作者:张文福;严威;刘迎春;邓云;邓世林;李洋; 时间:2019-01-01 点击数:
张文福;严威;刘迎春;邓云;邓世林;李洋;
1:南京工程学院建筑工程学院
2:东北石油大学土木建筑工程学院
摘要(Abstract):
基于板—梁理论,建立均布荷载作用下跨中布置侧向扭转支撑的双轴对称工字形简支梁弯扭屈曲的总势能方程,其中侧向位移和转角模态试函数选用6项三角级数形式。引入量纲一的参数,根据势能驻值原理,获得简支梁弯扭屈曲的量纲一的临界弯矩解析解。采用1stOpt优化分析软件,拟合简支梁弯扭屈曲量纲一的临界弯矩计算公式,并与ANSYS有限元解进行对比。结果表明:量纲一的临界弯矩计算公式的理论解与有限元解吻合较好,误差在±5%以内,可为工程设计提供参考。
关键词(KeyWords):简支梁;弯扭屈曲;板—梁理论;扭转支撑;能量变分法;均布荷载;有限元法
Abstract:
Keywords:
基金项目(Foundation):国家自然科学基金项目(51178087);国家自然科学基金项目(51578120);; 南京工程学院校级科研基金项目(YKJ201617)
作者(Author):张文福;严威;刘迎春;邓云;邓世林;李洋;
Email:
参考文献(References):
[1]NGUYEN C T,JOO H S,MOON J,et al.Flexural-torsional buckling strength of I-girders with discrete torsional braces under various loading conditions[J].Engineering Structures,2012,36(4):337-350.
[2]MOHAMMADI E,HOSSEINI S S,ROHANIMANESH M S.Elastic lateral-torsional buckling strength and torsional bracing stiffness requirement for monosymmetric I-beams[J].Thin-Walled Structures,2016,104:116-125.
[3]ZHANG Wenfu,LIU Yingchun,HOU Guilan.Lateral-torsional buckling analysis of cantilever beam with tip lateral elastic brace under uniform and concentrated load[J].International Journal of Steel Structures,2016,16(4):1161-1173.
[4]张文福,邓云.侧向弹性支撑集中荷载下钢-砼简支梁弯扭屈曲的近似解析解[C]//第十六届全国现代结构工程学术研讨会论文集.聊城,2016:1196-1202.ZHANG Wenfu,DENG Yun.Approximate analytical solutions for flexural-torsional buckling of steel concrete composite simply supported beam with lateral elastic bracing under concentrated load[C]//Proceedings of the 16th National Symposium on Modern Structural Engineering.Liaocheng,2016:1196-1202.
[5]刘迎春,邓世林,张文福,等.集中荷载作用下扭转支撑悬臂梁弯扭屈曲分析[J].东北石油大学学报,2017,41(3):103-110.LIU Yingchun,DENG Shilin,ZHANG Wenfu,et al.Flexural-torsional buckling analysis of torsion support cantilever beam under concentrated load[J].Journal of Northeast Petroleum University,2017,41(3):103-110.
[6]刘迎春,邓世林,张文福,等.扭转支撑约束下双跨连续钢梁整体稳定分析[J].工程抗震与加固改造,2017,39(6):87-93.LIU Yingchun,DENG Shilin,ZHANG Wenfu,et al.Overall stability analysis for two-span continuous steel beam with torsional bracing[J].Earthquake Resistance and Reinforcement of Engineering,2017,39(6):87-93.
[7]张文福.工字形轴压钢柱弹性弯扭屈曲的新理论[C]//第十五届全国现代结构工程学术研讨会论文集.开封,2015:725-735.ZHANG Wenfu.New engineering theory for elastic flexural-torsional buckling of steel-concrete composite I-columns[C]//Proceedings of the 15th National Symposium on Modern Structural Engineering.Kaifeng,2015:725-735.
[8]ZHANG Wenfu.New engineering theory for torsional buckling of steel-concrete composite I-columns[C]//Proceedings of 11th International Conference on Advances in Steel and Concrete Composite Structures.Beijing,2015:225-232.
[9]张文福.狭长矩形薄板扭转与弯扭屈曲的新理论[C]//第十五届全国现代结构工程学术研讨会论文集.开封,2015:1728-1743.ZHANG Wenfu.New engineering theory for torsional and flexural-torsional buckling of narrow rectangular plate[C]//Proceedings of the 15th National Symposium on Modern Structural Engineering.Kaifeng,2015:1728-1743.
[10]张文福.钢-混凝土薄壁箱梁的组合扭转理论[C]//第六届全国钢结构工程技术交流会论文集.南京,2016:340-347.ZHANG Wenfu.Theory of combined torsion of steel-concrete composite thin-walled box beams[C]//Proceedings of the 6th National Conference on Steel Structure Engineering Technology.Nanjing,2016:340-347.
[11]张文福.基于连续化模型的矩形开孔蜂窝梁组合扭转理论[C]//第六届全国钢结构工程技术交流会论文集.南京,2016:359-365.ZHANG Wenfu.Combined torsion theory of rectangular open cell beams based on continuous model[C]//Proceedings of the 6th National Conference on Steel Structure Engineering Technology.Nanjing,2016:359-365.
[12]张文福,陈克珊,宗兰,等.方钢管混凝土翼缘工字形梁扭转刚度的有限元验证[C]//第25届全国结构工程学术会议论文集(第Ⅰ册).包头,2016:431-434.ZHANG Wenfu,CHEN Keshan,ZONG Lan,et al.Finite element verification of torsional rigidity of I-shaped beams with square concrete-filled steel tubular flanges[C]//Proceedings of the 25th National Conference on Structural Engineering(VolumeⅠ).Baotou,2016:431-434.
[13]ZHANG W F,LIU Y C,CHEN K S,et al.Dimensionless analytical solution and new design formula for lateral-torsional buckling of I-beams under linear distributed moment via linear stability theory[J].Mathematical Problems in Engineering,2017,2017:1-23.
[14]ZHANG W F.Symmetric and antisymmetric lateral-torsional buckling of prestressed steel I-beams[J].Thin-walled Structures,2018,122:463-479.
[15]ZHANG W F,GARDER L,WADEE A,et al.Analytical solution for the inelastic lateral-torsional buckling of I-beams under pure bending via plate-beam Theory[J].International Journal of Steel Structures,2018,8:1440-1463.
[16]张文福.钢结构平面内稳定性理论[M].武汉:武汉理工大学出版社,2018:105-201.ZHANG Wenfu.In-plane stability theory of steel structures[M].Wuhan:Wuhan University of Technology Press,2018:105-201.
[17]张文福.钢结构平面外稳定性理论[M].武汉:武汉理工大学出版社,2018:222-246.ZHANG Wenfu.Out-of-plane stability theory of steel structures[M].Wuhan:Wuhan University of Technology Press,2018:222-246.
[18]张文福,邓云,赵文艳,等.基于板梁理论的工字形钢-混组合双跨连续梁弯扭屈曲分析[J].东北石油大学学报,2017,41(4):107-115.ZHANG Wenfu,DENG Yun,ZHAO Wenyan,et al.Flexural-torsional buckling analysis on I-shaped steel-concrete composite double-span continuous beams based on plate-beam theory[J].Journal of Northeast Petroleum University,2017,41(4):107-115.
[19]张文福,李洋,邓云,等.内置工字钢骨方钢管混凝土自由扭转刚度计算与FEM验证[J].东北石油大学学报,2018,42(3):113-122.ZHANG Wenfu,LI Yang,DENG Yun,et al.Free torsional rigidity and its FEM verification of concrete-filled square steel tube with encased I-shaped steel[J].Journal of Northeast Petroleum University,2018,42(3):113-122.
[20]柳凯议.双跨钢梁的屈曲分析与应用[D].大庆:大庆石油学院,2009:12-42.LIU Kaiyi.Elastic lateral buckling and application of double span continuous beams[D].Daqing:Daqing Petroleum Institute,2009:12-42.
[21]王新敏,李义强.ANSYS结构分析单元与应用[M].北京:人民交通出版社,2011:410-429.WANG Xinmin,LI Yiqiang.ANSYS structural analysis unit and application[M].Beijing:China Communications Press,2011:410-429.
[22]陈骥.钢结构稳定理论与设计[M].北京:科学出版社,2012:306-307.CHEN Ji.Stability of steel theory and design[M].Beijing:Science Press,2012:306-307.
[23]童根树.钢结构平面外稳定[M].北京:中国建筑工业出版社,2006:178-186.TONG Genshu.Out-plane Stability of steel structures[M].Beijing:China Architecture&Building Press,2006:178-186.
2019 版权所有©东北石油大学 | 地址:黑龙江省大庆市高新技术产业开发区学府街99号 | 邮政编码:163318
信息维护:学报 | 技术支持:现代教育技术中心
网站访问量: