Calculating Efficiency of LED Without Plastic Dome

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SUMMARY

The discussion focuses on calculating the efficiency of an LED without a plastic dome, emphasizing the impact of total internal reflection (TIR) at the air interface. It establishes that TIR reduces emission efficiency by a factor of 1-cosθ, where θ represents the critical angle. Additionally, the calculation of the solid angle of a cone with a half angle β is addressed, with a formula suggesting that efficiency equals the solid area not subject to TIR divided by the solid area of 180 degrees. The user successfully resolved their query with the provided insights.

PREREQUISITES
  • Understanding of total internal reflection (TIR)
  • Knowledge of critical angle in optics
  • Familiarity with solid angle calculations
  • Basic principles of LED efficiency
NEXT STEPS
  • Research the mathematical derivation of total internal reflection effects on LED efficiency
  • Learn about solid angle calculations in three-dimensional geometry
  • Explore the impact of different materials on LED performance
  • Investigate advanced LED design techniques to mitigate TIR losses
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Optical engineers, LED manufacturers, and students studying photonics or optical design who are interested in enhancing LED efficiency and understanding the effects of TIR.

Septim
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Greetings everyone,

I need to calculate the efficiency of an LED without a plastic dome, thus total internal reflection is a limiting factor in this case. The book asks me to show that TIR at the interface with air reduces the emission efficiency by the factor 1-cosθ where θ is the critic angle. In addition to that how can I calculate the solid angle of a cone with half angle say β. Any help is appreciated.

Thanks
 
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Thanks for your help, I was able to figure it out.
 

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