1) d triangular plate
吊钩和三角形板
2) hook and triangular plate
吊勾和三角形板
3) triangular lifting eye
三角形吊孔
4) set square
三角形板
1.
in this paper, the reciprocal theorem is applied tO researchon the bending problem of set square with three clamped edges undera concentrated load acting at any of its POints, the accuracy solutionof this problem is given.
应用功的互等定理研究了在一集中载荷作用下三边固定三角形板的弯曲问题，给出了该问题的精确解。
2.
In this paper,the reciprocal theorem is applied to further research on the bending problem of set square with three corner pointsf supported under a concentrated load acting at any of its points.
应用功的互等定理研究了在一集中载荷作用下三个角点被支承的三角形板的弯曲问题，给出了该问题的精确解。
3.
The reciprocal theorem is applied to research on the bending problem of set square with free hypoteuse and a clamped edge under uniform loads, the accurate solution of this problem is given.
应用功的互等定理 ,研究了在均布载荷作用下斜边自由、一边固定的三角形板的弯曲问题 ;给出了该问题的精确
5) set-squares
三角形板
1.
In this paper, the reciprocal theorem is applied to research on the bending problem of set-squares with one free oblique edge and two clamped edges under a concentrated load acting at any of its points.
本文应用功的互等定理研究了在—集中载荷作用下斜边自由两边固定的三角形板弯曲问题。
2.
In this paper,the reciprocal theorem is applied to research on the bending problem of set-squares under a concentrated load acting at any of its points.
本文应用功的互等定理研究了在一集中载荷作用下三角形板的弯曲问题。
6) U-hanger
U形吊钩
补充资料：三角形
三角形
triangle
三角形【。画沙;TPeyro几研HK]，Euclid平面上的 三个点(顶点)和以这三个点为端点的三条直线段(边).有时把三角形定义为平面上由三角形的边围成的凸区域(实心三角形(solid创ang】e)). 在一些不同于Euclid平面的流形中也能引入三角形的概念.三角形通常定义为三个点和以这三个点为端点的三条测地线段.例如，球面几何学(印hericalge0Inet卿)中的球面三角形，以及双曲平面或几。氏王-明BcKH益平面上的三角形，都是如此(见非Dd记几何学(non .EuClidean ge~tries)).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条