纠缠k介子及其退相干研究

Abas Syahbana, F. P. Zen, D. Dwiputra
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引用次数: 1

摘要

本文研究了系统中的纠缠k介子模型和退相干现象。利用Lindblad方程,得到了纠缠k介子系统与环境相互作用的动力学方程。我们发现系统的非厄米哈密顿量是完全正的,并且密度矩阵空间上的保迹映射(cpt -映射)不满足保迹性质。我们还发现密度矩阵的纯度可以小于1=d,不满足纯度的性质。从动力学方程中,确定了与系统退相干相关的参数,退相干参数λ和有效退相干参数ζ。利用标准最小二乘法,得到ζ = 0;13±0;865. 该结果与文献中使用有效方差法的结果一致,ζ = 0;13±+0 -0;;;我们证明ζ = 0;13±+0 -0;;16 15对应参考结果,λ = (1;84±+2 -2;;50 17)× 10-12 MeV。两个参数的值相对于ζ = 1或λ !都接近于零。1. 即系统与环境的交互作用对系统的影响不显著。因此,系统中与奇异度纠缠有关的量子特性得以保留。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study of Entangled K-meson and Its Decoherence
In this paper, entangled K-meson model and decoherence phenomenon in thesystem is studied. Using Lindblad equation, dynamical equation of entangled K-meson systemthat interacts with the environment is obtained. We find that non-Hermitian Hamiltonian ofthe system makes completely positive and trace-preserving map (CPT-map) on the space ofdensity matrix does not satisfy trace preserving properties. We also find that purity of densitymatrix can be less than 1=d which does not satisfy the property of purity. From the dynamicalequation, parameters related to the decoherence of the system, decoherence parameter (λ) andeffective decoherence parameter (ζ), are determined. Using Standard Least-Squares method,we obtain ζ = 0; 13±0; 865. This result is in accordance with references result that use effectivevariance method, ζ = 0; 13±+0 -0;;16 15. We show that ζ = 0; 13±+0 -0;;16 15 corresponds with referencesresult, λ = (1; 84±+2 -2;;50 17) × 10-12 MeV. The value of both parameters are close to zero relativeto ζ = 1 or λ ! 1. It means that the interaction between system and environment doesnot affect the system significantly. Therefore, quantum properties in the system related to theentanglement of the strangeness is preserved.
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