1.
Mechanics Analysis on Vacant Pipelines Based on Small Deflection Theory
基于小挠度理论的悬空管道力学分析
2.
In the theory of the small deflection of thin plates,the clamped edged rectangular plate is a difficult subject. So far the problem of couples acting on the surface of the plate is little studied.
在薄板的小挠度理论中,四边固定的矩形板是个难题,而当板面受力偶作用时,至今很少有人讨论。
3.
Static and Dynamic Research of Self-Anchored Suspension Bridge Based on Deflectin Theory;
自锚式悬索桥静动力特性挠度理论研究
4.
DEFLECTION FOR REFLECTOR PLATE OF HELIOSTAT BASED ON THIN PLATE FLEXURE THEORY
定日镜反射板基于薄板弯曲理论的挠度分析
5.
Morita Context Functors and Torsion Theories;
Morita Context函子与挠理论
6.
Grey System Theory and Its Applications in Construction Flexibility Deformation Monitoring of Concrete Bridge;
灰色系统理论及在混凝土桥梁施工挠度变形监测中的应用
7.
Theoretical Analysis and Research on Bridge Deflection Measurement of Utilizing New Style Inclinometer
利用新型倾角仪测量桥梁挠度方法的理论分析研究
8.
Numerical Solution for the Deformation of Cellular Voided Slabs Fixed Supported by Four Edges
四边固定蜂窝式空心双向板按弹性理论的挠度数值解
9.
Basic Differential Equation of Special Self-anchored Suspension Bridge Based on Flexibility Theory
基于挠度理论的特殊自锚式悬索桥基础微分方程
10.
New Method Processing the Deflection and Rail Gnawing of Bridge Crane
处理桥式起重机挠度及啃轨的新方法
11.
The Theoretical Study of the Felxoelectric Effect in Nematic Liquid Ctystal;
向列相液晶中挠曲电效应的理论研究
12.
The Calculation Equation for Four-edged Rectangular Plates with Work Reciprocal Theorem of Bending Thin Plates with Large Deflections;
应用大挠度薄板功的互等定理求解四边固定矩形板的挠曲方程
13.
STUDY ON LITTLE DEFLECTION IN MEASUREMENT OF FLEXURE STRENGTH FOR SILICON WAFER
硅片抗弯强度测试方法中小挠度问题研究
14.
Theoretical Analysis of Slip and Deflection of Composite Beams Taking into Account Longitudinal Shear Force Redistribution Effect
考虑纵向剪力重分布影响时组合梁界面滑移及挠度变形的理论分析
15.
A System of New Boundary Integral Equations of Thin Plate Bending;
薄板小挠度弯曲问题的新的边界积分方程
16.
Unyielding Lives --A short Brief about the Women s lmages in Chi-Li s Novels;
不屈不挠的活——略论池莉小说中的女性形象
17.
Leaf spring Natural blow( front/rear)
静挠度前/后(mm)
18.
Finite-element method of large deflection springback for material is established on the potential energy theory and residual energy theory of large deflection springback for member bar and straight beam.
再根据杆件和直梁的大挠度回弹势能原理和余能原理建立材料的大挠度回弹有限元法。