How is the Relative Angle Between Two Polarizers Determined?

  • Thread starter Thread starter tica86
  • Start date Start date
  • Tags Tags
    Homework
Join the discussion
Registration is free. Ask a follow-up in this thread, or start your own.
4 replies · 2K views
tica86
Messages
79
Reaction score
0
A beam of unpolarized light, with intensity I0, goes through two polarizers. If the intensity of the light coming out of the second polarizer is 1/4 I0 what is the relative angle between the two polarizers??

----I know the answer is 45 degrees---
but if anyone could explain how?? Thanks!
 
Physics news on Phys.org


tica86 said:
A beam of unpolarized light, with intensity I0, goes through two polarizers. If the intensity of the light coming out of the second polarizer is 1/4 I0 what is the relative angle between the two polarizers??

----I know the answer is 45 degrees---
but if anyone could explain how?? Thanks!

Can you post the Relevant Equations? Is it a linear relationship between crossed polarizers and intensity, or does it follow a different relationship?
 


berkeman said:
can you post the relevant equations? Is it a linear relationship between crossed polarizers and intensity, or does it follow a different relationship?

i1=1/2i0
i2=1/4i0
 


tica86 said:
i1=1/2i0
i2=1/4i0

Well okay then. We're all done here. That makes everything obvious. Thanks.
 


berkeman said:
Well okay then. We're all done here. That makes everything obvious. Thanks.

I=I0cos^2theta