论文标题
Riemannian几何形状中旋转和旋转偏差密度张量的运动
Motion of Spinning and Spinning Deviation Density Tensors in Riemannian Geometry
论文作者
论文摘要
得出了扩展对象的旋转密度运动方程，并得出了相应的偏差方程。可变质量的运动问题已获得旋转扩展对象。旋转液可以被认为是表达扩展物体旋转密度运动的特殊情况。同时，旋转密度张量可以用一般相对论的四型形式形式来表示，被视为重力理论。使用特定类型的bazanski lagrangian得出了旋转和旋转密度张量的方程。
Equations of motion of spinning density for extended objects, and corresponding deviation equations are derived. The problem of motion for a variable mass to a spinning extended object is obtained. Spinning fluids may be considered as a special case to express the motion of spinning density for extended objects. Meanwhile, spinning density tensor can be expressed in terms of tetrad formalism of General Relativity to be regarded as a gauge theory of gravity. Equations of spinning and spinning deviation density tensors have been derived using a specific type of Bazanski Lagrangian is performed.
