摘要
举例分析了组成无穷远铰的平行链杆为异侧或同侧情况下的平面体系几何组成,认为目前平面体系存在无穷远铰时的几何组成分析规则有待商榷,并通过分析平面体系发生微小位移后的几何特征,对该类问题的分析方法进行了探讨,完善了"铰接三角形规律"。
The geometric composition of a plane system with virtual hinged infinity which is formed by the same side or the opposite sides parallel chains is analyzed through examples. The problem on geometric composition analysis in plane system with virtual hinged joint infinity is pointed out. And then by analyzing the geometric characteristics of the plane system after a slight displacement,the analysis methods of the problem are discussed. And the method of "articulation triangle" is perfected.
作者
范卫琴
颜玲月
张红章
FAN Weiqin;YAN Lingyue;ZHANG Hongzhang(School of Architecture and Civil Engineering,Sanming University,Sanming,Fujian 365004;Wuhan Fengda Geological Engineering Ltd, Wuhan,Hubei 430074)
出处
《武夷学院学报》
2019年第3期17-20,共4页
Journal of Wuyi University
基金
2017年福建省高等学校创新创业教育改革项目<结构力学>资源共享课程建设
基于工程教育认证和德国FH理念的土木工程应用型人才培养改革研究重大教改项目(FBJG20170327)
三明学院教学改革项目(J1710614)
关键词
几何组成分析
无穷远铰
几何瞬变
几何常变
geometric composition analysis
hinge of infinity
geometric transient
geometric variation constantly
