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Home > english-chinese > "complex damping" in Chinese

Chinese translation for "complex damping"

复阻尼

Related Translations:
damp down fire:  用沙子等灭火
complex eigenvalue:  复特征值
chinatown complex:  牛车水大厦
complex calculus:  复变微积分学
complex delta:  复合三角洲
complex action:  综合作用
complex halo:  复合晕
phosphorus complex:  磷络合物
complex detector:  复合探测器
colloidal complex:  胶体复合体胶性复合体胶质复合体胶状复合体
Example Sentences:
1.The dma results show that the resulting complex damping materials have no transition peak split , but possess broad and continuous damping functional area
Dma测试结果表明,所制得的复合阻尼材料不分峰,具有宽而连续的阻尼功能区。
2.Dual principle is discussed while complex constitutive theory is used . the numerical solution stability of differential equations with complex damping is analyzed
讨论了运用复阻尼理论时应遵循的对偶原则,分析了含复阻尼系统运动方程数值解的稳定性。
3.Besides , the paper further touched the research on the relationship of crystallization - melting , transitionrelaxati - on and compatibility with damping properties of polysiloxane / polyacrylate complex damping materials
对聚二甲基硅氧烷聚丙烯酸酯复合阻尼材料的结晶与熔融,转变与松弛,以及相容性与阻尼性能关系进行了研究讨论。
4.After damping dynamic model and controllable model for the composite structure are established according to the constitutive equation of magnetorheologcal - fluid , fluid mechanics and electromagnetism , the complex damping model is simplified utilizing magnetorheological behavior for structure design , and harmonization of semi - active structure and passive structure can be realized by using optimal design
针对其复合结构,根据磁流变流体的本构方程、流体力学和电磁场理论建立阻尼特性模型和可控性能模型,并应用磁流变特性将复杂的阻尼性能模型进行简化以利于结构设计,同时依据优化设计方法实现了半主动和被动结构的协调一致。
5.The main research works and conclusions of this thesis are listed as follows . the dynamic analysis model of elastic mechanism system with damping alloy parts is deduced based on the relationship between stress and strain of the material , also the analysis model under viscous damping model , complex damping model , nonlinear damping model and viscous - elastic damping model is put forward using the finite element method
本文的主要研究工作及结论如下:从材料应力应变本构关系出发,导出了滞变阻尼模型、复阻尼模型、非线性阻尼模型、粘弹性阻尼模型下的有限单元分析模型,进而给出了含阻尼合金构件弹性连杆机构系统动力学模型。
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