dBm to Milliwatt Table Calculator

August 31, 2026

dBm to Milliwatt Table Calculator

Convert RF power from dBm to milliwatts and watts, generate a custom step table, add antenna gain and cable loss, then check EIRP headroom and receiver margin.

1RF power presets
2Calculator inputs
Conducted transmitter power, measured RSSI, or any RF level referenced to 1 mW.
Distance between rows in the generated conversion table.
How far below and above the input dBm the table should run.
Antenna gain added to conducted power for EIRP.
Feedline, connector, splitter, or enclosure loss before the antenna.
Use the applicable local band and device limit for comparison.
Lowest receive level the target radio can decode at the chosen rate.
Measured or estimated channel noise at the receiver.
Free-space, wall, fade, body, and obstruction losses combined.
Decimal places used in results and generated rows.
Controls the main table power columns.
Milliwatts 100 mW from the entered dBm
Watts 0.10 W from the entered dBm
EIRP 22 dBm 158.49 mW after gain and loss
Link margin 8 dB above the stronger receive threshold
dBm formula10 ^ (20 / 10) = 100 mW
EIRP equation20 + 3 - 1 = 22 dBm
EIRP limit headroom14 dB below limit
Estimated received power-74 dBm
SNR versus noise floor21 dB
Table rows generated11 rows
This RF level is below the selected EIRP limit and leaves a usable receiver margin.
3Custom dBm conversion table
dBm mW W EIRP dBm Limit headroom Estimated RSSI Link margin
5 dBm3.160.00327 dBm29 dB-89 dBm-7 dB
The table applies the same antenna gain, cable loss, path loss, noise floor, and receiver sensitivity to every generated dBm row.
4Core dBm to mW anchors
dBm mW W Power ratio from 0 dBm
-30 dBm0.001 mW0.000001 W1/1000 of 1 mW
-20 dBm0.01 mW0.00001 W1/100 of 1 mW
-10 dBm0.1 mW0.0001 W1/10 of 1 mW
0 dBm1 mW0.001 Wreference
10 dBm10 mW0.01 W10x
20 dBm100 mW0.1 W100x
30 dBm1000 mW1 W1000x
40 dBm10000 mW10 W10000x
5EIRP and power ratio table
Change Power ratio Example from 20 dBm RF meaning
-10 dB0.1x10 mWone tenth of the power
-6 dB0.25x25.12 mWabout quarter power
-3 dB0.5x50.12 mWabout half power
+3 dB2x199.53 mWabout double power
+6 dB4x398.11 mWabout four times power
+10 dB10x1000 mWone watt from 20 dBm
6Receiver margin table
Link margin SNR clue Typical result Use case
< 0 dBbelow thresholdunreliable or no linkdebug only
0-9 dBthin marginlow rate or dropoutstemporary links
10-19 dBusable marginstable basic servicehome lab clients
20-29 dBstrong margingood rate headroommesh and bridges
30+ dBexcellent marginrobust link budgetfixed RF paths
7Common EIRP reference table
Scenario Common level Equivalent power Calculator note
Low-power sensor0 to 8 dBm1 to 6.31 mWshort range, battery friendly
LoRa end device14 to 22 dBm25 to 158 mWoften region and duty-cycle limited
Wi-Fi client12 to 18 dBm16 to 63 mWclient often weaker than AP
Wi-Fi AP radio17 to 23 dBm50 to 200 mWadd antenna gain for EIRP
Point-to-point radio23 to 30 dBm200 mW to 1 Wdirectional gain dominates EIRP
8Device power comparison grid
-95 dBmNoise floor

Quiet 20 MHz channel estimate for sensitivity checks.

-67 dBmWi-Fi voice target

Common planning target for stronger roaming clients.

0 dBmBLE beacon

1 mW reference output for close-area devices.

8 dBmZigbee router

6.31 mW class output for smart home mesh nodes.

14 dBmLoRa sensor

25.12 mW class endpoint before antenna gain.

20 dBmWi-Fi AP

100 mW conducted power before antenna and loss.

30 dBm1 W radio

Common shorthand for one watt RF output.

36 dBm4 W EIRP

High EIRP comparison point for some Wi-Fi limits.

9RF table tips
Use dB arithmetic before converting. Add antenna gain and subtract cable loss while values are in dBm or dB. Convert to milliwatts after the EIRP equation is finished.
Keep receive thresholds realistic. A link that clears sensitivity but sits near the noise floor can still be unstable. Compare received power against both sensitivity and noise plus SNR headroom.

A dB is a unit of ratio. It is not absolute power or measure of anything else. It is just a unit for comparing strength of one signal against another, or how loud a sound is compared to another sound.

If you add an ‘m’ at the end (dBm), then you’re anchoring this ratio to a known baseline; a milliwatt of power. Adding that tiny letter shifts from a comparison to a concrete measurement of energy. It’s the distinction between saying something is twice as bright versus saying how many lumens a bulb gives off.

How Decibels and Signal Strength Work

A dBm is hard for most folks because numbers are arbitrary until you get the scale. Once you know what’s going on with your devices, plugging their specs into the calculator above takes care of the math for you, no need to puzzle through conversions and coefficients.

It’s unintuitive, but also pretty simple at its core: decibel measurements use logs (hence the name), so that ten dB always increases or decreases power by a factor of ten. So if you have 10mW (milliwatts) and add ten dB, you get ten times as much. Subtract ten and you gets a tenth of your original. That log property lets you string gains and losses together simply by adding and subtracting decibels. Adding cable loss and antenna gain doesn’t require a complicated spreadsheet; just add the dBs.

Understanding what’s being measured at each point is realy the trick here. Where most newbies stumble is figuring out their antenna gain. Higher rated antennas seem like they have more power. They don’t. That’s just focusing the power in one direction. When you remove the cap from your shower head, the water doesn’t flow harder, only tighter and farther.

You enter your antenna gain into the calculator and see what effect of that is on the EIRP. That’s the effective power that comes out of the antenna. That’s what regulators are concerned with. Too much and you might be interfering with something else or your neighbor. It’s spelled out nicely in the reference table on the page for the usual suspects.

The other thing with all RF links is that there’s a quiet thief: cable loss. A coaxial cable weakens the signal. The longer the run or the smaller the cable diameter, the greater the loss. Your transmitter may be super-strong, but if you’re feeding it into fifty-foot of bargain-basement cable, then most of that power will dissipate as heat before it ever makes it up to the antenna.

That’s why the calculator has a separate place for entering cable loss. It subtracts the cable loss from the transmitter power, then adds the antenna gain. If you don’t account for it, your link budget will be wildly optimistic. You’ll think you’ve got a strong signal, but what the receiver sees is nothing but noise.

The other side of this is receiver sensitivity. This is how weak of a signal a radio can decode correctly. Wireless standards today are amazingly sensitive. They can extract information from a signal 1000x weaker than the noise floor.

The catch: there isn’t one number for sensitivity. It varies with the data rate. To get faster data, you need a higher signal. But if you’re okay with slower speeds, then the radio can listen for whispers that are barely detectable. That’s the key tradeoff in designing networks.

The Link Margin represents how far your receive signal falls below the sensitivity threshold. It’s a measure of whether link is good (positive) or bad (negative). The bigger the margin, the stronger the link is even in bad weather or interference. That margin gets calculated by taking your EIRP minus path loss.

In other words, if the margin is thin, your link will drop out as you move your antenna just a bit off-course due to the wind. Thick margin means you could of some room to play with and handle changes to surroundings or expand later.

The lab tests aren’t the same as what happens in the real world. The signal gets absorbed by walls, blocked by trees, even absorbed by human bodies walking through area in front of the antenna. Those are difficult things to accurately measure.

This is why there is a “path loss estimate” field in the calculator. Input your best guess there, how far away is it? What is it going between? Be conservative. Users who overestimate performance will be frustrated. Users who underestimate performance simply purchase an antenna that’s slightly more capable than required.

It takes a bit of getting used to that change is from linear watts to log DBM but that’s why engineers use it. It makes the algebraic system work out for really complicated systems. By adding and subtracting the dB values of components you can string dozens together. It reduces multiplication to addition.

And once you get that rhythm, the numbers begin to make sense. That’s where the milliwatt comes in. It’s just an anchor point that keeps all this math tethered to something real: amount of actual power on the wire. That’s what’s important too, not just the ratio. It bridges the gap between math and real world equipment on your desk.

dBm to Milliwatt Table Calculator

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