Abstract

Using the deterministic, on-demand generation of two entangled phonons, we demonstrate a quantum eraser protocol in a phononic interferometer where the which-path information can be heralded during the interference process. Omitting the heralding step yields a clear interference pattern in the interfering half-quanta pathways; including the heralding step suppresses this pattern. If we erase the heralded information after the interference has been measured, the interference pattern is recovered, thereby implementing a delayed-choice quantum erasure. The test is implemented using a closed surface-acoustic-wave communication channel into which one superconducting qubit can emit itinerant phonons that the same or a second qubit can later re-capture. If the first qubit releases only half of a phonon, the system follows a superposition of paths during the phonon propagation: either an itinerant phonon is in the channel, or the first qubit remains in its excited state. These two paths are made to constructively or destructively interfere by changing the relative phase of the two intermediate states, resulting in a phase-dependent modulation of the first qubit's final state, following interaction with the half-phonon. A heralding mechanism is added to this construct, entangling a heralding phonon with the signalling phonon. The first qubit emits a phonon herald conditioned on the qubit being in its excited state, with no signaling phonon, and the second qubit catches this heralding phonon, storing which-path information which can either be read out, destroying the signaling phonon's self-interference, or erased.

Highlights

  • Quantum mechanics famously uses dual descriptions for quantum objects, representing these as waves or as particles depending on the situation

  • For a quantum object passing through a two-path interferometer, an interference pattern is expected, but detecting which path the quantum follows changes this to a noninterfering particlelike description

  • A quantum eraser scheme, as proposed by Scully and Drühl [4], investigates whether it is possible to undo the act of determining which path the quantum followed: is it possible to recover an interference pattern that was suppressed by acquisition of which-path information by “erasing” that information? This can be investigated using a three-step process: (1) observing an interference pattern in a two-path interferometer, (2) acquiring which-path information and observing the corresponding

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Summary

INTRODUCTION

Quantum mechanics famously uses dual descriptions for quantum objects, representing these as waves or as particles depending on the situation. [2,3]) and their experimental realizations have tested the validity and domain of application of these orthogonal representations These have led to the currently accepted understanding that the wave or particle nature of a quantum remains undetermined until a measurement occurs. Among these experiments, a quantum eraser scheme, as proposed by Scully and Drühl [4], investigates whether it is possible to undo the act of determining which path the quantum followed: is it possible to recover an interference pattern that was suppressed by acquisition of which-path information by “erasing” that information? The slow propagation of this “herald” phonon is exploited to delay the which-path information detection after detection of the result of the interferometric process, allowing for a delayedchoice quantum erasure

PROPOSAL FOR QUANTUM ERASURE VIA PHONONS
WHICH-PATH HERALD
Findings
QUANTUM ERASURE IMPLEMENTATION
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