What is the Q value for a krypton laser with given specifications?

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Homework Help Overview

The discussion revolves around calculating the Q value for a krypton laser, focusing on parameters such as wavelength, cavity length, and mirror reflectance.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to calculate the Q value using a specific formula and expresses uncertainty about the validity of their result. Some participants question the units associated with the Q factor.

Discussion Status

Participants are engaging with the original poster's calculation, with one confirming the approach and another pointing out a detail regarding the units of Q. There is a mix of validation and inquiry regarding the assumptions made in the calculation.

Contextual Notes

There is a mention of the reflectance values for the mirrors, which may influence the calculation, and the original poster is uncertain about the high value obtained for Q.

PH^S!C5
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Homework Statement


Calculate the Q value for a krypton laser with λ=0.569 microns, 0.568m cavity and mirror reflectance of 100% for the rear and 52% for the output window.

Homework Equations


For a laser cavity=> Q=(4πL)/(λ(1-R1*R2))

The Attempt at a Solution


Q= (4*π* 0.568m)/((0.569x10^-6)(1-(1)(0.52)) = 2.61x10^7 m

I am not sure if this is correct, can the Q factor be this high? Thanks for your help!
 
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Just to nit-pick. Q has no units. The units for L and λ cancel.
 
Hi Tsny,
I was also wondering about the units, thanks for your help!
 

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