Radio Technosignature Sensitivity Calculator

The radiometer equation made interactive. Pick a transmitter, a distance, and a telescope, and the tool tells you whether the signal is detectable. Use it to answer the symmetric Fermi question: could a civilisation around Omega Centauri hear us?

🔬 Radiometer eq ⚠ Transmitter assumptions
What this computes — and what it doesn't. The "minimum detectable EIRP" headline is the bare-radiometer theoretical floor: the matched-filter SNR threshold under ideal conditions. Real published Breakthrough Listen limits sit ~10–1000× above this floor to account for RFI rejection penalties, Doppler-drift searches, single-pass dwell times, and confirmation requirements. As a calibration anchor: at MeerKAT-class defaults (A_eff = 6,300 m², T_sys = 20 K, τ = 1 hr, 1 Hz channel, 0.3 AU) this tool returns EIRP_min ≈ 0.3 mW, while the actual December 2025 MeerKAT 3I/ATLAS limit was 0.17 W. The bandwidth, distance, and aperture scalings here are correct; treat the absolute values as "best case, no penalties." Compare relative numbers rather than absolute.
Inputs
10¹³ W
17,000 ly
6,300 m²
20 K
1 hour
1 Hz
Headline · Minimum detectable EIRP at this distance, telescope, and integration
computing…
Signal at the receiver
Distance (metres)
Received flux density
Sensitivity (S_min, W/m²)
Sensitivity per Hz
SNR & detection
Signal-to-noise ratio (SNR)
Detection thresholdSNR ≥ 10
Detected?
Margin vs. detection
Where this transmitter and this minimum sit on the EIRP axis
Log axis spans 10⁰ to 10³⁰ W — 30 decades. Amber arrow above = your transmitter EIRP. Teal arrow below = minimum EIRP detectable at this distance / telescope.
10⁰1 W 10⁶·⁷TV broadcaster 10¹⁰large radar 10¹³·³Arecibo pulse 10¹⁷Earth's bolometric solar absorption 10²⁰1 ppm L_☉ 10²⁵1% K-II Dyson 10²⁶·⁶solar L_☉ 10³⁰K-III 10¹³ W min
10⁰10¹⁵10³⁰
Could a civilisation around Omega Centauri hear us?
computing…

The radiometer equation

For a steady signal of bandwidth B_sig observed by a receiver with effective area A_eff, system temperature T_sys, and integration time τ, the minimum detectable flux density (in W/m²/Hz) at signal-to-noise ratio SNR is

S_min(per Hz) = SNR · k_B · T_sys / A_eff · √(B_obs / (n_pol · τ))

where k_B is Boltzmann's constant, n_pol = 2 polarisations, and B_obs is the matched filter bandwidth (≈ B_sig for a narrowband signal). Integrating this across the signal bandwidth and multiplying by the area of a sphere at distance d gives the minimum EIRP:

EIRP_min = S_min(per Hz) · B_sig · 4π d²

The leverage is in the √τ — every quadrupling of integration time gives you 2× sensitivity. Aperture A_eff and T_sys are linear, so the gain from going from MeerKAT to SKA-1 (~50× A_eff) is much larger than the gain from staring for a week instead of an hour.

The 0.1 W benchmark

In December 2025, Breakthrough Listen used MeerKAT to observe the interstellar object 3I/ATLAS less than 24 hours before its closest approach to Earth. They reported a 0.17 W EIRP detection limit — the most sensitive radio-technosignature search ever performed, capable of detecting a transmitter as weak as a typical mobile phone handset at that distance. The published result is the calibration check for this tool: plug in MeerKAT's effective area (~6,300 m²), T_sys (~20 K), a 1 Hz channel, 1 hour integration, and the actual 3I/ATLAS distance (~0.3 AU at closest approach), and you should recover an EIRP_min in the 0.1–0.2 W range.

The Omega Centauri scaling

Now move the distance slider to OC's 17,000 light-year preset. The 4π d² term increases by roughly 18–20 orders of magnitude relative to nearby SETI targets. The minimum detectable EIRP for typical parameters is ~10¹³–10¹⁵ W — meaning a civilisation around OC could only be detected if it were emitting well above Earth's radio leakage levels in narrowband at the right frequency for the right amount of time. Earth's commercial radio leakage (~10⁷ W EIRP at best) is utterly undetectable at OC distance. This is the symmetry argument: our radio silence at OC's distance does not constrain Earth-equivalent civilisations there, only civilisations broadcasting at K-I levels or above.

What this tool does not include

Interstellar medium dispersion / scattering (NE2001 model), RFI rejection, beam-pattern losses, source acquisition / pointing errors, frequency drift compensation, and the doppler-search penalty for civ-modulated signals. Real Breakthrough Listen sensitivities include a 10× factor over the bare radiometer equation to account for these effects. The headline figure here is the theoretical floor — actual surveys do somewhat worse.

OCS connection

The MTH says civilisations stop emitting in the radio because they're compressed into ergospheres (see Tool 4 and Tool 1). This tool quantifies the prior question — could we have heard them if they were still emitting? The answer for OC at typical "leakage" power levels is no, which means radio silence at OC is consistent with both "they're all gone / never were" (Fermi) and "they're there but not emitting at K-II" (MTH or simply civilisational reticence). The two hypotheses are observationally degenerate at OC distance unless we get to SKA-2 sensitivity or better — which the slider lets you check.

Classroom uses

HS: "could Voyager's 23 W radio be detected from Alpha Centauri?" (answer: with Arecibo or larger, yes, in narrowband, with a 1-hour stare). Undergrad: derive the radiometer equation by combining the antenna gain, system noise, and SNR threshold; reproduce the Breakthrough Listen MeerKAT 3I/ATLAS limit. Project seed: compare the EIRP sensitivity floor of every major SETI survey from Ozma (1960) to SKA-2 (~2030s) as a single time series.

Real-world reference numbers (as of May 2026)

📡 Project Ozma to Breakthrough Listen

The first SETI experiment was Frank Drake's Project Ozma (1960), pointing the Green Bank 26-m at Tau Ceti and Epsilon Eridani for 200 hours total. Modern: Breakthrough Listen (2015–present, ~$100M Yuri Milner endowment) is the largest SETI effort to date — surveying ~1 million nearby stars + ~100 nearby galaxies + the galactic plane using GBT, Parkes, MeerKAT, and ATA. SKA-Mid (first light expected ~2028) will offer ~100× the sensitivity of current arrays for narrowband searches.

🛸 Notable false alarms and candidates

Wow! Signal 1977: 72-second narrowband signal at 1420.4 MHz from Big Ear; never recurred despite repeated re-observations. BLC1 (Breakthrough Listen Candidate 1, 2020): 982.002 MHz signal from Proxima Centauri direction; subsequently identified as terrestrial RFI. Boyajian's Star / KIC 8462852 ("Tabby's Star", 2015–present): irregular dimming events initially proposed as Dyson-sphere construction; consensus explanation is uneven dust clumps. The all-time absence of confirmed signals over ~60 years of intermittent searches is the "Great Silence" data point that feeds the Fermi paradox.

🎯 EIRP horizon for detection

For a narrowband (~1 Hz) signal from distance d, the minimum detectable EIRP (effective isotropically radiated power) scales as d². Anchors: Arecibo 1974 message at 25 ly (M13): 10¹³ W EIRP. Earth's strongest radars (military planetary radar, ballistic missile defence): ~10¹³ W EIRP. Kardashev Type II beacon: 10²⁶ W could be detected across the entire Milky Way with current technology. The 2025 Garrett et al. analysis (A&ARv 33:5) summarises current Breakthrough-Listen sensitivity limits as a function of distance and EIRP.

v1.0 — 2026-05-16 · Code MIT · Prose CC BY 4.0 · Dicke 1946; Breakthrough Listen 3I/ATLAS Dec 2025; Garrett et al. 2023 (AJ 166:241); Wright 2018 review

Related proposals: Radio Technosignature Survey →