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> | <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.
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