Signal Processing

Aggregate Interference

The total interference power received at a victim receiver from all contributing sources combined: co-channel transmitters, adjacent-channel emissions, intermodulation products, spurious from collocated equipment, and out-of-band leakage. Aggregate interference determines the actual signal-to-interference-plus-noise ratio (SINR) and is the key input to frequency coordination studies, guard band calculations, and dynamic spectrum sharing protocols like CBRS and DSA.
Category: Signal Processing
Key metric: I/N ratio (dB)
Analysis method: Monte Carlo simulation

Understanding Aggregate Interference

In isolated systems, interference analysis is straightforward: one transmitter, one victim, one path loss calculation. Modern spectrum environments are far more complex. A satellite earth station receiver may face interference from dozens of terrestrial 5G base stations, each individually compliant with emission limits but collectively raising the earth station's noise floor by several dB. This cumulative effect is aggregate interference.

The challenge is statistical. Each interferer has its own EIRP, activity factor (the fraction of time it transmits), location (which determines path loss), and antenna orientation (which determines how much energy points toward the victim). Since these parameters vary across the population, the aggregate is a random variable best characterized by its probability distribution. Regulatory bodies like the ITU-R and FCC require that aggregate interference stay below defined thresholds at the 95th or 99th percentile of this distribution.

Aggregate Interference Calculation
Single Interferer Received Power:
Prx,i = EIRPi − PL(di) − Lpol + Grxi)

Aggregate (linear sum):
Iagg = Σ Prx,i (in milliwatts, then convert to dBm)

I/N Criterion:
Iagg/N ≤ −6 dB (1 dB noise rise) for most ITU-R recommendations

SINR Degradation:
ΔSINR = −10 × log10(1 + Iagg/N)

Example: 10 interferers at −100 dBm each → Iagg = −90 dBm. If the noise floor is −95 dBm, I/N = +5 dB (noise floor raised by ~6 dB).

Interference Sources in Shared Spectrum

Source TypeMechanismTypical LevelMitigation
Co-channelSame frequency, same bandDominantGeographic separation, power control
Adjacent channelSpectral leakage from neighbor−30 to −50 dBcGuard bands, better filtering
IntermodulationNonlinear mixing of multiple signals−40 to −60 dBcLinear components, PIM control
Out-of-band spuriousHarmonics, clock leakage−60 to −80 dBcFiltering, shielding
Front-end overloadStrong nearby signal desensitizes RxVariableBandpass filtering, LNA bypass
Common Questions

Frequently Asked Questions

How do you calculate aggregate interference?

Sum the received power from every interfering source at the victim location. For each source, compute received power using EIRP, path loss, polarization loss, and victim antenna gain toward that source. Sum in linear (milliwatts), then convert back to dBm. Monte Carlo simulation is standard because interferer positions, powers, and activity factors are random variables. Evaluate at the 95th or 99th percentile per ITU-R recommendations.

Why is aggregate interference harder to manage than single-source interference?

A single interferer can be located and mitigated. Aggregate interference comes from many individually weak sources that are collectively significant. Ten sources at −100 dBm each produce −90 dBm aggregate. No single source dominates, so mitigation requires system-level approaches: frequency plan adjustments, population-wide power reduction, or accepting a higher noise floor.

What regulatory standards address aggregate interference?

ITU-R uses I/N criteria (typically −6 dB, meaning no more than 1 dB noise rise). FCC's CBRS framework (3.5 GHz) uses −80 dBm/10 MHz threshold at Navy radar receivers. ETSI EN 301 893 for 5 GHz DFS limits aggregate RLAN interference to below radar detection thresholds.

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