弹性固体

  • 网络Elastic solid;Elastomer
弹性固体弹性固体
  1. 不可压缩弹性固体中的二维应力波分析

    Two Dimensional Stress Wave Analysis in Incompressible Elastic Solids

  2. 对带有微结构的弹性固体理论的再研究

    Restudy of Theories for Elastic Solids With Microstructure

  3. 将耳石器官的胶质层和内淋巴液分别作为粘弹性固体和流体处理,修改了Grant等人所提出的模型,通过频率分析,给出了耳石器官物性参数以及粘弹特性对于系统的不同控制作用。

    Considering the gel layer and the endolymph of otolith organs as visco elastic solid and fluid respectively , the Grant ′ s elastic model was modified .

  4. 首先建立流管元的概念,对弹性固体相关的部分采用Euler描写,并融入流体行为的描写中;

    The concept of finite flow-element is firstly set up . The paper depicts the elasticity with Euler form and associates the form with depiction of behavior of fluid .

  5. 在连续介质力学的框架内给出了有限变形孔隙热弹性固体的基本方程,得到有限变形孔隙热弹性体的泛函,建立了相应的广义Hamilton型变分原理和数学模型。

    Based on continuous mechanics , fundamental equations and functional for thermoelastic solids with voids under the finite deformation are given . Then the relevant generalized Hamilton variational principles and mathematical models of thermoelastic solids with voids are derived .

  6. 因而,科希荷夫使用了老的光的弹性固体理论。

    Accordingly . Kirchhoff employed the older elastic-solid theory of light .

  7. 粘弹性固体拉伸变形的力学解析

    Mechanical Analytics of Tensile Deformation of Visco - elastic Solid

  8. 液滴与弹性固体表面撞击过程的研究

    Study on the impact between liquid drop and elastic solid

  9. 岩石等非线性介观弹性固体材料的谐波特性的超声研究

    Ultrasonic study of harmonic properties of nonlinear mesoscopic elastic material

  10. 波在饱和多孔介质与弹性固体介质交界面上的界面效应

    Boundary Effect of Wave Propagating from Liquid-filled Porous Medium to Solid Medium

  11. 盐膏层蠕变粘弹性固体模型及有限元分析

    Visco-elastic property solid model and finite element analysis for evaporate Bed Creep

  12. 弹性固体中的平面应力波及热力学效应的影响

    Plane stress waves in an elastic solid and the influence of thermodynamic effects

  13. 两微极磁热弹性固体分界面上波的反射与折射

    Reflection and refraction of wave at an interface between two micropolar magneto-thermoelastic solid

  14. 考虑界面状况时柱状弹性固体的声波散射

    Sound wave scattering by elastic cylinder encased in solid matrix with interphase layer

  15. 简单热弹性固体本构方程的一般形式

    Generalized Constitutive Equations of Simple Thermo - elastic Solids

  16. 利用织物粘弹性固体模型参数计算折皱回复角

    Calculation of wrinkle recovery angles of fabrics using parameters of viscoelasticity solid models

  17. 微极广义磁热弹性固体界面上波的传播(续)(英文)

    Propagation of Waves at Interface Between Two Micropolar Generalized Magneto-Thermo-Elastic Solid ( Continued )

  18. 四参数粘弹性固体模型

    A Practic Four Parameter Model of Viscoelastic Solids

  19. 论最佳粘弹性固体流变模型

    On the Best Viscoelastic Rheological Model of Solids

  20. 如果所处理的是不可压缩的弹性固体,我们就可以完成某些简化。

    If we are dealing with incompressible elastic solids , some simplifications can be achieved .

  21. 进一步揭示了一维太原理工大学硕士学位论文弹性固体中非线性波的传播特性。并且在相平面上对这三类非线性方程进行了定性分析。

    All of these reveal the further properties of the wave propagating in one-dimensional elastic continuum .

  22. 结论:正常和退变髓核细胞都表现为典型的粘弹性固体蠕变特征;退变髓核细胞粘弹性与正常髓核细胞相比没有明显变化。

    The viscoelastic properties have no significant difference between the normal and degenerative nucleus pulposus cells .

  23. 各向同性弹性固体中三维非线性纵波方程的有限元解法

    The Finite Element Numerical Method of 3-D Nonlinear Primary Wave Equation in Isotropy Elastic Solid Medium

  24. 证明了在非局部弹性固体中存在着非局部体力矩。

    It is shown that there is the nonlocal body moment in the nonlocal elastic solids .

  25. 关于弹性固体中冲击波的传播,目前还缺少全面的研究。

    A complete study of the propagation of shock waves in elastic solids is presently lacking .

  26. 最近,弹性固体的位错理论已经被应用于地震问题。

    Recently , the theory of dislocation in elastic solids has been applied to the earthquake problem .

  27. 最后,对于各向同性微极线性弹性固体,我们证明了这组守恒定律的完整性。

    For linear isotropic micropolar elastic solids the completeness of the class of the conservation laws are verified .

  28. 聚合物熔体既不同于弹性固体,又不同于粘性流体,它是一种典型的粘弹性材料。

    Polymer melts are typical viscoelastic materials which are neither similar to elastic solids nor to viscous fluids .

  29. 经典弹性固体理论不能准确地描述散体介质中波的传播和能耗规律。

    The classic theory of elastic solid can 't accurately describe wave propagation and energy dissipation in granular media .

  30. 主要的工作如下:1、建立了有限变形孔隙热弹性固体的广义变分原理及相应的数学模型。

    The generalized variational principles and relevant mathematical models of thermoelastic solids with voids under the finite deformation are presented .