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Creation of entangled photons by two level atom trapped in one-dimensional nanocavity with weakly decaying resonance mode

机译:用截然衰减的共振模式捕获一维纳米空间的两个水平原子的缠结光子的创建

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The entangled photons components are found to be created in the lossless nanocavity with resonance mode. The smallness of F( 0≤F《g- coupling constant for electro-dipolar interaction)was revealed playing the crucial part in their production. It's known that ? determines limits(ω_c ±?)of photon frequency deflection from the mode frequency ω_c, when photon passes through empty cavity. When ?= 0 and ω_a=ω_c , the Hamiltonian is time-independent and has two eigenstates with eigenvalies(ω_a ± g). Each state is superposition of the upper and lower atomic states, taken with signs plus and minus respectively. These states are stationary and form a time-depended superposition. Matrix elements of the interaction Hamiltonian, taken between that superposition and atomic unperturbed states, contain two anti-phases components of entangled photons. Since ?= 0, their emission out of cavity is forbidden so they interfere, producing beatings of the resonance mode by sin(g·t). When 0<?《g those beatings become quasi-stationary, and with probability proportional to ?/4g they go out through the partly transparent mirror and disintegrate into two photons, each of them taking its own spectral place outside the cavity. This process is illustrated by 3D-plots in the(ω, t)-space.
机译:发现缠绕的光子组分以具有共振模式的无损纳米核心的创建。揭示了电偶极相互作用的F(0≤F“G-耦合常数的常数)揭示了它们生产中的关键部分。众所周知吗?当光子穿过空腔时,确定从模式频率ω_c的光子频率偏转的限制(ω_c±)。当?= 0和ω_a=ω_c时,Hamiltonian是时间无关的,并且具有两个具有特征值(ω_a±g)的特征符。每个状态都是上下原子状态的叠加,分别用符号加和减号拍摄。这些国家是静止的,形成时间依赖的叠加。相互作用汉密尔顿人的矩阵元素,在该叠加和原子不受干扰的状态之间含有两种缠结光子的反相组件。由于?= 0,禁止它们的排放,因此它们干扰,通过SIN(G·T)产生共振模式的跳动。当0 <“g那些跳动变成准静止,并且概率与Δ/ 4g成比例,它们通过部分透明的镜子脱落并崩解成两个光子,每个光子中的每一个在腔外占据其自身的光谱位置。该过程由(ω,t) - 空间中的3D图来说明。

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