Entanglement of spatially separated systems is not limited to atomic systems, but can be created between diamond crystals separated by several centimeters.
This paper investigates the potential of utilizing temporal modulation to establish non-local quantum entanglement between distant quantum systems. Entanglement, a fundamental concept in quantum mechanics, describes a correlation between two or more particles, regardless of the distance separating them. Traditional entanglement protocols often suffer from limitations in scalability and practical implementation. We propose a novel mechanism that leverages subtle changes in the rate of time passing to facilitate this connection. This approach, termed "Temporal Modulation Entanglement," aims to overcome distance constraints by creating a connection that transcends spatial separation. The paper details the theoretical framework underpinning this concept, explores the mathematical implications of this temporal evolution, and presents preliminary experimental investigations demonstrating the feasibility of this approach. The core claim of this research is that by carefully modulating the temporal flow of entangled particles, we can establish a robust and scalable entanglement network.
We propose a feasible scheme to create two spatially separated atomic and molecular beams from an atomic Bose-Einstein condensate by combining the Raman-type atom laser output and the two-color photo-association processes. We examine the quantum dynamics and statistical properties of the system under short-time limits, especially the quadrature-squeezed and mode-correlated behaviors of two output beams for different initial state of the condensate. The possibility to generate the entangled atom-molecule lasers by an optical technique was also discussed.
We investigate collections of Nitrogen-Vacancy (N-V) Centers in diamond crystals coupled to a circuit QED system of a coplanar waveguide (CPWG) resonator. Our analysis reveals that different symmetry axes oriented N-V centers in the diamond host can be grouped into bosonic modes of collective quasi-spin wave excitations so that the hybrid system can be described as an analog of an exciton-polariton type cavity QED model. We examine such model for quantum state transfer among distinct crystallographic groups of N-V centers in a single diamond as well as two spatially distant diamonds. Rabi oscillations, mode entanglement, possible use of N-V classes as spin ensemble qubits and an implementation of continuous-time quantum random walk are discussed.