论文标题
连续体的三个电子样卵子中的大量复合效率
A massive composite fermion from the three electron-like leptons in the bound state in the continuum
论文作者
论文摘要
在连续体（BIC）的结合状态下，复合粒子的质量大于其组成粒子的总质量。在各个领域都发现了由于限制机制而稳定的BIC状态，但是粒子物理学已经进化而没有分析这些状态。这项工作的想法是将BIC现象应用于某些基本粒子。该研究的重点是三个轻链球的复合费用，$（e^{ - } e^{+} e^{\ pm}）_ {bic} $。在目前的理论中，游离电子和游离正电子被视为不同的颗粒，每个颗粒的特征是狄拉克平面波的完整集。使用Bethe-Salpeter方程，发现了质量为207电子质量的费米的波函数。获得的结果预测粒子半径等于65.9 fm。分析了Muons作为BIC状态中三个电子样卵子形成的复合费物的表示。
In the bound state in continuum (BIC) the mass of a composite particle is greater than the total mass of its constituent particles. The BIC states that are stable due to confinement mechanisms, have been found in various fields but particle physics has evolved without analyzing these states. The work's idea is to apply the BIC phenomenon to some elementary particles. The study focuses on a composite fermion of the three light leptons, $(e^{-}e^{+}e^{\pm})_{BIC}$. In the present theory the free electron and free positron is treated as different particles, each being characterized by the complete set of the Dirac plane waves. Using the Bethe-Salpeter equation, the wave function of the fermion with the mass of 207 electron masses was found numerically. The results obtained predict the particle radius equal to 65.9 Fm. The representation of muons as the composite fermions formed by the three electron-like leptons in the BIC states, is analyzed.
