YAG"). Flash lamps are the most common power source. The Nd:YAG laser emits infrared light at 1.064 nm.
• Semiconductor lasers, sometimes called diode lasers, are pn junctions. Current is the pump source. Applications: laser printers or CD players.
• Dye lasers use complex organic dyes, such as rhodamine 6G, in liquid solution or suspension as lasing media. They are tunable over a broad range of wavelengths.
• Gas lasers are pumped by current. Helium-Neon lases in the visible and IR. Argon lases in the visible and UV. CO2 lasers emit light in the far-infrared (10.6 mm), and are used for cutting hard materials.
Pumping mechanisms
• Flash lamp pump
– Examples: Ruby; neodymium:yttrium-aluminum garnet Nd:YAG
Laser active medium
I
Pumping mechanisms
• Electron-collision pump A + e 𝜖2 → A∗ + e(𝜖1)
– Argon, Krypton, Xenon, Nitrogen, Copper…
• Atom-collision pump Bm + A → B + 𝐴∗
B + e 𝜖2 → Bm + e(𝜖1) Bm denotes particle B in metastable state.
He-Ne, CO2-N2, He-Cd
Pumping mechanisms
• Chemical pump A + B2 → AB ∗ + B A + BC → AB ∗ + C
– Examples: HF; DF; Ar-F; Kr-F; Xe-F; Xe-Cl
• Electron current ejection pump (semi-conductor laser)
Or
Problems: 1. A lamp can emit light centered at 1050.5 nm. If the
spectral width of this lamp is equal to 100 GHz, please calculate the wavelength range of emitted light by this lamp.
2. Calculate the gap in frequency between two longitudinal modes in a linear cavity whose optic length L=600 mm. If the amplifier covers a spectral band of 1 GHz, how many longitudinal modes can oscillate in this cavity?
3. Please give one example of laser for medical application. Explain which type of the laser is and which pumping technique it employs.