Brewster's Angle: Light in Ethanol to Crown Glass - Significance

AI Thread Summary
Brewster's angle is the angle of incidence where reflected light is completely polarized, occurring at approximately 48.2 degrees when light travels from ethanol (n=1.36) into crown glass (n=1.52). This angle is significant because it maximizes the polarization of light, which is crucial in various optical applications, such as polarizers and anti-reflective coatings. The relationship between the angles of incidence and refraction at Brewster's angle leads to the sum of these angles equaling 90 degrees, indicating complete polarization. Understanding Brewster's angle is essential for designing optical devices that utilize polarized light effectively. The discussion highlights the practical implications of this phenomenon in optics.
physicsgal
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question:

'light travels from ethanol into crown glass. what's the brewster's angle?' and what is the significance of this angle?'

so i have:
nr = 1.52 (crown glass
ni = 1.36 (ethanol)

so it's 1.52/1.36 tan-1 = 48.2 degrees?

and what is the significance of 48 degrees?

any help is appreciated. :wink:

~Amy
 
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They're not asking what is the significance of 48 degrees. They're asking what is special about Brewster's angle. For example, what practical optical devices take advantage of the Brewster's angle phenomenon?
 
k.. just reading the question here, in my first post i just wrote the short version of the question. is says:

..."what is the significance of this angle of incidence?"

sorry for any confusion..

~Amy
 
The Brewster's angle is the angle of incidence at which some phenomenon is at its maximum. If you can find the formula, you should be able to find the phenomenon.
 
here's what i wrote:
Note: 0 = theta

'sin 0R = ni(sin 48.2)/nR
0R = 41.8 degrees

the angle of incidence is important because (0B = 48.2) + (0R = 41.8) = 90 degrees. the angle of 90 degrees indicates the reflected light is completely polarized parallel to the interface.'


~Amy
 
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