The achromatic chessboard, a new concept of phase shifter for Nulling Interferometry - I. theory
Daniel Rouan, Didier Pelat

TL;DR
This paper introduces a novel achromatic phase shifter design for nulling interferometry, enabling effective planet detection in mid-IR by achieving broad-range destructive interference with a simple, cell-based mirror system.
Contribution
It presents a new concept for an achromatic phase shifter using cellular mirrors arranged based on Pascal's triangle, offering a simple and efficient solution for broad-range nulling in interferometry.
Findings
Achieves nulling of 1e-6 over more than one octave.
Uses two 64x64 cell mirrors for effective phase shifting.
Demonstrates potential for space missions like Darwin.
Abstract
Direct detection of a planet around a star in the mid-IR, requires a nulling interferometer featuring an achromatic phase shift of pi on broad range. A new concept for designing such an achromatic phase shifter is presented here. The major interest of this solution is that it allows a simple design, with essentially one device per beam. The heart of the system consists in two cellular mirrors where each cell has a thickness introducing for the central wavelength, a phase shift of (2k+1)pi or of 2k pi on the fraction of the wave it reflects. Each mirror is put in one of the collimated beams of the interferometer. Because of the odd/even distribution, when recombining the two beams, a destructive interference is produced on axis for the central wavelength . If the distribution of cells thickness follows a rather simple law, based on the Pascal's triangle, then the nulling is also…
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