In this study, we investigate the relativistic dynamics of vector bosons within the context of rotating frames of negative curvature wormholes. We seek exact solutions for the fully-covariant vector boson equation, derived as an excited state of zitterbewegung. This equation encompasses a symmetric rank-two spinor, enabling the derivation of a non-perturbative second-order wave equation for the system under consideration. Our findings present exact results in two distinct scenarios. Notably, we demonstrate the adaptability of our results to massless vector bosons without compromising generality. The evolution of this system is shown to correlate with the angular frequency of the uniformly rotating reference frame and the curvature radius of the wormholes. Moreover, our results highlight that the interplay between the spin of the vector boson and the angular frequency of the rotating frame can give rise to real oscillation modes, particularly evident in excited states for massless vector bosons. Intriguingly, we note that the energy spectra obtained remain the same whether the wormhole is of hyperbolic or elliptic nature.

在这项研究中，我们研究了负曲率虫洞旋转框架背景下矢量玻色子的相对论动力学。我们寻求全协变矢量玻色子方程的精确解，该方程导出为 zitterbewegung 的激发态。该方程包含对称的二阶旋量，从而能够推导所考虑的系统的非微扰二阶波动方程。我们的研究结果在两种不同的情况下提供了准确的结果。值得注意的是，我们证明了我们的结果对无质量矢量玻色子的适应性，而不影响通用性。该系统的演化被证明与均匀旋转参考系的角频率和虫洞的曲率半径相关。此外，我们的结果强调，矢量玻色子的自旋和旋转框架的角频率之间的相互作用可以产生真实的振荡模式，特别是在无质量矢量玻色子的激发态中明显。有趣的是，我们注意到，无论虫洞是双曲线还是椭圆形，获得的能谱都保持不变。