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Spontaneous emission of a two-level atom with an arbitrarily polarized electric dipole in front of a flat dielectric surface

机译:具有任意极化的两能级原子的自发发射   电介质表面前面的电偶极子

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摘要

We investigate spontaneous emission of a two-level atom with an arbitrarilypolarized electric dipole in front of a flat dielectric surface. We treat thegeneral case where the atomic dipole matrix element is a complex vector, thatis, the atomic dipole can rotate with time in space. We calculate the rates ofspontaneous emission into evanescent and radiation modes and study the angulardensities of the rates in the space of wave vectors for the field modes. Weshow that, when the ellipticity of the atomic dipole is not zero, the angulardensity of the spontaneous emission rate of the atom may have different valuesfor modes with opposite in-plane wave vectors. We find that this asymmetry ofthe angular density of the spontaneous emission rate under central inversion inthe space of in-plane wave vectors is a result of spin-orbit coupling of lightand occurs when the ellipticity vector of the atomic dipole polarizationoverlaps with the ellipticity vector of the field mode polarization. Due to thefast decay of the field in the evanescent modes, the difference between therates of spontaneous emission into evanescent modes with opposite in-plane wavevectors decreases monotonically with increasing distance from the atom to theinterface. Due to the oscillatory behavior of the interference between theemitted and reflected fields, the difference between the rates of spontaneousemission into radiation modes with opposite in-plane wave vectors oscillateswith increasing distance from the atom to the interface. This difference can bepositive or negative, depending on the atom-interface distance, and is zero forthe zero distance.
机译:我们研究了在平坦电介质表面前具有任意极化的电偶极子的两能级原子的自发发射。我们处理原子偶极子矩阵元素是复矢量的一般情况,也就是说,原子偶极子可以在空间中随时间旋转。我们计算了into逝和辐射模式下自发发射的速率,并研究了场模式下波矢量空间中速率的角密度。我们表明,当原子偶极子的椭圆率不为零时,对于具有相反面内波矢量的模式,原子的自发发射速率的角密度可能具有不同的值。我们发现,平面内波矢量空间内中心反演下自发发射速率角密度的这种不对称性是光的自旋轨道耦合的结果,当原子偶极极化的椭圆率矢量与光子的椭圆率矢量重叠时会发生这种情况。场模式极化。由于场在in逝模式下快速衰减,自发发射到具有相反的面内波矢的e逝模式的速率之间的差随着从原子到界面的距离增加而单调减小。由于发射场和反射场之间的干涉的振荡行为,随着从原子到界面的距离增加,自发发射到具有相反的面内波矢量的辐射模式的速率之间的差异会振荡。取决于原子界面距离,该差异可以为正,也可以为负,零距离为零。

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