论文标题
Lorentz对称性破坏环境对广义相对论量子振荡器场的影响
Effects of Lorentz Symmetry Breaking Environment on Generalized Relativistic Quantum Oscillator Field
论文作者
论文摘要
在本文中，我们研究了广义的klein-gordon振荡器方程，该方程是违反标准模型扩展（SME）的张力场$（k_f）_ {μναβ} $定义的lorentz对称性的影响。我们考虑使用康奈尔型电场的洛伦兹侵略效应的可能方案，以及在标量振荡器场的相对论量子运动中贡献谐波型中心电位的线性磁场。通过考虑库仑和康奈尔型电势函数，使用参数Nikiforov-uvarov方法的波方程的结合状态解决方案。我们看到，与Landau水平相比，特征值解决方案通过洛伦兹对称性效应进行了修改（在平面空间中没有Lorentz-Affiolation效应）。
In this paper, we study the generalized Klein-Gordon oscillator equation under the effects of the violation of Lorentz Symmetry defined by a tensor field $(K_F)_{μναβ}$ out of the Standard Model Extension (SME). We consider a possible scenario of the Lorentz-Violating effects with a Cornell-type electric field and a linear magnetic field that contributes a harmonic-type central potential in the relativistic quantum motions of scalar oscillator fields. The bound-states solutions of the wave equation using the parametric Nikiforov-Uvarov method by considering a Coulomb and Cornell-type potential form functions are obtained. We see that the eigenvalue solutions get modified by the Lorentz symmetry-breaking effects in comparison to the Landau levels (without Lorentz-Violation effects in flat space)
