期刊文献+

基于机动法的等边三角形计算截面弯矩影响线

Influence Line of Section Bending Moment Calculated by Equilateral Triangle Based on Maneuver Method
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摘要 提出应用等边三角形计算竖向位移值求解静定结构多跨梁某截面弯矩影响线的新思路,利用机动法形成机构,并发生单位位移形成几何位移图,应用等边三角形和相似比例关系计算竖向位移值,作出对应的截面弯矩影响线。通过静定单跨梁和多跨连续梁典型算例分析论证了本方法的可行性、优越性和快捷性。 A new idea is proposed to apply equilateral triangles to calculate vertical displacement values to solve the bending moment influence line of a certain section of a multi-span beam of a statically definite structure,using the maneuvering method to form a mechanism and a geometric displacement diagram with a unit displacement,the vertical displacement value is calculated by applying an equilateral triangle and a similar proportional relationship,and the corresponding cross-sectional bending moment influence line is made.The feasibility,superiority and speed of this method are demonstrated by analyzing the typical study cases of static single-span beam and multi-span continuous beam.
作者 梁丽浩 Liang Lihao(School of Civil Engineering,Taishan University of Science and Technology,Taian 271000,China)
出处 《科学技术创新》 2022年第35期165-168,共4页 Scientific and Technological Innovation
关键词 等边三角形 机动法 截面弯矩影响线 equilateral triangle maneuver method cross-section bending moment influence line
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  • 1范平,王佳菱.全压强范围内等边三角形截面管道的流导计算[J].真空科学与技术,1994,14(3):234-238. 被引量:3
  • 2王秀梅,侯淑娟,王德明,韩山峰,李华阳.对称与非对称塔架风载扭转力矩分析[J].山东建筑工程学院学报,2005,20(4):6-9. 被引量:3
  • 3宋延熙,徐进良,张伟.三角形并联微通道换热特性研究[J].中国科学技术大学学报,2007,37(3):268-275. 被引量:3
  • 4范平.在全压强范围内圆形管道的流导计算[J]真空科学与技术,1988(04).
  • 5国家电力公司东北电力设计院编著,张殿生.电力工程高压送电线路设计手册[M]中国电力出版社,2003.
  • 6Robert S Schechter.On the steady flow of a non-newtonian fluid in cylinder ducts[J].AICHE Journal,1961:445-448.
  • 7Gh Etemad S,Mujumdar A S and Nassef R.Simultaneously developing flow and heat transfer of non-newtonian fluids in equilateral triangular duct[J].Applied Mathematical Modelling,1996,12:898-908.
  • 8R Byron Bird,Warren E Stewart,Edwin N.Lightfoot.Transport in Porous Media[M].第二版,化学工为出版社,2002.
  • 9Nobuo Mitsuishi,Yoshifumi Kitayama,Yoshiki Aoyagi.Non-newtonian flow in non-circular duct[J].Chemical Engineering,Japan,1966,31(6):570-577.
  • 10唐志玉.塑料膜流变学设计[M].北京:国防工业出版社,1991.

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