本文介绍了微扰法在硬弹簧系统中的应用。
This paper introduces the application of the means of perturbation in hard spring system.
为此，本文对两系弹簧系统的设计进行改进。
很轻，高度可调，最优良的空气弹簧系统的市场。
Very light, highly tunable, the finest air spring system on the market.
光闸设计为一个质量弹簧系统，对加速度力产生响应。
The shutter is designed as a mass-spring system that moves in response to acceleration force.
将非线性有限元理论应用于机车受电弓弓头弹簧系统的研究。
A nonlinear finite element method was applied in the research of the collector head spring system of pantograph.
计算表明：改进后的两系弹簧系统在各个方向的刚度都显著增加。
Computation express that the stiffness indirection in new two spring system have increased.
该算法通过模拟物理弹簧系统的动态变化，来计算节点的位置坐标。
The algorithm simulates the dynamics of the physical spring system to estimate the positions of nodes.
本文讨论含负刚度弹簧系统的隔振原理，并对这样的系统进行了能量分析。
This paper deals with the vibration isolation principle of a system with a negative stiffness spring and the energy analysis for this system.
以斜支承弹簧系统为研究对象，建立了矩形脉冲激励下系统非线性动力学方程。
The nonlinear dynamical equations of inclined support spring system were obtained under the excitation of rectangular pulse.
计算了空气弹簧系统的垂向刚度，并分析了气体压力和帘线角对垂向刚度的影响。
The vertical stiffness of the air spring system was calculated, and the effects of air pressure and cord Angle on it were analyzed.
本文探讨了用附加已知质量的方法求解有阻尼质量弹簧系统逆特征值问题的可能性。
The purpose of this paper is finding out an approach to solve inverse eigenvalue problems of damped mass-spring system by attaching known masses.
本文探讨了用附加已知质量的方法求解无阻尼质量弹簧系统的逆特征值问题的可能性。
The purpose of this paper is to find out an approach of inverse eigenvalue problems of undamped mass-spring system by using an attached lump of known mass.
本文运用本征函数展开方法，求解均质杆——弹簧系统受序列矩形脉冲激励的振动响应问题。
This paper, using characteristic function expansion method, have soluted a vibration response problem of a uniform bar-spring which was subjected to a series of rectangular pulses excitation.
本方法同样适用于其他主要由杆机构组成的机器的平衡，只要它们能抽象成质量-弹簧系统。
The method is also applicable to balance other kinds of machines which are mainly composed of linkages, as long as they can be abstracted into mass-spring systems.
有限元计算结果表明，空气弹簧系统垂向刚度随气体压力的增加而增加，随帘线角的增大而略减小。
The results show that the vertical stiffness increases with an increase in air pressure, decreases a little with an increase in cord Angle.
偏置顶针和偏置弹簧系统的积极性较低，因而在顶杆和套筒之间提供一致性较低但仍可接受的连接。
Bias-plunger and bias-spring systems are less aggressive, and subsequently deliver a less consistent, yet still acceptable, connection between plunger and barrel.
将连续法引入机构动力学，研究了平面一般三弹簧系统的静力逆分析，得到了该系统的全部平衡位置。
In this paper, the inverse force analysis of planar three spring system is studied using numerical continuation. All static equilibrium positions of the system is obtained.
下层弹簧也采用斯林百兰的袋装连锁睡姿弹簧系统，按照人体体重的分布，可吸收身体每一次转动引起的微小震动。
The lower layer of the Slumberland Posture Springing System is flexible to absorb every body movement while accommodating each small change in overall weight distribution.
建立了带附加气室空气弹簧系统的动力学方程，经过线性化处理后推导出系统的复刚度模型，依照复刚度模型建立了系统的等效刚度、等效阻尼及固有频率的计算模型。
The dynamics equations of air spring system with auxiliary chamber were established, and the complex stiffness model of the system was deduced according to the equations being linearly processed.
两种系统都使用弹簧或顶针相对于其配对体的不稳定性来形成偏置效果。
Both systems use the spring or plunger instability against its counterpart to create the bias effect.
系统中有两辆车,我将它们用弹簧连接。
We have a system here of two cars which I connected by a spring.
加速整个系统，张力会变大，这可以从弹簧秤的读数中，看出来。
You accelerate the system, the tension will increase and you will see that, you will read that on the scale.
PowerFoot One采用电动机、弹簧、传感器和一个精密控制系统模拟脚和踝关节每一动作环节的能量传送机理。
The PowerFoot One USES motors, springs, sensors and an elaborate control system to emulate the energy-transfer mechanisms of the foot and ankle at each stage of a stride.
此款稳踏椅采取了独特的弹簧更换系统，可以更便捷的改变动作难度，同时也有效的保护了器材。
This section trod the chair to adopt the unique spring replacement system steadily, might the more convenient change difficulty of movement, effective protection of equipment.
可以通过引进配重和弹簧来改善手控操纵系统的操纵力特性。
The controlforce characteristics of manual-control system can be modified by the introduction of weights and springs.
因此，在这里，扔是我们最简单的振动系统：一个物块和弹簧。
So here, again, is our simplest oscillating system: a block and spring.
因此，在这里，扔是我们最简单的振动系统：一个物块和弹簧。
So here, again, is our simplest oscillating system: a block and spring.
应用推荐