1) lateral vibration equation
侧向振动方程
2) lateral vibration
侧向振动
1.
Dynamic stiffness for lateral vibration of a viscoelastic floating pile in a nonlinear viscoelastic soil layer is investigated.
该文研究了非线性粘弹性土层中粘弹性悬浮桩侧向振动的动力刚度。
2.
3 Hz are potentially the most vulnerable to exhibit excessive lateral vibration, when excited by large crowds.
为此,本文首先提出了人行桥人激侧向振动的分析理论,根据模态空间内行人和桥梁结构动力响应幅值相等的原则,推导出人行桥避免发生大幅侧向共振的临界人数的估算公式,并分析了临界人数的影响因素。
3) the horizontal vibration equation of beam
梁横向振动方程
1.
This paper considers the estimates of discrete spectrum of the horizontal vibration equation of beam.
考虑梁横向振动方程的离散谱估计 ,获得了用前n个离散谱来估计第n + 1个离散谱的上界的不等式的结果 ,估计系数与区间的几何度量无关 ,其结果在物理学和力学等领域中应用广
4) vibration direction
振动方向
1.
Creating interfere with condition of two bunches of light to meet in the space on the textbook is the same frequency;the same vibration direction;the same phase or a fixed phase difference.
教科书上给出2束光在空间相遇产生干涉的条件是:频率相同,振动方向相同,相位相同或相位差恒定。
5) vibration equation
振动方程
1.
Explicit integration formula for vibration equation and its accuracy and stability;
求解振动方程的一种显式积分格式及其精度与稳定性
2.
Multi-symplectic schemes and conservation laws for the vibration equation of beams;
粱振动方程的多辛格式及其守恒律
3.
Mechanical model and vibration equation of vibratory percussive drilling are established,the meaning of the solution to the vibration equation in vibratory percussive drilling is discussed by analyzing the conditions of vibratory percussive drilling in the pape
通过对机械振动钻进工况的分析，提出了机械振动钻进的力学模型，建立了机械振动钻进的振动方程，并就方程的解对振动钻进的意义进行了探
6) vibrating equation
振动方程
1.
The vibrating equation and the moving stiffness model are created for the Parallel Bonding Mechanism of the designed IC Chip Die, and its moving stiffness characteristic curves in whole working space are obtained through Matlab software and are analysed in this paper.
针对所设计的IC芯片粘片机的并联焊头机构,建立了机构的振动方程和动刚度模型,使用Matlab软件得出了机构在整个工作空间的动刚度特性曲线,并对其分布进行了分析。
2.
The longitudinal and transverse vibrating equations of the homogeneous rod are deduced with Hamiltonian principle.
应用哈密顿原理,推导出均匀杆的纵振动方程与横振动方程。
补充资料：侧向思维
侧向思维
sideway thinking
侧向思维(sjdeway rhinking)利用“局外”信息的启示，从而发现问题的思维方法。英国医生德博诺把这种思维同人眼睛的侧视相类比，称为“侧向思维”。阿基米德解开“皇冠之谜”就是受洗澡时澡盆溢水的启示。坚定不移的研究目标、梦寐以求的悬念、苦思冥想的钻研精神等是侧向思维户生的条件。 淮们撰吴万直宙、
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条