作为点状缀饰电子相干系统的引力袋
Gravitating bag as a coherent system of the point-like and dressed electron
摘要：
电子的引力场和电磁场对应于过旋转的Kerr-Newman（KN）解，它具有裸奇异环和两层拓扑。这个解决方案是正规化的孤子源，其中奇异的内部被替换为一个真空泡填充的希格斯场在一个假真空状态。这个KN气泡的场模型与著名的MIT和SLAC袋模型有很多共同之处，但几何形状是“双重”的（内外翻转），导致KN袋模型与重力的一致性。与其他袋子模型类似，KN袋子顺应变形，并且在旋转下它采取扁椭圆体形式，沿着边界创建圆形字符串。电磁激励的KN袋产生弦行波，使袋变形，创造一个旅行的奇异极点，包括在一个一般的袋-弦-夸克复合体。在这个模型中，缀饰电子可以被看作是这个系统的相干激发，将点状电子（作为夸克）限制在zitterbewegung态。
英文摘要：
Gravitational and electromagnetic fields of an electron correspond to over-rotating Kerr-Newman (KN) solution, which has a naked singular ring and two-sheeted topology. This solution is regularized by a solitonic source, in which singular interior is replaced by a vacuum bubble filled by the Higgs field in a false-vacuum state. Field model of this KN bubble has much in common with the famous MIT and SLAC bag models, but the geometry is "dual" (turned inside out), leading to consistency of the KN bag model with gravity. Similar to other bag models, the KN bag is compliant to deformations, and under rotations it takes an oblate ellipsoidal form, creating a circular string along the border. Electromagnetic excitations of the KN bag generate stringy traveling waves which deform the bag, creating a traveling singular pole, included in a general bag-string-quark complex. The dressed electron may be considered in this model as a coherent excitation of this system, confining the point-like electron (as a quark) in state of zitterbewegung.
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