Received date: 2020-04-20
Revised date: 2020-06-24
Online published: 2021-03-22
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.
FENG Xiao-ming, CHENG Min-xi . Application of geometry in solving problems of relativity theory[J]. College Physics, 2021 , 40(3) : 25 -28 . DOI: 10.16854 /j.cnki.1000-0712.200148
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