\(\Gamma\) to VSWR \( VSWR = \frac{1+ \left |\Gamma \right |}{1+ \left |\Gamma \right |}\) |
VSWR to \(\Gamma\) \( \Gamma = \frac{VSWR-1}{VSWR+1}\) |
\(\Gamma\) to RL \( RL=-20log\left |\Gamma \right |\) |
RL to \(\Gamma\) \( \Gamma= 10^{\frac{-RL}{20}}\) |
\(\Gamma\) to ML \( ML= -10 log(1-\Gamma^{2})\) |
ML to \(\Gamma\) \( \Gamma=(1-10^{\frac{-ML}{10}})^{0.5}\) |
\(\Gamma\) to RP \( RP =100* \Gamma^{2}\) |
RP to \(\Gamma\) \(\Gamma = \left (\frac{RP}{100} \right )^{0.5}\) |
\(\Gamma\) to TP \( TP =100* (1-\Gamma^{2})\) |
TP to \(\Gamma\) \(\Gamma = \left (1-\frac{TP}{100} \right )^{0.5}\) |
Where: |
RL = Return Loss in dB |
VSWR = Voltage Standing Wave Ratio |
Γ = Reflection Coefficient |
ML = Mismatch Loss in dB |
RP = Reflected Power in % |
TP = Through Power in % |