PHYSICS
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emission of radiation. It is important to note that the instant at<br />
which emission occurs, and the path of the resulting photon<br />
varies from excited particle to excited particle since spontaneous<br />
emission is a random process. The spontaneous radiation is<br />
incoherent monochromatic radiation as it is produced by one of<br />
the particles differs in direction and phase from that that produced<br />
by anotherthe second particle (fig. 21.18).<br />
Fig. 21.19. Diagram representing the stimulated emission of a photon<br />
by an incoming photon<br />
156<br />
1<br />
E III<br />
--E I .<br />
- ,<br />
I<br />
--E·I<br />
- ...,.... y , ..<br />
IE,. r-; I<br />
I,., I<br />
II ".. /<br />
I<br />
...LE,<br />
1<br />
,.I<br />
...., -<br />
I<br />
==~'<br />
I ,"\ ,.,<br />
I ',/ \.i~<br />
..L - " E T<br />
2<br />
2<br />
hv s E; -E,<br />
--<br />
- -+<br />
W WE, I ,,, "\<br />
I • \ I \ ,+<br />
-+ --I... \.l ,I<br />
~<br />
Y\r<br />
Fig. 21.18. Diagram representing the spontaneous emission of a photon<br />
by an atom<br />
Stimulated Emission. This process is the basis of laser behavior.<br />
Here, the excited laser particles are struck by photons produced<br />
by spontaneous emission. Collisions of this type cause the excited<br />
particles to relax immediately to the lower energy state and to<br />
simultaneously emit a photon of exactly the same energy as the<br />
photon that stimulated the process. The emitted photon travels in<br />
exactly the same direction and is precisely in phase with the<br />
photon that caused the emission (fig. 21.19). Therefore, the stimulated<br />
emission is totally coherent with the incoming radiation.<br />
Absorption. This process competes with stimulated emission: an<br />
E: II<br />
- - II __E,<br />
-r - '<br />
- -E I<br />
hv=E,. -E,<br />
E,.·<br />
~/~<br />
I \ 1 ,I<br />
-E,<br />
....!.... ' oJ<br />
3<br />
-.<br />
3<br />
jJ\[<br />
incident photon can cause atomic transition either upward<br />
(stimulated absorption) or downward (stimulated emission).<br />
Population Inversion. In order to have light amplification in a<br />
laser, it is necessary for the number of photons produced by<br />
stimulated emission to exceed the number lost by absorption. This<br />
condition will prevail only when the number of particles at the<br />
higher energy state exceeds the number in the lower; in other<br />
words, a population inversion from the normal distribution of the<br />
energy states must exist. Fig. 21.20 contrasts the effect of incoming<br />
radiation on a non-inversed population with that on an inverted<br />
one.<br />
E<br />
1<br />
• •<br />
E 1 •• • •<br />
E<br />
o<br />
••<br />
••••••Pumpin g<br />
Eo •• ¢::J<br />
Fig. 21.20. Inversion of<br />
population: a - population<br />
of the levels before pumping;<br />
b - population of the levels<br />
after application of pumping<br />
1<br />
~ [~ I ~<br />
V__~I<br />
3<br />
Ruby rod<br />
Flashlamp<br />
Silver<br />
reflectors<br />
Fig. 21.21. Components of laser:<br />
1 source of pumping; 2 - active<br />
medium; 3 - optical resonator<br />
made from two mirrors<br />
Components of a Laser. A laser consists of the active medium<br />
(e.g., a solid crystal, a gas, a solution of an organic dye, a<br />
semiconductor), which is placed in an optical resonator (made<br />
from two mirrors) with a pumping source (fig. 21.21).<br />
Properties of Laser Radiation. The main properties of laser radiation<br />
are monochromaticity, coherence, directionality, and<br />
brightness. Some types of lasers have the potential to change the<br />
frequency (or wavelength) of the radiation. Other laser devices<br />
produce ultra-short pulses of radiation.<br />
Monochromaticity indicates a high spectral purity of the radiation.<br />
Monochromatic radiation typically has a narrow spectral<br />
interval and is characterized by predominately a single frequency<br />
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