henryzimmerman.net  ·  OGLE-LMC-CEP-1347  ·  2026
Loading OGLE-IV photometry · 187 epochs Fitting Fourier model · P1 = 0.690 d Computing orbital solution · Pilecki+ 2022 Initializing Baade-Wesselink integration
V-band mag --
Teff Cepheid -- K
R₁ Cepheid -- R☉
φorb orbital --
Porb = 58.85 d  ·  K₁ = 28.5 km s⁻¹ (Cepheid RV)  ·  K₂ = 51.56 km s⁻¹ (companion RV)  ·  Ppuls = 0.690 d
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Binary Cepheid · Large Magellanic Cloud

OGLE-LMC-CEP-1347


OGLE-LMC-CEP-1347 is a Cepheid variable in the Large Magellanic Cloud, roughly 165,000 light-years away, that by standard stellar evolution theory should not exist. The simulation above, built from OGLE-IV photometry spanning 2010–2016 (187 epochs) and spectroscopic radial velocities from Pilecki et al. (2022), shows the Cepheid (amber) and its companion (red) orbiting in 58.85 days, the tightest orbit known for any Cepheid (Pilecki et al. 2022).

Cepheids are used as the primary rung of the cosmic distance ladder: a Cepheid's pulsation period predicts its intrinsic luminosity, so measuring how bright it appears tells you how far away it is. What makes CEP-1347 exceptional is that it breaks the evolutionary model underpinning all of that. A star massive enough to become a Cepheid (3.41 M☉) should first swell into a red giant, expanding far enough to disrupt any 59-day orbit it might have been in. That CEP-1347 is still here, pulsating inside a compact binary, is the anomaly that makes it worth studying.

The leading explanation is a stellar merger: the Cepheid formed from the coalescence of two lower-mass stars in a former inner triple system, with the current companion as the surviving outer star. Its mass, compact orbit, mass ratio, and an inferred ~0.9 Gyr age discrepancy between the components all point in the same direction. A pending VLT spectroscopic proposal aims to test whether the Cepheid's photosphere retains a chemical fingerprint of that event through detailed abundance analysis.


System Parameters
Parameter Value
Cepheid mass M₁3.41 ± 0.08 M☉
Companion mass M₂1.89 ± 0.04 M☉
Orbital period Porb58.85 ± 0.08 d
1st-overtone period P10.690 d
2nd-overtone period P20.556 d
Cepheid mean radius R₁13.65 R☉
Companion radius R₂12.51 R☉
Orbital inclination i57°
Cepheid RV semi-amplitude K₁28.5 km s⁻¹
Companion RV semi-amplitude K₂51.56 km s⁻¹
Systemic velocity γ239.97 km s⁻¹
System V magnitude17.08 (OGLE-IV weighted mean)
Distance (LMC)~49.6 kpc (~165,000 ly)

Simulation Modes
Orbital
The two stars orbit their common barycenter over the 58.85-day period. The radial velocity curves below are plotted in real time, with 9 Pilecki+ 2022 spectroscopic measurements overplotted. The Cepheid's velocity includes both orbital and pulsation contributions; the model curves show the orbital component only.
Pulsation
Isolates the Cepheid's radial pulsation over one 16.6-hour cycle. The OGLE-IV V-band light curve (187 epochs, phase-folded) is shown alongside a Fourier model fit. Below it, a Baade-Wesselink radius curve is computed by analytically integrating the pulsation radial velocity, using the same technique used to measure Cepheid angular diameters via interferometry.
Real-Time ⚠
Both motions simultaneously, at their true physical frequency ratio: 85.3 pulsation cycles per orbit. The Cepheid completes roughly 85 pulsations for every time the two stars orbit each other. Rapid brightness changes are produced; see the photosensitivity warning above.

Physics Notes

The notes below are for readers who want to see the methodology. The simulation and prose above stand on their own.

Orbital positions are interpolated from a precomputed skeleton derived from the Pilecki+ 2022 double-lined solution. The Cepheid radius is computed analytically via Baade-Wesselink integration of a 2nd-order Fourier fit to the pulsation radial velocity residuals (R² = 0.927), using projection factor p = 1.27 (calibrated on fundamental-mode Cepheids; ~5–10% systematic for this first-overtone/second-overtone pulsator). The light curve and temperature color are derived from phase-folded OGLE-IV photometry. All physical parameters are from Espinoza-Arancibia & Pilecki (2025, ApJ 981 L35) and Pilecki et al. (2022, ApJ 940 L48).


Data & References