How Do You Calculate the Output Power of a Laser After Multiple Adjustments?

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SUMMARY

The output power of a laser after multiple adjustments can be calculated using the formula G [dB] = 10 log10(Pout/Pin). In this case, the laser starts with 15.6 dBm, passes through a 10 dB neutral density filter, experiences a 15 dB reduction at the photodiode, and is then amplified by 20.2 dB. The total gain is calculated as -10 dB - 15 dB + 20.2 dB = -4.8 dB, leading to the conclusion that the output power can be determined by applying this gain to the initial power.

PREREQUISITES
  • Understanding of dBm and dB power units
  • Familiarity with laser power specifications
  • Knowledge of signal attenuation and amplification
  • Proficiency in logarithmic calculations
NEXT STEPS
  • Learn how to convert dBm to mW using the formula G [dBm] = 10 log10(P[mW])
  • Study the effects of neutral density filters on laser output
  • Explore the characteristics and applications of inverting amplifiers
  • Research practical examples of laser power adjustments in photonics
USEFUL FOR

Students in optical engineering, laser technicians, and professionals involved in photonics who need to calculate and optimize laser output power after various adjustments.

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Homework Statement


A laser produces 15.6 dBm of power. The light is propogated through a 10dB neutral density filter that attenuates the signal so that it can be detected by a photodiode without saturation. The optical signal is steppeddown by 15dB when captured by the photodiode and converted to an electric signal. This signal is later amplified by 20.2 dB by an inverting amplifier. What is the output signal power from the amplifier in mW?


Homework Equations


G [dB] = 10 \log_{10} \left(\frac{P_{out}}{P_{in}}\right)
where P is the power

G [dBm] = 10 \log_{10} (P[mW])

The Attempt at a Solution


15.6 is in dBm while the others are in dB. How do we convert from dBm to dB??

Since G represents the gain or loss
then the total gain by the signal is -10 - 15 + 20.2 = -4.8

Thus we would use hte first equation
with G = -4.8 , Pin = 15.6 dBm and calculate Pout

would that be correct??
 
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The power of a laser is usually stated in units of watts, or more likely milliwatts. Even 15.6 mW will be a reasonably powerful laser.

See bottom of this webpage:

http://www.lumalaser.com/laser-power_recommendations.htm"
 
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