Semi-classical gravity phenomenology under the causal-conditional
quantum measurement prescription
- URL: http://arxiv.org/abs/2207.05966v2
- Date: Tue, 26 Jul 2022 05:17:52 GMT
- Title: Semi-classical gravity phenomenology under the causal-conditional
quantum measurement prescription
- Authors: Yubao Liu and Haixing Miao and Yanbei Chen and Yiqiu Ma
- Abstract summary: We study experimentally measurable signatures of SN theory under the causal-conditional prescription in an optomechanical system.
We find that quantum measurement can induce a classical correlation between two different optical fields via classical gravity.
- Score: 9.842140146649346
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: The semi-classical gravity sourced by the quantum expectation value of the
matter's energy-momentum tensor will change the evolution of the quantum state
of matter. This effect can be described by the Schroedinger-Newton (SN)
equation, where the semi-classical gravity contributes a gravitational
potential term depending on the matter quantum state. This state-dependent
potential introduces the complexity of the quantum state evolution and
measurement in SN theory, which is different for different quantum measurement
prescriptions. Previous theoretical investigations on the SN-theory
phenomenology in the optomechanical experimental platform were carried out
under the so-called post/pre-selection prescription. This work will focus on
the phenomenology of SN theory under the causal-conditional prescription, which
fits the standard intuition on the continuous quantum measurement process.
Under the causal-conditional prescription, the quantum state of the test mass
mirrors is conditionally and continuously prepared by the projection of the
outgoing light field in the optomechanical system. Therefore a gravitational
potential depends on the quantum trajectory is created and further affects the
system evolution. In this work, we will systematically study various
experimentally measurable signatures of SN theory under the causal-conditional
prescription in an optomechanical system, for both the self-gravity and the
mutual gravity scenarios. Comparisons between the SN phenomenology under three
different prescriptions will also be carefully made. Moreover, we find that
quantum measurement can induce a classical correlation between two different
optical fields via classical gravity, which is difficult to be distinguished
from the quantum correlation of light fields mediated by quantum gravity.
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