|
|
VK3KHB
|
||||||||||
| .
|
.
|
| What is dBm? A logarithmic ratio of power levels with a base reference set to 1mW = 0 dBm. With a known impedance value you can convert any voltage V to dBm and vice versa. The calculator / chart lets you find out only Z, L or V and once known W can also be given. Remember to clear the inputs to get correct figures. |
|
Power to dB and dB to Power:
(P1 = ref compare / P0 = ref base) Transposed Step 1 (divide b.s. by 10) Step 2 (Anti-log) Step 3 for P1 (multi b.s. by P0) - or - 3 for P0 (divide b.s. by P1) - or - 3b for P0 (invert b.s.) |
dB = 10 log (P1 / P0)
dB/10 = log (P1 / P0) Alog(dB/10) = (P1 / P0) P0* (Alog(dB/10)) = P1 (Alog(dB/10)) / P1= 1 / P0 1 / (Alog(db/10) / P1) = P0 |
| Loss
of Power e.g. -3.01 = 10 log (5 /10) -0.301= log (5/10) Alog(-0.301) = (5/10) 10 * (0.5) = 5 Alog(-0.301) / 5 = 1/10 1 / Alog(-0.301)/5) = 10 |
Gain of Power e.g. +3.01 = 10 log (10/5) 0.301 = log (10/5) Alog(0.301) = (10/5) 5 * 1.9998 = 10 Alog(0.301) /10 = 1/5 1 / (Alog(0.301) /10) = 5 |
"vk3khb.gak.net.au/atv/vdbmcalc.html" was last updated on 2010FebFri26_10:08 UTC
Viewed on 2010MarWed10_06:43 UTC : by 38.107.191.109 visitor #63 - 29 since 2008_July_1
Logger_20100304 processed page in 0.026268 seconds (served)
via
(C) vk3khb.gak.net.au 1997 - 2010 all rights reserved