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Astronomy Principles and Practice Fourth Edition.pdf

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Polarization phenomena 233<br />

Figure 15.12. The various polarization forms.<br />

form would be detected. Under these conditions, the radiation is said to be unpolarized. If such<br />

radiation could be looked at with extreme time resolution, it would be possible, in principle, to record<br />

the probability of finding a particular polarization form at any instant. The probability distribution so<br />

obtained is unique to naturally occurring unpolarized light.<br />

Under some special circumstances, a collection of atoms can give rise to radiation with a<br />

polarization form which persists over normal experimental time periods. The persistent polarization<br />

ellipse can be described by the same set of parameters which were used to describe the instantaneous<br />

polarization ellipse described earlier (i.e. azimuth, ellipticity <strong>and</strong> h<strong>and</strong>edness). This type of radiation is<br />

said to be perfectly polarized. The general form of the polarization is elliptical <strong>and</strong> the extreme forms<br />

of linear <strong>and</strong> circular also occur.<br />

Many of the interactions of radiation <strong>and</strong> matter (e.g. reflection, scattering, etc) give rise to<br />

polarization effects. The incident radiation may be unpolarized, but after the interaction, the resulting

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