Net Power: Difference between revisions

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<math> 50 \ dBm = 10^{\frac{50}{10}} \ mW = 100\ W</math>
<math> 50 \ dBm = 10^{\frac{50}{10}} \ mW = 100\ W</math>
{{Formula||1|Logarithmic power value to linear power value}}


<math> 30 \ dBm = 10^{\frac{30}{10}} \ mW = 1\ W</math>
<math> 30 \ dBm = 10^{\frac{30}{10}} \ mW = 1\ W</math>
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Subtract the linear values
Subtract the linear values


<math> Net \ Power = Fw - Rf = 100 - 1 = 99 \ W</math>
<math>P_{net} = P_{fwd}[W] - P_{refl}[W] = 100 [W] - 1 [W] = 99 \ W</math>
 
{{Formula||2|Net power calculation from forward and reflected power}}


Convert the value to dBm again:
Convert the value to dBm again:


<math>10 * log10(99 * 1000) \approx  49,95635195 \ dBm</math>
<math>10 * log10(99 * 1000) \approx  49,95635195 \ dBm</math>
{{Formula||3|Linear power value to logarithmic power value}}


[[Category:RadiMation]]
[[Category:RadiMation]]
[[Category:Calculation]]
[[Category:Calculation]]

Revision as of 20:15, 20 January 2009

Net Power is defined as Forward Power minus the Reflected Power. This document describes the formula's that should be used to correctly calculate the Net Power.

Given information
Frequency [MHz] Forward Power [dBm] Reflected Power [dBm]
201,973 50 30

Question: What is the Net Power?

Answer: 49,95635195 dBm

The calculation[edit]

First you calculate the dBm values to linear values.

Formula -1: Logarithmic power value to linear power value

Subtract the linear values

Formula -2: Net power calculation from forward and reflected power

Convert the value to dBm again:

Formula -3: Linear power value to logarithmic power value