论文标题
一个用于调查试验性波水动力学中铃铛相关性的平台
A platform for investigating Bell correlations in pilot-wave hydrodynamics
论文作者
论文摘要
自2005年发现以来，流体动力学效率波系统提供了波浪粒子二元性和随之而来的量子效应列表列表的混凝土宏观实现。关于该系统是否可能支持违反贝尔不平等的统计状态，因此自然出现了这个问题，因此产生了量子纠缠的经典类似物。我们在这里介绍了一个新的平台来解决此问题，这是一个在流体动力学波动系统中耦合两分隧道的数值模型。我们证明，在某些条件下，由于两个子系统之间的波介导的耦合引起的相关性，在静态铃铛测试中违反了铃铛不平等。建立具有两个空间分离的经典粒子的不可分割的状态，引入了新型形式的量子启发的经典计算的可能性。
Since its discovery in 2005, the hydrodynamic pilot-wave system has provided a concrete macroscopic realization of wave-particle duality and concomitant classical analogs of a growing list of quantum effects. The question naturally arises as to whether this system might support statistical states that violate Bell's inequality, and so yield a classical analog of quantum entanglement. We here introduce a new platform for addressing this question, a numerical model of coupled bipartite tunneling in the hydrodynamic pilot-wave system. We demonstrate that, under certain conditions, the Bell inequality is violated in a static Bell test owing to correlations induced by the wave-mediated coupling between the two subsystems. The establishment of non-factorizable states with two spatially separated classical particles introduces the possibility of novel forms of quantum-inspired classical computing.
