运动分析的目的是恢复对象的结构和识别移动对象。
The goal of motion analysis is to retrieve the structure of an object and to recognize the moving object.
运用隔震理论建立结构隔震体系的动力模型和运动方程，着重考虑了隔震体系的恢复力特性，进行了隔震体系在时域内的地震反应程序设计。
The restoring force of the isolation system is studied, and the dynamic response program of the isolation system under earthquake excitation is drawn up in the time domain.
利用三正交平移运动，提出了一种三维结构恢复和直接欧氏重建新算法。
From the motions of three mutually orthogonal translations (TMOT), we develop a novel algorithm for 3d structure recovery and direct Euclidean reconstruction.
对切线谱法进行拓展，使之适用于具有一般分段线性恢复力模型结构的非线性地震反应增量运动方程的求解。
In this paper, the tangent spectrum method is extended to account for solution of incremental dynamic equations of RC structures with general segmental linear hysteretic models.
对切线谱法进行拓展，使之适用于具有一般分段线性恢复力模型结构的非线性地震反应增量运动方程的求解。
In this paper, the tangent spectrum method is extended to account for solution of incremental dynamic equations of RC structures with general segmental linear hysteretic models.
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