1) elastic rod support
弹性杆支撑
2) elastic supporting
弹性支撑
1.
FEM simulation of cracked gear body under elastic supporting condition;
弹性支撑条件下裂纹齿轮体有限元模拟与仿真
2.
In the elastic supporting condition, considering the influence of the elastic plate on the meshing tooth response, the dynamic model of gear supporting system and the response analytic model of meshing.
结合齿轮的实际工作状况,建立了齿轮结构的弹性体动力学模型,进行了弹性动力学分析,得出了齿轮的弹性固有特性;考虑了弹性支撑轴对齿轮体振动的影响,将其处理为弹性支撑,推导了弹性支撑弹簧刚度的表达式,并在弹性边界条件下,考虑了弹性圆盘对啮合齿响应的影响,建立了齿轮支撑系统的动力模型和轮齿响应计算模型,研究了齿轮支撑系统的固有特性,并与实验结果进行了对比验证;求解了啮合齿的动力学响应,并进行了模拟仿真。
3) elastic support
弹性支撑
1.
In the form-finding process of traditional tension structures supported by elastic bars,such as the cable-web structure and the cable-membrane structure,the interaction between the structure and the elastic supports is usually neglected.
传统的带弹性支撑杆的张拉结构如索网、索膜结构,在找形中往往忽略索网、索膜与弹性支撑杆的相互作用,本文在M ichael R。
2.
The changing pattern of the natural vibration characteristics of thin rectangular elastic plate is studied under the boundary conditions of elastic support and elastic embedding.
研究了在弹性支撑和弹性嵌固边界条件下,弹性矩形薄板固有振动特性的变化规律。
3.
This paper deals with practical methods of calculation for transformation story with thick plate in consideration of elastic support, and has compared the calculated outputs with the results of rigid support.
研究了考虑弹性支撑的厚板转换层工程实用计算方法 ,并与刚性支撑计算结果进行了比较。
4) flexible support
弹性支撑
1.
This article has introduced the use of flexible support in the construction of low clearance flyovers.
文章介绍了弹性支撑在低净空立交桥施工中的安装应用及注意事项。
5) double spring support
双弹性支撑
6) viscoelastic support
粘弹性支撑
1.
Based on the detailed analysis,a procedure is designed to determine the frequency dependence of viscoelastic support characteristics so that low unbalance response in a wide frequence range can be obtained and the support material can be chosen accordingly.
在考虑频率参数的条件下，计算了粘弹性支撑参数的变化规律，设计了计算转子轴系统不平衡响应的程序。
补充资料：弹性
分子式：
CAS号：
性质：除去导致变形的负荷以后，材料迅速回复其原来尺寸和形状的能力。当变形与所加负荷成正比时，该材料被认为是虎克弹性体或理想弹性体。应力和应变不满足线性关系，但仍保持单值关系称非线弹性。加载后经过一定时间后应力和应变才满足线性关系称滞弹性。
CAS号：
性质：除去导致变形的负荷以后，材料迅速回复其原来尺寸和形状的能力。当变形与所加负荷成正比时，该材料被认为是虎克弹性体或理想弹性体。应力和应变不满足线性关系，但仍保持单值关系称非线弹性。加载后经过一定时间后应力和应变才满足线性关系称滞弹性。
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参考词条