1.
The Study of Global Solutions of the Equations of Kirchhoff Type and the Beam Equations;
一类kirchhoff方程和一类梁的横振动方程整体解的研究
2.
Eigenvalue Problems for Crosswise Vibration Equation of the Beam with Continuous Load
附加连续荷载梁的横向振动方程的特征值问题
3.
Transverse vibration testing method for fasteners
GB/T10431-1989紧固件横向振动试验方法
4.
In operation, the transverse vibration of wire takes place and it can trace the cutting direction.
加工中电极丝可产生横向振动，且振动方向始终与切割方向一致。
5.
The deformations and the internal forces at a cross section of a beam are taken as state variables to formulate a general equation for computing the natural frequencies of non-uniform beams.
导出了用变形、力作为混合状态变量表示的求解等截面梁的横向振动固有频率的普遍方程。
6.
Methods for the calibration of vibration and shock pick-ups--Testing of transverse vibration sensitivity
GB/T13823.8-1994振动与冲击传感器的校准方法横向振动灵敏度测试
7.
Polarization of shear-wave is analysed by using particle motion diagram.
用质点运动图的方法对横波的偏振进行了分析。
8.
Equivalent modal method for the transverse vibration control of rigid cable
刚性拉索横向振动控制的模态等效方法
9.
Calculating method of the transverse vibration frequency of the conveyor belt based on double series
基于重级数的输送带横向振动频率计算方法
10.
Influence of Input Hunting Wavelength to Lateral Vibration of Deck Steel Plate Bridges
蛇行波长取值方式对钢板梁桥横向振动的影响
11.
Oscillatory and Nonoscillatory Behavior of Several Classes of Functional Differential Equations;
几类泛函微分方程的振动和非振动性
12.
Oscillation and Forced Oscillation of Impulsive Differential Equations;
脉冲微分方程的振动性及强迫振动性
13.
inertia crosswise vibrating conveyer shakeout machine
惯性横振动输送落砂机
14.
Vibration equations of the thick flat shells by transverse shearing deformation
考虑横向剪切变形厚扁壳的动力方程
15.
Oscillation of Dynamic Equations on Time Scales and Classification of Nonoscillatory Solutions;
时标上动力方程解的振动性与非振动解的分类
16.
Oscillation and Nonoscillation of Delay Dynamic Equations on a Measure Chain;
测度链上时滞动力方程的振动性和非振动性
17.
Finite difference method of transverse vibration characteristics of an axially moving viscoelastic plates
轴向运动粘弹性板横向振动分析的有限差分方法
18.
Oscillation and Non-oscillation for Delay Difference and Partial Difference Equations;
时滞差分和偏差分方程的振动性与非振动性