Linearly polarized light and its field strength.

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SUMMARY

Linearly polarized light's electric field strength, denoted as E, is affected by its passage through polarizing material. When the transmission axis of the polarizer is oriented at an angle theta relative to the electric field direction, the resulting electric field strength is calculated using the formula E' = E * cos(theta). If two polarizing materials are oriented perpendicularly, the electric field strength becomes zero.

PREREQUISITES
  • Understanding of linearly polarized light
  • Familiarity with electric field concepts
  • Knowledge of polarizing materials and their properties
  • Basic trigonometry for calculating angles
NEXT STEPS
  • Research the mathematical derivation of Malus's Law
  • Explore the properties of different polarizing materials
  • Learn about the applications of polarized light in optics
  • Investigate the effects of multiple polarizers on light intensity
USEFUL FOR

Physics students, optical engineers, and anyone studying the behavior of light in various materials will benefit from this discussion.

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Homework Statement



if linearly polarized light has an electric field strength E, what is its field strength after it has passed through polarizing material that has a transmission axis oriented at an angle theta relative to the direction of E?

Homework Equations


none.

The Attempt at a Solution


i can't seem to get my head around this problem. any help would be greatly appreciated.
 
Physics news on Phys.org
When the transmission axis of two polarizing materials are perpendicular strength of electric field is zero. Hence electric field through second material must be Ecos(theta)
 

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