• 分析了国内外在列车-轨道桥梁时变系统空间振动方程建立及其求解过程存在根本问题

    The fundamental problem in the establishment and solution to the spatial vibration equation of train-track (bridge) time-varying system at home and abroad is analyzed in detail.

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  • 积分变换积分方程研究多孔饱和空间刚性垂直振动问题。

    The vertical vibration of a rigld circular plate on a poroelastic half space is studied by using the technique of integral transform and integral equation.

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  • 最后自动组成空间刚体自由振动微分方程系数计算刚体的自频率

    Therefore, the differential equations 'coefficient matrix of the free vibration of the spatial rigid body is automatically formed, and free vibration frequency and its type can also be found out.

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  • 为了降低高速电梯水平振动,建立了4自由度电梯轿厢水平振动主动控制的动力学模型,给出微分方程,建立了状态空间模型;

    To reduce the horizontal vibrations of high-speed elevator, a 4DOF dynamic model of elevator was developed, and the differential equations and the state space model were also given.

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  • 本文空间自洽常微分方程描写了单摆受迫振动

    The forced vibration of pendulum is described by four-dimensional phase space and the fourth order autonomous ordinary differential equation.

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  • 积分变换和积分方程研究多孔饱和空间刚性垂直振动问题

    Then the dual integral equations of the venical vibration of a rigid circular plate on a fluid-saturated poroelastic half space are established according to the mixed boundary permeability condit.

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  • 推导了机械振动陀螺仪动力学方程给出了它的运动规律分析了载体空间任意匀速旋转干扰力矩所引起的漂移率

    This paper gives the dynamic equations of vibratory wheel silicon micromechanical gyroscope and their motion law, analyses drifts of the gyroscope, when vehicle rotates around any axis uniformly.

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  • 建立了组合梁任意边界条件下振动稳定性状态空间控制方程振动频率与轴载荷之间的相互关系式。

    The state space equations for vibration and stability of composite laminated beams under axial compression have been derived for arbitrary boundary conditions.

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  • 将均匀杆自由纵振动运动方程空间导数商代替,得到一维单原子链晶格振动运动方程

    Raplacing the spatial derivatives by spatial differences in the equation of the latter, we get the equation of the former.

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  • 将均匀杆自由纵振动运动方程空间导数商代替,得到一维单原子链晶格振动运动方程

    Raplacing the spatial derivatives by spatial differences in the equation of the latter, we get the equation of the former.

    youdao

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