论文标题
I型Shapovalov波段时间在Brans-Dicke标量张量理论中
Type I Shapovalov wave spacetimes in the Brans-Dicke scalar-tensor theory of gravity
论文作者
论文摘要
在Brans-Dicke的标量张量理论中，I型的Shapovalov波段的精确解决方案已构建。 Shapovalov的波段描述了引力波模型，这些模型允许在特权坐标系中分离波变量。与相对论的一般理论相反，Brans-Dicke标量探测重力理论的真空场方程导致了I型Shapovalov空间的精确解，这使得可以构建观察性检查以检测这种波浪干扰。对于正在考虑的模型，获得了测试颗粒轨迹的方程。
Exact solutions for Shapovalov wave spacetimes of type I in the scalar-tensor theory of gravity of Brans-Dicke are constructed. Shapovalov's wave spacetimes describe gravitational-wave models that allow the separation of wave variables in privileged coordinate systems. In contrast to the general theory of relativity, the vacuum field equations of the Brans-Dicke scalar-tensor theory of gravity lead to exact solutions for type I Shapovalov spaces, which makes it possible to construct observational checks for detecting such wave disturbances. For the models under consideration, equations for the trajectories of test particles are obtained.
