Insertion Loss Calculator

Calculate signal attenuation in dB and the percentage of input power transmitted or lost.

Signal Loss Calculator
Compare input and output power levels measured in dBm.

About Insertion Loss

Insertion loss measures how much signal power is reduced when a device, cable, connector, filter, or other component is inserted into a transmission path. When both measurements are expressed in dBm, insertion loss is simply input power minus output power. A positive result means the component attenuates the signal. For example, an input of 20 dBm and output of 15 dBm gives 5 dB of insertion loss. Decibels use a logarithmic scale, so a dB difference is not the same as a linear percentage. The transmitted power ratio is ten raised to the negative insertion loss divided by ten. Multiplying that ratio by 100 gives the percentage of power reaching the output. The remainder is the percentage lost. A 3 dB loss transmits about 50.12 percent of input power, while a 10 dB loss transmits 10 percent. A 20 dB loss transmits only 1 percent. RF engineers use insertion loss to characterize coaxial cables, antennas, splitters, switches, attenuators, connectors, and filters. Audio, optical, and general electronics systems use the same concept whenever a component changes signal level. Measurements should use matched source and load impedances and should be made at the same frequency, bandwidth, and reference planes. Reflections caused by impedance mismatch can contribute to measured insertion loss even if the component itself dissipates little energy. The calculator accepts negative dBm levels because dBm is an absolute logarithmic power unit referenced to one milliwatt. Negative dBm does not mean negative physical power; it means power below one milliwatt. Since insertion loss depends on the difference between levels, 0 dBm to negative 3 dBm has the same loss as 20 dBm to 17 dBm. Output should normally be no greater than input for a passive device. An active amplifier can produce a negative insertion-loss value, more commonly reported as gain, and is outside this calculator's passive-loss validation. Use calibrated measurements and account for test cables or adapters when accuracy matters. Frequency-dependent devices should be evaluated across their operating band rather than at one point. The calculated lost percentage describes missing output power relative to input; it does not identify whether that power became heat, reflected toward the source, radiated away, or coupled into another port. Even with that limitation, insertion loss offers a concise and widely understood way to compare signal-path performance.

Examples

Power levelsLoss and transmission
20 dBm in, 15 dBm out5 dB loss; 31.6228% transmitted
0 dBm in, -3 dBm out3 dB loss; 50.1187% transmitted
-10 dBm in, -20 dBm out10 dB loss; 10% transmitted

How to Use This Calculator

  1. Enter the measured or specified input power in dBm.
  2. Enter the output power in dBm at the same frequency and impedance.
  3. Select Calculate to find insertion loss and linear power percentages.
  4. Compare the result with the system's allowable loss budget.

Frequently Asked Questions

How is insertion loss calculated from dBm?

Subtract output dBm from input dBm. Because both levels use the same logarithmic reference, their difference is insertion loss in dB.

What percentage of power is lost at 3 dB?

A 3 dB loss transmits approximately 50.12 percent of input power. That means approximately 49.88 percent does not reach the measured output.

Can a dBm value be negative?

Yes. Negative dBm represents positive power below one milliwatt, not physically negative power.

Is insertion loss always caused by heat?

No. Missing output power may be dissipated, reflected, radiated, or routed to another port depending on the device and measurement setup.

Why does insertion loss vary with frequency?

Material loss, impedance, wavelength, and component response all change with frequency. A useful specification therefore states loss across the full operating band.