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reference frame相关的网络例句

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与 reference frame 相关的网络例句 [注:此内容来源于网络,仅供参考]

The model is continued by imposing a polar coordinate system on the moving reference frame.

通过把极坐标系作为该运动参照系而继续对模式进行积分。

This model is different from the structural dynamics model in a non-inertial reference frame with large overall motions known.

本文从力学基本原理出发,分析了刚柔耦合零次近似理论失效的原因,深入研究了有大范围运动的柔性体变形场的描述,建立了刚柔耦合一次近似的动力学模型;然后利用上述模型,从非惯性系下的结构动力学问题和大范围运动为自由的刚柔耦合动力学问题这两个层次上进行了刚柔耦合动力学建模理论与性态的研究,采用理论和实验相结合的手段来检验了一次近似刚柔耦合动力学模型的正确性。

In 1987, Kane et al.〓investigated the dynamics of a cantilever beam in a non-inertial reference frame.

建模时如果不考虑这种因素的影响,将会导致错误的结论。1987年,Kane〓对非惯性系下的旋转弹性梁的动力学特性进行研究,指出在转速较大的情况下,按零次近似建模理论进行仿真计算会得到梁的挠度趋于发散失稳这样一个错误的结论。

In chapter 4, dynamic behaviors of a cantilever beam in a non-inertial reference frame are investigated, and the differences of the dynamic property between the zero-order model and the proposed coupling model are revealed.

第四章研究了非惯性系下柔性梁的动力学性态。

In this dissertation,the higher order rigid-flexible coupling dynamic model,which isdifferent from the structural dynamics model in the non-inertial reference frame withlarge overall motions known,which takes the coupling between large overall motionsand deformation motion into account with large overall motions being free,and ofcourse which is more accurate than the zero order model,is established for the first time,based on mechanical principles.

本文从力学基本原理出发,针对大范围运动为自由的刚-柔耦合系统,首次建立了较零次近似更精确的高次耦合动力学模型,与大范围运动为已知的非惯性系下的耦合动力学模型不同,进一步考虑了大范围运动和变形运动的相互耦合作用。

For system simulation, this thesis puts forward several improvements in realization, such as state estimating on a non-inertial reference frame, choosing different sets of motion model for different sensors, improving data association by use of feedback fusion result, using multi-model during temporal registration.

例如将目标状态滤波选择在非惯性坐标系下;针对不同传感器建立不同的目标运动模型集;利用多传感器融合处理后的信息反馈到单传感器来改善数据关联效果;在多传感器融合的时间配准过程中,对目标状态估计采用多模型方法。

Central-force Motion, Dynamics of a System of Particles, Dynamics of Rigid Body, Coupled Oscillations, Nonlinear Oscillations, Motion in a Noninertial Reference Frame, Continuous Systems.

力学 (0,3)/应用力学(0,3)中心力下的运动、多粒子系统动力学、刚体动力学、耦合振动、非线性振动、非惯性参考座标系中的运动、连续系统。

Matrices, Vector and Vector Calculus, Newtonian Mechanics-single Particle, Oscillations, Nonlinear Oscillations and Chaos, Gravitation, Some Methods in the Calculus of Variations, Hamilton's Principles Lagrangian and Hamiltonian Dynamics, Central-Force Motion, Dynamics of a System of Particles, Motion in a Noninertia Reference Frame, Dynamics of Rigid Body.

矩阵和向量的计算、单一质点的牛顿力学、线性与非线性的振动运动、重力、微积分上的变分法介绍、哈密顿原理、拉氏及哈氏力学、连心力下的运动、质点系的运动力学、在非惯性坐标中的运动、刚体的运动。

Phenomena such as precession the slow roughly 25 000 year cycle of movement of the direction of the Earth's axis and nutation the continual "nodding" of the Earth's axis due mainly to tidal forces from the Sun and Moon all have to be taken into account when defining a Universal Reference frame.

现象,如进动,慢,大约25 000年的周期,对地球的轴的方向运动,章动,不断"点头"地球的轴心,这主要是由于来自太阳和月亮,所有潮汐力量要考虑到当定义一个通用参考框架。

They are oriented in the same reference frame as the preform.

单胞的取向平行于预制件的表面。

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