Hierarchical fringe tracking
Romain G. Petrov, Thami Elhalkouj, Abdelkarim Boskri, Jean-Pierre, Folcher, Stephane Lagarde, Yves Bresson, Zouhair Benkhaldoum, Mohamed Lazrek, and Suvendu Rakshit

TL;DR
This paper introduces a Hierarchical Fringe Tracking (HFT) method for optical interferometry that enhances sensitivity and efficiency, especially with many apertures, by using a novel spatial filtering device and hierarchical combination of telescopes.
Contribution
The paper proposes a new HFT concept with a broadband spatial filter device, demonstrating potential for significantly improved fringe tracking sensitivity in optical interferometry.
Findings
HFT achieves sensitivity comparable to two-aperture fringe trackers.
Numerical simulations show the broadband spatial filter's effectiveness and coupling efficiency.
Estimated magnitude gain of 2.5 to 3.5 in K-band for VLTI with HFT.
Abstract
The limiting magnitude is a key issue for optical interferometry. Pairwise fringe trackers based on the integrated optics concepts used for example in GRAVITY seem limited to about K=10.5 with the 8m Unit Telescopes of the VLTI, and there is a general "common sense" statement that the efficiency of fringe tracking, and hence the sensitivity of optical interferometry, must decrease as the number of apertures increases, at least in the near infrared where we are still limited by detector readout noise. Here we present a Hierarchical Fringe Tracking (HFT) concept with sensitivity at least equal to this of a two apertures fringe trackers. HFT is based of the combination of the apertures in pairs, then in pairs of pairs then in pairs of groups. The key HFT module is a device that behaves like a spatial filter for two telescopes (2TSF) and transmits all or most of the flux of a cophased pair…
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