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Lagrangian相关的网络例句

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

The Lagrangian libration points are critical to the building of orbital space habitats because they give us a place in which to build.

拉格朗日点是至关重要的建设轨道空间站的栖息地,因为它们在茫茫宇宙中给了我们一个可以建设地方。

By using standard ideas from Lie groups and Lie algebra, the recursive formulation and the Lagrangian formulation were presented.

采用李群和李代数的方法来描述牛顿—欧拉方程和拉格朗日方程,得到机器人动力学在关节空间和操作空间内单个连杆的递推公式以及整个系统动力学方程的矩阵表达式。

Firstly,based on the lagrangian formulation and the relationship of the system linear momentum conversation,the dynamic equation of a free-floating space robot is derived.

首先,由系统动量守恒关系和拉格朗日第二类方法,建立了漂浮基空间机器人的系统动力学方程。

Firstly, with the Lagrangian formulation and the relationship of the system linear, angular momentum conversations, the full-controlled dynamics equation of the system was derived.

由拉格朗日第二类方法及系统动量、动量矩守恒关系,建立了漂浮基空间机械臂完全能控形式的系统动力学方程。

In [33] and [34], a nice generalization of minimal Lagrangian submanifolds called Hamiltonian-minimal submanifold was introduced and investigated by Y.G.

Oh在[33]和[34]中最先引进的哈密尔顿极小拉格朗日子流形,此类子流形式是对极小拉格朗日子流形一种很好的推广,同时他对此类子流形作了相应的研究。

From the constructions of twisted normal bundle of minimal surface in R~n, we get a lot of examples of special Lagrangian submanifolds.

我们也通过扭曲法丛的构造得到许多特殊拉格朗日子流形的具体例子。

The ideas and methods of modern differential geometry have found wide application in classical mechanics, in the theory of multibody system dynamics, and in the Lagrangian and Hamiltonian formalisms of mechanics.

微分几何动力学建模理论已经广泛应用于经典力学,多刚体动力学理论和Lagrange和Hamilton动力学建模理论当中。

Two application methods of Lagrangian equation and bond graphs in the dynam-ics of electro-mechanical systems are discussed with stress laid on the AFS methodsuch that:1.the relation between the non-conservative generalized force(orgeneralized electromotive force)E_i and bond graph is clearly illustrated and 2.theimproved method for calculating the generalized force(or generalized electromotiveforce)E_i for the electro-mechanical system is presented.

本文首先讨论并对比了拉氏方程与键图在机电系统动力学上应用的两种不同形式。并提出了:①关于运用 AFS 形式时非保守广义力 E_i 与键图间的关系;②机电综合系统中计算广义力E_的改进方法。

Presents again a new formulation of Lagrange s equations by using an augmented Lagrangian function with the second order non linear nonholonomic constraint equations.

以Dirac方程为依据,求出了在电磁场作用下,质量为m ,自旋为 1 /2的荷电粒子在场中运动时的能量本征值及其拉氏函数密度的明显表示式,并对其微观物理机制作出了较为明晰的解

Presents a new formulation of Lagrange s equations by using an augmented Lagrangian function with the first order non linear nonholonomic constraint equations, and offers a unified variational approach to both holonomic and nonholonomic constraints.

采用带有二阶非线性非完整约束方程的扩张性拉氏函数,建立起了拉格朗日方程的又一新公式,该新公式较为规则,它提供了一种完整约束系统和非完整约束系统两者统一的变分方法。

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