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compression load
相关语句
  压缩载荷
    Mechanical model of grape under compression load
    葡萄果实在压缩载荷作用下的力学模型(英文)
短句来源
    The stress distribution and deformation of grape under compression load by two rigid plates were studied.
    研究了葡萄在压缩载荷作用下的应力分布和变形。
短句来源
    The tension of grape skin under compression load was analyzed numerically,using Runge-Kutta iteration method.
    利用R unge-K u tta方法,进行数值求解,得到了在压缩载荷作用下葡萄的张力。
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  compression load
To measure screw starting load, torque and displacements, a test apparatus was developed utilizing a modified drill press with the capability to measure in-line torque, axial compression load, and axial displacement.
      
At 10,000-lb compression load, a fluidic pressure change of 425×10-6 psi (2.93 Pa) was measured.
      
The bending strength estimated from the axial displacement and the compression load coincided with the bending strength estimated from the deflection and the compression load.
      
Etching and bi-refringence patterns indicate that slip on {110}, {112} and {123} can be activated depending on the orientation of the compression load.
      
It is found that two forms of local surface buckling correspond to one critical compression load.
      
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A nonlinear mechanical model of grape was constructed.The grape was assumed as a spherical homogeneous,isotropic elastic membrane,which was fully-filled with incompressible,high viscous liquid.The stress distribution and deformation of grape under compression load by two rigid plates were studied.The equilibrium equations for contacted regions and non-contacted regions were obtained by using the theories of membrane.The boundary conditions and continuity conditions for the solution of the differential...

A nonlinear mechanical model of grape was constructed.The grape was assumed as a spherical homogeneous,isotropic elastic membrane,which was fully-filled with incompressible,high viscous liquid.The stress distribution and deformation of grape under compression load by two rigid plates were studied.The equilibrium equations for contacted regions and non-contacted regions were obtained by using the theories of membrane.The boundary conditions and continuity conditions for the solution of the differential equations were determined.The tension of grape skin under compression load was analyzed numerically,using Runge-Kutta iteration method.The results indicate that the stress in circumference is greater than that in the meridian direction.The failure of grape under compressive load was mainly caused by the maximal stretch stress which occurred at the equator.The results are consistent with the previous experimental observations.

建立了葡萄的非线性力学模型。把葡萄简化成球形的、均匀的、各向同性的和内部充满不可压缩液体的弹性膜。研究了葡萄在压缩载荷作用下的应力分布和变形。利用膜理论建立了接触区域与非接触区域的平衡方程,确定了边界条件与连续条件。利用R unge-K u tta方法,进行数值求解,得到了在压缩载荷作用下葡萄的张力。结果表明:在压缩载荷作用下,葡萄纬线方向的张力大于经线方向的张力,最大拉力发生在赤道平面上,葡萄在压缩载荷作用下的损伤主要是由最大拉应力造成的,该结论与试验观察的结果相一致。

 
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