Optical & NIR Laser SETI Sensitivity

Photon-counting detection horizons for nanosecond optical and near-infrared laser pulses, across telescope apertures from LaserSETI's 7 cm wide-field cameras up to the proposed ESO 2040s 39 m dedicated SETI mode. The empirical complement to the radio calculator (Tool 23): same EIRP question, different physical window.

🔬 Photon-counting ⚠ Transmitter framing
Optical and NIR laser SETI is the empirical complement to radio SETI (Tool 23). Different physical window, different sensitivity profile: narrow beams, nanosecond pulses, sky-background-limited rather than receiver-noise-limited. NIROSETI began observing in 2016; Breakthrough Listen added APF spectroscopic laser searches in 2018; ELT and TMT come online late 2020s; ESO has proposed dedicated optical SETI for the 2040s (arXiv:2512.18903). Optical SETI can outperform radio at modest transmitter powers because optical photons carry ~10⁵× more energy than 1.4 GHz radio.
Instrument preset
Click an instrument to load its aperture and a representative detection floor.
Inputs
10¹⁶ W
100 ly
1 ns
1064 nm
12 m
3 photons
Headline · Detection horizon d_max at this configuration
computing…
Photons at the aperture
Photon energy E_γ
Photons emitted per pulse N_emit
Photon fluence at d (per m²)
Photons collected N_det
Detection & verdict
Detection threshold N_thr3 photons
SNR ratio N_det / N_thr
At current target distance
Detection horizon d_max
ω Cen reach (17,900 ly)?
Where the target and detection horizon sit on the distance axis
Log axis spans 1 ly to 10⁶ ly. Amber arrow above = target distance. Teal arrow below = detection horizon d_max at this configuration.
α Cen4.3 ly Tau Ceti12 ly M1325 kly galactic ⊙26 kly ω Cen16.4 kly Andromeda2.5 Mly 100 ly horizon
1 ly10³ ly10⁶ ly
computing…
Compare against radio SETI at the same EIRP and distance
computing…

What optical SETI looks for

Three classes of signal: (1) nanosecond optical/NIR laser pulses easily distinguishable from any natural astrophysical source — the original Schwartz & Townes (1961) proposal; (2) narrowband continuous-wave lasers visible as anomalously narrow spectral lines in stellar spectra — the APF Breakthrough Listen approach (Lipman et al. 2023); (3) all-sky transient surveys catching one-shot pulses with wide-field photon-counters (LaserSETI). All three exploit the same fact: lasers produce photon arrival statistics no natural process can replicate.

Why optical can beat radio at modest EIRP

A 1064 nm photon carries E_γ = hc/λ ≈ 1.87×10⁻¹⁹ J — about ~10⁵× more energy than a 1.4 GHz radio photon (~10⁻²⁴ J). For a fixed transmitter EIRP, an optical beam produces ~10⁵× fewer photons per second, but each photon is individually detectable. A 1 ns optical pulse can deliver thousands of photons to a 10 m aperture at 100 ly using an EIRP a million times lower than radio would require for the same SNR — because optical photon counting against zero background beats noise-temperature-limited radio sensitivity by enormous factors.

The narrow-beam tradeoff

Diffraction-limited optical beams are very narrow: a 10 m transmitter at 1 μm produces a beam ~10 μas wide, vs. ~arcminute for 1.4 GHz radio from the same aperture. High gain means high EIRP at low transmitter power — but it also means the transmitter must be aimed at us. The strategy that pays off: target as many stars as possible, and assume some fraction of the galactic civilisation set has chosen to aim at our solar system in the optical band.

Sky-background-limited regime

For nanosecond gates, even bright sky background (~10 photons/m²/s/Å in the visible) gives <<1 photon per pixel per gate — essentially zero. Detection thresholds can be set as low as ~3 photons (above zero background) rather than the noise-floor / radiometer-equation calculations that govern radio. This tool uses N_thr = 3 by default; bumping it to 5 or 10 simulates an RFI-hardened or false-alarm-suppressed detection regime.

NIR vs visible vs UV

Near-infrared (1–2.5 μm) penetrates galactic dust much better than visible light, extending useful detection distance across the Galactic plane and into the bulge. Visible (400–700 nm) is the original SETI band and is well-served by APF, VERITAS, and TMT. UV is effectively blocked by interstellar absorption beyond a few hundred parsecs — too short for galactic SETI. Most NIROSETI signal-search is in the 1.3–1.8 μm window, chosen specifically because it pierces dust toward the galactic centre and ω Centauri.

The ω Cen connection

Tools 23 (radio) and 32 (optical) together establish that, for the EIRP regimes a transcended civilisation might plausibly use, ω Centauri is well within reach of current instruments in at least one window. The non-detection of either radio or optical signals at ω Cen distance therefore puts a real constraint on the population of high-EIRP transmitters there. This tool quantifies the optical half of that constraint: move the EIRP slider until d_max ≈ 17,900 ly and read off the EIRP required for a positive detection at any given aperture.

Method & equations

Photon energy: E_γ = hc/λ with h = 6.626×10⁻³⁴ J·s, c = 3×10⁸ m/s. Photons per pulse from a transmitter of EIRP P over duration τ: N_emit = P·τ / E_γ. Photons per m² at distance d: Φ = N_emit / (4π d²). Photons collected by aperture D: N_det = Φ · π D²/4 = P·τ·D² / (16 E_γ d²). Inverting for the detection horizon at threshold N_thr: d_max = √(P·τ·D² / (16 E_γ N_thr)). The tool assumes background-limited regime (N_bg ≈ 0 over a ns gate), 100% quantum efficiency, perfect pointing, and ignores atmospheric extinction (~30% loss at zenith in visible, less in NIR). Real surveys typically lose another factor 2–10 to these effects.

Sources

Schwartz & Townes 1961 (Nature 190:205, original optical SETI proposal); Townes 1983 (PNAS 80:1147, infrared SETI); Howard et al. 2007 (Acta Astronautica, optical SETI overview); Maire et al. 2018 (PASP 130, NIROSETI commissioning); Lipman et al. 2023 (arXiv:2301.06971, APF laser pipeline); Garrett 2025 (arXiv:2512.18903, ESO Optical SETI 2040s).

Related tools

→ Radio SETI sensitivity (Tool 23) → Falsification hub → Drake Monte Carlo → BZ / Kardashev

v1.0 — 2026-05-26 · Code MIT · Prose CC BY 4.0 · Sources as above