| \(P_{(W)}\) to \( P_{(dBW)}\) \( P_{(dBW) }= 10.log_{10}\left ( \frac{P_{(W)} }{1W } \right ) \) |
\( P_{(dBW)}\) to \(P_{(W)}\) \( P_{(W) } = 1W \cdot 10 ^{\left ( \frac{P_{(dBW) }}{10} \right )}\) |
| \(P_{(mW)}\) to \( P_{(dBm)}\) \( P_{(dBm) }= 10.log_{10}\left ( \frac{P_{(mW)} }{1mW } \right ) \) |
\( P_{(dBm)}\) to \(P_{(mW)}\) \(P_{(mW) } = 1mW \cdot 10^{\left ( \frac{P_{(dBm) }}{10} \right )} \) |
| \(P_{(W)}\) to \( P_{(dBm)}\) \( P_{(dBm) }= P_{(dBW)} +30 \) \( P_{(dBm) }= 10.log_{10}\left ( \frac{P_{(W)} }{1W } \right ) +30 \) |
\( P_{(dBm)}\) to \(P_{(W)}\) \( P_{(W) } = P_{(mW)}.1000\) \(P_{(W) } = 1mW \cdot 10^{\left ( \frac{P_{(dBm) }}{10} \right )} .1000\) |
| \(P_{(mW)}\) to \( P_{(dBW)}\) \( P_{(dBW) }= P_{(dBm)}-30 \) \( P_{(dBW) }= 10.log_{10}\left ( \frac{P_{(mW)} }{1mW } \right ) -30 \) |
\( P_{(dBW)}\) to \(P_{(mW)}\) \(P_{(mW) } = P_{(W)}.1000\) \( P_{(W) } = 1W \cdot 10^{\left ( \frac{P_{(dBW) }}{10} \right )} .1000\) |
| Where: |
| \(P_{(W)}\) = Power in watt |
| \(P_{(mW)}\)= Power in milliwatt |
| \(P_{(dBW)}\) = Power in decibel-watt |
| \(P_{(dBm)}\) = Power in decibel-milliwatt |