Alexandre Didier

Scalable chip-based 3D ion traps

Elena Jordan [1,2], Malte Brinkmann [1], Alexandre Didier [1], Erik Jansson [1], Martin Steinel [1], Nils Huntemann [1], Hu Shao [1], Hendrik Siebeneich [3], Christof Wunderlich [3], Michael Johanning [3,1,4,5], Tanja E. Mehlstäubler

Abstract

Ion traps are used for a wide range of applications from metrology to quantum simulations and quantum information processing. Microfabricated chip-based 3D ion traps are scalable to store many ions for the realization of a large number of qubits, provide deep trapping potentials compared to surface traps, and very good shielding from external electric fields. In this work, we give an overview of our recent developments on chip-based 3D ion traps. Different types of chip materials, the integration of electronic filter components on-chip and compact electrical connections in vacuum are discussed. Further, based on finite element method (FEM) simulations, we discuss how integrating micro-optics in 3D ion traps is possible without disturbing the trapped ions.

Guidelines for developing optical clocks with $10^{-18}$ fractional frequency uncertainty

Moustafa Abdel-Hafiz [1], Piotr Ablewski [2], Ali Al-Masoudi [1,3], Héctor Ã\udc81lvarez Martínez, Petr Balling [4], Geoffrey Barwood [5], Erik Benkler [1], Marcin Bober [2], Mateusz Borkowski [2], William Bowden [5,2], Roman CiuryÅ‚o, Hubert Cybulski [2], Alexandre Didier [1,4], Miroslav Doležal, Sören Dörscher, Stephan Falke [1], Rachel M. Godun [5], Ramiz Hamid [6], Ian R. Hill [5], Richard Hobson [5], Nils Huntemann [1], Yann Le Coq [7], Rodolphe Le Targat [7], Thomas Legero [1], Thomas Lindvall [8], Christian Lisdat [1,7], Jérôme Lodewyck, Helen S. Margolis [5,1], Tanja E. Mehlstäubler, Ekkehard Peik [1], Lennart Pelzer [1,9], Marco Pizzocaro [10], Benjamin Rauf [10], Antoine Rolland [5], Nils Scharnhorst [1,9], Marco Schioppo [5], Piet O. Schmidt [1,9], Roman Schwarz [1,6,11], ÇaÄŸrı Åženel, Nicolas Spethmann [1], Uwe Sterr [1], Christian Tamm [1], Jan W. Thomsen [12], Alvise Vianello [5,2,8], MichaÅ‚ Zawada

Abstract

There has been tremendous progress in the performance of optical frequency standards since the first proposals to carry out precision spectroscopy on trapped, single ions in the 1970s. The estimated fractional frequency uncertainty of today's leading optical standards is currently in the $10^{-18}$ range, approximately two orders of magnitude better than that of the best caesium primary frequency standards. This exceptional accuracy and stability is resulting in a growing number of research groups developing optical clocks. While good review papers covering the topic already exist, more practical guidelines are needed as a complement. The purpose of this document is therefore to provide technical guidance for researchers starting in the field of optical clocks. The target audience includes national metrology institutes (NMIs) wanting to set up optical clocks (or subsystems thereof) and PhD students and postdocs entering the field. Another potential audience is academic groups with experience in atomic physics and atom or ion trapping, but with less experience of time and frequency metrology and optical clock requirements. These guidelines have arisen from the scope of the EMPIR project "Optical clocks with $1 \times 10^{-18}$ uncertainty" (OC18). Therefore, the examples are from European laboratories even though similar work is carried out all over the world. The goal of OC18 was to push the development of optical clocks by improving each of the necessary subsystems: ultrastable lasers, neutral-atom and single-ion traps, and interrogation techniques. This document shares the knowledge acquired by the OC18 project consortium and gives practical guidance on each of these aspects.

Frequency stability of a wavelength meter and applications to laser frequency stabilization

Khaldoun Saleh [1], Jacques Millo [1], Alexandre Didier [1], Yann Kersalé, Clément Lacroûte

Abstract

Interferometric wavelength meters have attained frequency resolutions down to the MHz range. In particular, Fizeau interferometers, which have no moving parts, are becoming a popular tool for laser characterization and stabilization. In this article, we characterize such a wavelength meter using an ultra-stable laser in terms of relative frequency instability $σ_y(τ)$ and demonstrate that it can achieve a short-term instability $σ_y(1 s) \approx 2{\times}10^{-10}$ and a frequency drift of order $10$ MHz/day. We use this apparatus to demonstrate frequency control of a near-infrared laser, where a frequency instability below $3{\times}10^{-10}$ from 1 s to 2000 s is achieved. Such performance is for example adequate for ions trapping and atoms cooling experiments.