Conversion between logarithmic power (dBm) and non-logarithmic power (w) - Little knowledge points (17)

Taken https://blog.csdn.net/shij19/article/details/52946454

dBm

Physical meaning is: a representation absolute value of the power (power of 1mW can be thought of as a ratio to reference)

A precise formula

The formula is: dBm = 10log (power value / 1mw)

                      mW=power(10,dBm/10)

                      W=(power(10,dBm/10))/1000

Second, a rough calculation

"A benchmark": 30dBm = 1W

"Two principles": 1) + 3dBm, power by 2 times; -3dBm, power take 1/2 | 

2) + 10dBm, the power by 10 times; -10dBm, power take 1/10

Example: 33dBm = 30dBm + 3dBm = 1W × 2 = 2W

   27dBm=30dBm-3dBm=1W×1/2=0.5W  

Example: 40dBm = 30dBm + 10dBm = 1W × 10 = 10W

   20dBm=30dBm-10dBm=1W×0.1=0.1W

More simply referred to as:

30 is a reference, equal to 1W whole, not difficult to exchange, it counts to be completed.

Multiplied by 2 plus 3, plus 10 by 10; 3 divided by 2 minus, minus 10 divided by 10 .

Almost all integers are available dBm or more "reference 1" and "2 principle" is converted to W.

Example 1: 44dBm = W?

    44dBm=30dBm+10dBm+10dBm-3dBm-3dBm

        =1W×10×10×1/2×1/2

        =25W

Example 2: 32dBm =?

         32dBm=30dBm+3dBm+3dBm+3dBm+3dBm-10dBm

       =1W×2×2×2×2×0.1

       =1.6W

Computing skills: + 1dBm and computing skills 2dBm of +

+1dBm=+10dBm-3dBm-3dBm-3dBm

         =X×10×1/2×1/2×1/2

         =X×1.25

+2dBm=-10dBm+3dBm+3dBm+3dBm+3dBmw

         =X×0.1×2×2×2×2

         =X×1.6

Generally speaking, in engineering, and between dBm dBm (or dBw and dBw) only addition and subtraction, multiplication and division no. The most used is the subtraction: dBm reduction is actually two power divided dBm, signal power and noise power is divided signal to noise ratio (SNR). dBm plus dBm is actually two power multiplied.

 

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Origin www.cnblogs.com/weinapang/p/10948631.html