A Model of Violation and Superviolation of Bell’s Inequality in Local Quantum Mechanics

A model for violation and even superviolation of the Bell’s in-equalities in coincidence experiments with photons in local quantum mechanics is presented. The model is based on assumption that time retardation or losses in an analyzer depend on angle between linear polarization of an incident photon and the analyzer’s axis. Entangled states of separated particles, introduced by [1] and [2] make quantum mechanics nonlocal. This nonlocality is manifested by violation of Bell’s inequalities certified in many experiments where correlation of parti-cle’s polarizations in coincidence experiments were measured. However below it will be shown that violation of the Bell’s inequality in coincidence experi-ments can be obtained even in the local quantum mechanics. Let’s consider an experiment, which scheme is shown in fig.1. The source Figure 1: Scheme of the experiment on coincident measurement of a corre-lation of polarizations of two photons radiated by the source S. The source radiates two photons with parallel polarizations c which has a uniform an-gular distribution around direction of the photons flight paths. Polarizing beam splitters with axes a and b transmit photons along one of two channels toward the detectors D±1,2. 1 a