M. Stadler

A phonon laser in the quantum regime

T. Behrle [1], T. L. Nguyen, F. Reiter [1,2], D. Baur [1], B. de Neeve [1], M. Stadler [1], M. Marinelli [1], F. Lancellotti [1], S. F. Yelin [2], J. P. Home [1,3]

Abstract

We demonstrate a trapped-ion system with two competing dissipation channels, implemented independently on two ion species co-trapped in a Paul trap. By controlling coherent spin-oscillator couplings and optical pumping rates we explore the phase diagram of this system, which exhibits a regime analogous to that of a (phonon) laser but operates close to the quantum ground state with an average phonon number of $\bar{n}<10$. We demonstrate phase locking of the oscillator to an additional resonant drive, and also observe the phase diffusion of the resulting state under dissipation by reconstructing the quantum state from a measurement of the characteristic function.

Trapping and Ground-State Cooling of a Single H$_2^+$

N. Schwegler [1], D. Holzapfel [1], M. Stadler [1], A. Mitjans [1], I. Sergachev [1], J. P. Home [1], D. Kienzler [1]

Abstract

We demonstrate co-trapping and sideband cooling of a H$_2^+$ - $^9$Be$^+$ ion pair in a cryogenic Paul trap. We study the chemical lifetime of H$_2^+$ and its dependence on the apparatus temperature, achieving lifetimes of up to $11^{+6}_{-3}$ h at 10 K. We demonstrate cooling of two of the modes of translational motion to an average phonon number of 0.07(1) and 0.05(1), corresponding to a temperature of 22(1) $μ$K and 55(3) $μ$K respectively. Our results provide a basis for quantum logic spectroscopy experiments of H$_2^+$, as well as other light ions such as HD$^+$, H$_3^+$, and He$^+$.

Generation of a maximally entangled state using collective optical pumping

M. Malinowski [1], C. Zhang [1], V. Negnevitsky [1], I. Rojkov [1], F. Reiter [1], T. -L. Nguyen [1], M. Stadler [1], D. Kienzler [1], K. K. Mehta [1], J. P. Home [1,2]

Abstract

We propose and implement a novel scheme for dissipatively pumping two qubits into a singlet Bell state. The method relies on a process of collective optical pumping to an excited level, to which all states apart from the singlet are coupled. We apply the method to deterministically entangle two trapped ${}^{40}\text{Ca}^+$ ions with a fidelity of $93(1)\%$. We theoretically analyze the performance and error susceptibility of the scheme and find it to be insensitive to a large class of experimentally relevant noise sources.