What Does Extinction Ratio Mean in Optical Specifications?

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SUMMARY

The extinction ratio in optical specifications is defined as the ratio of optical power levels used to represent binary data in fiber optic communications. Specifically, it is calculated as Extinction Ratio = logic 1 power / logic 0 power. For example, if a laser diode transmits 1mW for logic 1 and 100µW for logic 0, the extinction ratio is 10. This concept is crucial for understanding amplitude modulation (AM) and how binary information is encoded in optical signals.

PREREQUISITES
  • Understanding of fiber optic communication principles
  • Basic knowledge of optical power measurements
  • Familiarity with amplitude modulation (AM) concepts
  • Knowledge of decibel (dB) calculations and logarithmic scales
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  • Research the mathematical principles behind amplitude modulation (AM)
  • Learn about modulation depth and its relationship to extinction ratio
  • Explore the impact of extinction ratio on signal integrity in fiber optics
  • Study decibel calculations and their applications in optical power measurements
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Optical engineers, telecommunications professionals, and anyone involved in fiber optic communication systems will benefit from this discussion on extinction ratios and their implications in data transmission.

JPBenowitz
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I am a little bit confused on what an extinction ratio is. I am looking at optical specs and it keeps on coming up. Would someone be kind enough to explain it to me and perhaps provide a mathematical background thank you!
 
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When laser diodes are used to transmit binary data (fiber optic communications), a "1" is transmitted as a higher optical power level than the "0". The extinction ratio is simply the ratio of these two power levels:

Extinction Ratio = \frac{logic 1 power}{logic 0 power}
 
Last edited:
the_emi_guy said:
When laser diodes are used to transmit binary data (fiber optic communications), a "1" is transmitted as a higher optical power level than the "0". The extinction ratio is simply the ratio of these two power levels:

Extinction Ratio = \frac{logic 1 power}{logic 0 power}

So a 1000:1 extinction ratio is simply that for every 1000 bits transmitted 1 bit is lost due to a loss in power?
 
No.

First an extinction ratio of 1000 (30dB) would not be normal. Let's take a more normal situation with a ratio of 10.

Laser is transmitting 1mW for logic 1.
Laser is transmitting 100uW for logic 0.
Extinction ratio is 10.
 
the_emi_guy said:
No.

First an extinction ratio of 1000 (30dB) would not be normal. Let's take a more normal situation with a ratio of 10.

Laser is transmitting 1mW for logic 1.
Laser is transmitting 100uW for logic 0.
Extinction ratio is 10.

I understand that but what does that entail for the bits of information? A ratio of 1000 is a loss in signal of 30dB?
 
JPBenowitz said:
I understand that but what does that entail for the bits of information? A ratio of 1000 is a loss in signal of 30dB?

Not loss of signal.

This is an example of AM (amplitude modulation). Do you know what a Modulation Depth is? If you look that up, the Extinction Ratio should make more sense.
 
JPBenowitz said:
I understand that but what does that entail for the bits of information? A ratio of 1000 is a loss in signal of 30dB?

The bits of information are encoded as optical power level.

Think of ordinary electrical digital logic. A TTL device encodes logic 1 as >2.2V and logic 0 as <0.8V. An ECL device encodes logic 1 as -0.9V and logic 0 as -1.7V.

Binary digits are encoded on a fiber optic cable as logic 1 and logic 0 optical power levels. (This is a gross oversimplification, I am trying to convey the basic idea).
 
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Simplification looks in order here...??

It's more like two people talking at some distance, say shouting down a hallway:
IF:
A loud shout is a "1"
and a soft shout is a "0"
(and heaven only knows why they're talking in binary).
A loud shout might be 10X louder than a soft one which would be an extinction ratio of 10,
but that says nothing about how many soft shouts were mistaken for loud ones , or were not heard at all.

db comes from the unit BEL, after Alexander Graham.
A bel is the logarithm of ratio between two powers, log(P2/P1).
A decibel is a tenth of a bel, 10X log (P2/P1)
 

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