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motion equation相关的网络例句

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

In this theory, the motion equation related to the balance of the antisymmetric part of stresses replaces that for the stress moments.

讨论了构成相关理论的定律及平衡方程。此理论中运动方程与应力矩中置换应力反对称部分平衡相关。

At the beginning of the first chapter the derivation from the Lagrange and Hamilton to the motion equation of a charged particle in magnetic fields in classic mechanics is presented.

论文的第一章是基础理论,一开始是推导经典力学中的单个带电粒子在电磁场中的运动方程,分别从拉氏量和哈密顿量推导。

The Lagrange motion equation of the system is established, and synchronous movement is studied. Exact solution of synchronous movement is presented and movement disciplinarian is studied. It proved that under certain condition, it exist periodic motion.

在本文中对该模型建立Lagrange运动方程,主要研究其同步运动,求出同步运动的精确解,并分析其运动规律,证明了在一定条件下存在周期解。

Based on the Lagrangian equation with dissipation function, the motion equation of a microbubble with shell is obtained, and the dynamic characteristics of microbubble with shell in free space are studied. It shows that the inner and outer maximum radii of the microbubble increase when the acoustic pressure and its initial radius increase, as well as when the ultrasonic frequency decreases.

理论上利用有耗散函数的Lagrange方程,建立了有壳微泡的R运动方程,开展了自由空间中有壳微泡动力学特性的研究,表明微泡内外半径增量随声压的增大、超声频率的降低、初始内径的增大及壳厚的减薄而迅速增大。

Directed against the designed parallel welding head mechanism of IC chip pasting machine,the movement equation was established,the positive solution of motion equation was presented,and the positive and reverse solutions of velocity and acceleration were derived.

高速高精度IC芯片粘片机是IC芯片封装的主要设备之一,其粘片速度已超过10 000次/h,定位精度达微米级,而且粘片速度和定位精度有越来越高的趋势[1],但目前国内外IC芯片粘片机的焊头机构都采用串联结构的形式,运动部件的惯量很大,不利于粘片速度和定位精度的提高。

The model of launch vehicle is rigidˉbody motion equati on. The model of stabilizing parachute is mass point motion equation.

其中运载火箭的数学模型是刚体运动模型,稳定伞的模型是质点模型,而伞绳的模型是弹簧阻尼系统模型。

The motion equation of a particle is reduced to the nonlinear differential equation with a weak_periodic modulation by sine_squared potential.

利用正弦平方势把粒子运动方程化为具有外周期弱调制的非线性微分方程,并利用Melnikov方法分析了系统出现Smale马蹄的临界条件。

The stability of forced vibration under the action of canards was analyzed by solving the angular motion equation. The factors which affect the stability of free motion and forced vibration were discussed respectively.

通过求解角运动方程,分析了舵面偏转条件下的弹丸受迫运动稳定性,分别讨论了影响自由运动和受迫运动稳定性的因素。

We derived a plate elastic motion equation, and based on the new space geodetic data, create elastic motion models for Philippine Sea, Pacific and Australian plate.

推导了板块的弹性运动方程,由空间大地测量新的观测成果建立了菲律宾海、太平洋和澳大利亚板块的弹性运动模型。

A bending motion equation of a tilting drive shaft with rigid multi-supports is derived by theorem of the motion of mass center, method of Galerkin and Heaviside function.

根据质心运动定理、Galerkin法和Heaviside函数,求得非惯性系下倾斜刚性多支点传动轴的弯曲运动方程。

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