# dBW, dBm, watt, milliwatt conversions

### Input

 Select Parameter milliwattwattdBmdBW

### Output

dBW dBm watt milliwatt
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## RF Power Conversion Formula Table:

 $$P_{(W)}$$ 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

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