华南理工大学学报(自然科学版)
華南理工大學學報(自然科學版)
화남리공대학학보(자연과학판)
JOURNAL OF SOUTH CHINA UNIVERSITY OF TECHNOLOGY(NATURAL SCIENCE EDITION)
2015年
2期
75-80,95
,共7页
周旺保%蒋丽忠%李书进%孔凡
週旺保%蔣麗忠%李書進%孔凡
주왕보%장려충%리서진%공범
钢-混凝土组合箱梁%畸变屈曲%转动约束刚度%侧向约束刚度%屈曲弯矩
鋼-混凝土組閤箱樑%畸變屈麯%轉動約束剛度%側嚮約束剛度%屈麯彎矩
강-혼응토조합상량%기변굴곡%전동약속강도%측향약속강도%굴곡만구
steel-concrete composite box beam%distortional buckling%rotational restraint stiffness%lateral restraint stiffness%buckling moment
畸变屈曲负弯矩区是钢-混凝土组合箱梁的最重要屈曲模式之一,而钢梁底板的转动及侧向约束刚度是影响其畸变屈曲的关键因素.文中对钢-混凝土组合箱梁负弯矩区钢梁底板的等效侧向及转动约束刚度进行了分析,结果表明钢梁底板侧向及转动约束刚度均与外荷载有耦合关系;基于钢梁底板侧向及转动约束刚度计算公式,利用弹性地基梁法推导了组合箱梁畸变屈曲临界应力计算公式,并进一步获得组合箱梁畸变屈曲临界弯矩;最后通过算例将该方法与ANSYS有限元法进行对比.算例分析表明:负弯矩作用下组合箱梁畸变屈曲临界荷载受构件长度影响较小;负弯矩作用下,转动约束刚度折减系数取0.5时,该方法屈曲弯矩计算结果与ANSYS有限元计算结果吻合良好.该方法利用了更为科学的钢梁底板侧向及转动约束刚度,考虑了负弯矩区底板和腹板的耦合失稳,计算方法物理意义更为明确,同时该计算方法较为简便,为变轴力作用下组合箱梁畸变屈曲临界荷载计算方法提供了理论基础.
畸變屈麯負彎矩區是鋼-混凝土組閤箱樑的最重要屈麯模式之一,而鋼樑底闆的轉動及側嚮約束剛度是影響其畸變屈麯的關鍵因素.文中對鋼-混凝土組閤箱樑負彎矩區鋼樑底闆的等效側嚮及轉動約束剛度進行瞭分析,結果錶明鋼樑底闆側嚮及轉動約束剛度均與外荷載有耦閤關繫;基于鋼樑底闆側嚮及轉動約束剛度計算公式,利用彈性地基樑法推導瞭組閤箱樑畸變屈麯臨界應力計算公式,併進一步穫得組閤箱樑畸變屈麯臨界彎矩;最後通過算例將該方法與ANSYS有限元法進行對比.算例分析錶明:負彎矩作用下組閤箱樑畸變屈麯臨界荷載受構件長度影響較小;負彎矩作用下,轉動約束剛度摺減繫數取0.5時,該方法屈麯彎矩計算結果與ANSYS有限元計算結果吻閤良好.該方法利用瞭更為科學的鋼樑底闆側嚮及轉動約束剛度,攷慮瞭負彎矩區底闆和腹闆的耦閤失穩,計算方法物理意義更為明確,同時該計算方法較為簡便,為變軸力作用下組閤箱樑畸變屈麯臨界荷載計算方法提供瞭理論基礎.
기변굴곡부만구구시강-혼응토조합상량적최중요굴곡모식지일,이강량저판적전동급측향약속강도시영향기기변굴곡적관건인소.문중대강-혼응토조합상량부만구구강량저판적등효측향급전동약속강도진행료분석,결과표명강량저판측향급전동약속강도균여외하재유우합관계;기우강량저판측향급전동약속강도계산공식,이용탄성지기량법추도료조합상량기변굴곡림계응력계산공식,병진일보획득조합상량기변굴곡림계만구;최후통과산례장해방법여ANSYS유한원법진행대비.산례분석표명:부만구작용하조합상량기변굴곡림계하재수구건장도영향교소;부만구작용하,전동약속강도절감계수취0.5시,해방법굴곡만구계산결과여ANSYS유한원계산결과문합량호.해방법이용료경위과학적강량저판측향급전동약속강도,고필료부만구구저판화복판적우합실은,계산방법물리의의경위명학,동시해계산방법교위간편,위변축력작용하조합상량기변굴곡림계하재계산방법제공료이론기출.
Distortional buckling is one of the important buckling patterns of steel-concrete composite box beams un-der negative moment , and the rotational and lateral restraint stiffness of the steel beam bottom plate is one of the key factors influencing the distortional buckling .In this paper , the equivalent lateral and rotational restraint stiff-ness of the steel beam bottom plate in negative moment region is investigated , and a coupling relationship between the restraint stiffness and the external load is revealed .Then, formulas to calculate the critical stress of the flexural-torsional buckling of steel-concrete composite box beams are deduced based on the elastic foundation beam method , and the corresponding critical buckling moments are further obtained .The proposed calculation method is finally compared with the existing methods through examples .Example results show that the distortional buckling moment of the composite box beams under negative moment is only slightly affected by the length;and that , under negative moment, the calculated buckling moments accord well with those obtained by ANSYS finite element method when the reduction factor of rotational restraint stiffness is set as 0 .5 .The proposed method makes use of the lateral and rotational restraint stiffness of the steel beam bottom plate in a more scientific manner , and the coupling instability between the steel beam bottom plate and the web plate is considered , so that the method is of great significance in the sense of physics and of great convenience as well .This research provides a theoretical foundation for the calcu-lation of critical stress of distortional buckling of the composite box beams under variable axial force .