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                    Mathematica-Compatible Notebook

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M9POELIP
Circular and ellipticlly polarized light
    
Graphs for circular and elliptically polarized light turning \"left or \
\"right\".
Four graphs are shown, extending from 0 to 90, 0 to 160, 0  to 235 and 0 to \
315 degrees. 
    
The angle ranges (x) correspond to chosen time ranges. Left and right \
polarized light is described by positive or negative \[CapitalPhi] = \[Pi]/2 \
in one component: 
Positive \[CapitalPhi]: We have y = Ey = A cos(-x), yy = Ez = Acos(-x + \
\[CapitalPhi]) = -Asin(-x),  
    
Negative \[CapitalPhi]: We have y = Ey = A cos(-x), yy = Ez = Acos(-x - \
\[CapitalPhi]) = Asin(-x),
We write for Ez = bAsin(x). When looking in direction of the incoming light, \
\"b = -1\" is for \"left\" polarized light (counter clock wise), \"b = 1\"  \
for \"right\" polarized light (clock wise).\
\>"], "\[IndentingNewLine]", "*)"}], 
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Cached data follows.  If you edit this Notebook file directly, not
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