Attenuation signal reduction to dB: Difference between revisions

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|-
|-
| 0 dB
| 0 dB
|  
| 0%
|-
|-
| 1 dB
| 1 dB
|  
| 21%
|-
|-
| 2 dB
| 2 dB
|  
| 37%
|-
|-
| 3 dB
| 3 dB
|  
| 50%
|-
|-
| 4 dB
| 4 dB
|  
| 60%
|-
|-
| 5 dB
| 5 dB
|  
| 68%
|-
|-
| 6 dB
| 6 dB
|  
| 75%
|-
|-
| 7 dB
| 7 dB
|  
| 80%
|-
|-
| 10 dB
| 10 dB
|  
| 90%
|-
|-
| 13 dB
| 13 dB
|  
| 95%
|-
|-
| 15 dB
| 15 dB
|  
| 96.8%
|}
|}


 
 

Revision as of 11:58, 9 March 2019

Introduction

Many fiber optic technicians are unfamiliar working with logarithmic units like decibel (dB).

This table allows you to get a grasp on the relationship between loss on a logartimic scale (dB) and optical power reduction on a liniar scale (%).

 

Solution

Attenuation Optical Power Reduction
0 dB 0%
1 dB 21%
2 dB 37%
3 dB 50%
4 dB 60%
5 dB 68%
6 dB 75%
7 dB 80%
10 dB 90%
13 dB 95%
15 dB 96.8%