全部

1·Elastic deflection is an important factor to influence the accuracy of the formed component in precision forming.

精密成形时弹性变形是影响锻件尺寸精度的重要因素。

2·Boundary conditions are used to assemble the global system model, and transfer properties from external disturbance or attitude to elastic deflection of appendages are obtained.

通过考虑单元间的边界条件可以得到姿态动力学的解析模型，并由此可以获得外扰动和姿态角到附件弹性位移之间的传递特性。

3·Because elastic modulus of CFRP plate are weaker than elastic modulus of steel bar, while strengthening beam is destroyed, the deflection is still strong.

由于CFR P板的弹性模量比钢筋的弹性模量小，加固梁破坏时的挠度仍较大。

4·Basing on the elastic bending theory of beams in large deflection, the non-linear shearing behavior of cellular materials under large deformation is studied in the paper.

将梁的弹性大挠度弯曲理论应用于蜂窝壁板，研究了大变形条件下蜂窝材料的非线性剪切变形行为。

5·The delayed elastic deformation stage came later, the bend deflection increased more quickly, and breaking life shortened with the increase of the prolongation of the maximum load hold time.

随着最大载荷保持时间的增加，塑木复合材料进入延迟弹性变形阶段越晚，弯曲挠度增加越快，断裂寿命降低。

6·A model for analyzing the large deflection of an elastic cantilever beam with constraint under uniformly distributed load was established.

建立了分析均布载荷作用下受约束悬臂梁的弹性大变形三阶段模型。

7·A general solution to differential equation for deflection function in bending problem of orthotropic rectangular thin plate on elastic foundation is established.

建立了弹性地基上的正交异性矩形薄板弯曲挠度函数微分方程的一般解。

8·A general solution of differential equation for deflection function in bending problem of orthotropic rectangular thin plate on elastic foundation is established in this paper.

建立了弹性地基上的正交异性矩形薄板弯曲问题挠度函数微分方程的一般解。

9·Based on the tiny deflection theory of the elastic thin plates, the differential equations of the cellular voided plates are given.

以弹性薄板小挠度理论为基础，推导出了蜂窝式空心板的微分方程。

10·Moreover, the influences of slip for deflection, elastic flexural capacity and ultimate flexural strength are researched, and corresponding formulas are inferred.

在此基础上研究了滑移对组合梁挠度、弹性抗弯强度及极限抗弯强度的影响，并建立起相应的计算公式。