问题，该法快速而直观，但初学者较难掌握.为体现洛伦兹变换的动态过程以及传递物理学在变化中追求不变性的价值观，本

文提出新的几何化方法即双曲旋转法.该法在二惯性系映射法的基础上以时空间隔不变性为依据进行双曲旋转，并辅以因果

关系的制约确定最终的几何化结果.以一道题目为例详细说明了两种几何化方法的应用.

to have a long and complicated calculation. Two-inertial-system mapping is often used to transform the computational

problem into a geometric problem. This method is quick and intuitive but hard for beginners to grasp. To

express the dynamic process of Lorentz transformation and transfer physical pursuit invariance values，a new geometric

method named hyperbolic rotation was put forward. Based on the two inertial system mapping，the hyperbolic

rotation was carried out based on time-interval invariance and the final geometric results were determined by the restriction

of causality. There was an example to explain the application of two geometric methods in detail.