F = (1/4)(n2/n1)2[1-{(n1-n2)/(n1+n2)}2] ?

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SUMMARY

The equation F = (1/4)(n2/n1)²[1-{(n1-n2)/(n1+n2)}²] describes the optical efficiency or transmission coefficient of light generated isotropically in a medium. This equation is particularly relevant in the context of light-emitting diodes (LEDs). While it does not have a widely recognized name, it is essential for understanding how light interacts with different refractive indices in various media. The discussion emphasizes the importance of grasping the underlying principles rather than focusing solely on the equation's nomenclature.

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Hi,I was wondering if someone could tell me the name of this equation, where does the equation come from?
“If light is isotropically generated in a medium then the fraction transmitted to the outside world is given by:
F = (1/4)(n2/n1)2[1-{(n1-n2)/(n1+n2)}2]”

Thank you so much :)
 
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Welcome to PF;
Where did you find the equation?
Something to do with LEDs?

It looks like a transmission coefficient or optical efficiency relation... it probably does not have a special name: most equations don't. Why does it matter what an equation is called?
 
Hi, it's about LED. I saw this equation somewhere, I can't remember where, but I thought I would look into it so I can understand it and maybe read a bit more about it. Thanks
 

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