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Integrated Concepts If a polarizing filter reduces the intensity of polarized light to 50.0% of its original value, by how much are the electric and magnetic fields reduced?
Therefore, after passing through the polarizing filter the magnitude of electric and magnitude fieldbecome $\frac{1}{\sqrt{2}}$ times of their original magnitude.
Physics 103
Chapter 27
Wave Optics
Cornell University
Hope College
University of Sheffield
University of Winnipeg
Lectures
02:51
In physics, wave optics is…
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Interference is a phenomen…
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If a polarizing filter red…
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Three polarizing filters a…
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Three Polarizing Filters. …
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Integrated Concepts One $3…
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$\bullet$ Two ideal polari…
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Show that if you have thre…
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If you have completely pol…
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At the end of Example $27.…
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Integrated ConceptsSup…
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The angle between the axes…
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$\bullet$ Three ideal pola…
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Integrated Concepts(a)…
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$\because$ Glare Reduction…
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the relationship between intensity an electric field is intensity is proportional to the square off the electric field. Um, and intensity is also proportional to the square off the man tick field. So let initial intensities I not Then we have electric feel initial electric field will be square root off. I know similarly b will be also the square root off the high note. Then we know I know it is decrease to have after the first filter. So after the first filter we have I know that we're, um to then I would electric field after electric romantic feel after filter will be screwed off I knowed or two after the filter so our electric and magnetic field will be the square root off. I know over, um to
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