-10 dBm in watts (50Ω) = 100 µW
Worked conversion for -10 dBm into linear power and the equivalent RF voltage at a 50Ω impedance.
-10 dBm equals 100 µW -40 dBW · 70.7 mV RMS @ 50Ω
| Power level | -10 dBm |
| dBW (= dBm − 30) | -40 dBW |
| Power in milliwatts | 0.1000 mW |
| Power in watts | 0.0001000 W |
| Vrms @ 50Ω (sine) | 70.7 mV |
| Vpp @ 50Ω (sine) | 200 mV |
dBm is power referenced to 1 mW, so 0 dBm = 1 mW. Every +3 dB ≈ ×2 power and +10 dB = ×10 power. The voltage figures assume a sine wave dissipating this average power into a purely resistive 50Ω load.
Other levels or a different impedance? Convert any dBm / dBW / W / mW value in the interactive tool:
Open the dBm ↔ Watt Converter →Disclaimer: The Vrms / Vpp figures assume a single sine wave into a purely resistive 50Ω load. Real signals (modulated, multi-tone, reactive loads) will differ — use this as a reference estimate.