论文标题
爱因斯坦 - 迪拉克孤子的光学几何形状中的fermion自我捕获
Fermion self-trapping in the optical geometry of Einstein-Dirac solitons
论文作者
论文摘要
我们在Finster，Smoller和Yau引入的形式主义中分析了具有高角度动量的多个费米的重力定位状态[Phys Rev. D 59，104020（1999）]。我们表明，可以自然解释产生的孤子样波函数，以自我捕获的形式来解释，在这种形式上，fermions局部在壳上，其位置与由其自身的能量密度产生的光学几何形状相对应的位置。
We analyze gravitationally localized states of multiple fermions with high angular momenta, in the formalism introduced by Finster, Smoller, and Yau [Phys Rev. D 59, 104020 (1999)]. We show that the resulting soliton-like wave functions can be naturally interpreted in terms of a form of self-trapping, where the fermions become localized on shells the locations of which correspond to those of `bulges' in the optical geometry created by their own energy density.
