Abstract

AbstractOngoing fascination with quantum mechanics keeps driving the development of the wide field of quantum optics, including its neutron optics branch. Application of neutron-optical methods and, in particular, neutron interferometry and polarimetry has a long-standing tradition for experimental investigations of fundamental quantum phenomena. We give an overview of related experimental efforts made in recent years.

Highlights

  • Since the early days of quantum mechanics, the peculiarities of this theory have fascinated and upset physicists, but have become an issue of popular science

  • The second part of the split guide at PF2 is used to feed the aforementioned turbine, which generates ultra-cold neutrons (UCN) by Doppler-shifting the energy of the incident very cold neutrons (VCN) spectrum: The turbine contains a rotating wheel on the outer frame of which curved Ni-mirrors are mounted such that they move slower than the VCN

  • Concluding remarks and outlook In this paper, we have presented a survey of neutron-optical experiments investigating quantummechanical phenomena of a fundamental nature

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Summary

Introduction

Since the early days of quantum mechanics, the peculiarities of this theory have fascinated and upset physicists, but have become an issue of popular science. A beam of neutrons—massive particles—is split by amplitude division, and superposed coherently after passing through different regions of space During this space-like separation of typically a few centimeters, the neutron wavefunction can be modified in phase and amplitude in various ways. Elaborate geometries have been used: For instance, the skew-symmetric IFM in Fig. 2 (left and center) has a split second plate to provide more space for samples or neutron-optical devices to be inserted in one of the paths. After passing the mirrors (termed BS 2 and BS 2 in Fig. 2 (center)), the state leaving the IFM at the third plate in directions parallel to the incident beam—the so-called 0-beam—is denoted as | 0 = trr | i + ei χ rr t| i Stationary and/or time-dependent magnetic fields can be utilized for arbitrary spin rotations

Neutrons in a static magnetic field
Historical experiments
Gravity-induced phases
Spin superposition
Double-resonance IFM experiment
Some recent neutron experiments on geometric phases
Geometric phase in coupled interferometer loops
Off-diagonal geometric phase
Geometric phase in an entangled system
Robustness of the Berry phase
Non-commutation of Pauli spin-operators in neutron polarimetry
Holographic-grating neutron interferometry
Findings
Suppressed decoherence in neutron interferometry
Full Text
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