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Journal of Zhejiang University SCIENCE A

ISSN 1673-565X(Print), 1862-1775(Online), Monthly

Influence of actual plastic hinge placement on the behavior of ductile frames

Abstract: The ultimate load and collapsing modes of steel frames under combined vertical and horizontal forces are investigated through finite element (FE) modelling and limit analysis. Consideration is given to a frequently overlooked problem which is the kinematics arising from the actual rotation of the plastic hinges under axial force and bending moment. This fact draws attention to the necessity of a careful assessment of the limit analysis approaches, a fact that might be seen as somewhat in line with the outcome from famous paradoxes, such as the one by Stüssi and Kollbrunner (1935), which can only be solved by making reference to both elastic and plastic deformations. As a result, it can be shown that in such a manner, it is possible to obtain a handy tool capable of competing with much more computationally expensive methodologies. The approach may be relevant to practising engineers dealing with code prescriptions and standardization committees.

Key words: Steel frames, Limit analysis, Actual plastic hinge localisation, Collapse kinematics

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研究目的:通过有é™å…ƒåˆ†æžå’Œæžé™åˆ†æžï¼Œç ”究了在纵å‘和横å‘è½½è·ä¸‹é’¢æ¡†æž¶çš„最大负è·å’Œå塌模å¼ï¼Œå¹¶è€ƒè™‘了塑性铰链在轴å‘力和弯曲力矩的作用下在实际旋转时的è¿åŠ¨å­¦ã€‚
研究方法:在垂直和水平方å‘è½½è·å…±å­˜çš„情况下,基于轴å‘力和弯曲力矩的交互作用,研究延性框架的æžé™è½½è·å’Œå塌模å¼å¯¹äº§ç”ŸäºŽå¡‘性铰链的真实è¿åŠ¨å­¦çš„æ•æ„Ÿæ€§ã€‚通过两个基本的案例和通过æˆåŠŸåœ°è¯„ä¼°éžçº¿æ€§æœ‰é™å…ƒåˆ†æžå’Œç›´æŽ¥å®žæ–½çš„æžé™åˆ†æžæ­¥éª¤ï¼Œå¹¶åˆ©ç”¨MATHEMATICA(r),æ­ç¤ºäº†å…¶æ•æ„Ÿæ€§ã€‚
é‡è¦ç»“论:在标准规程的框架下,å³ä½¿åœ¨æœ€ç®€å•çš„案例中,æžé™åˆ†æžçš„主è¦ç»“果也会考虑在å塌时的è¿åŠ¨å­¦ï¼Œè¿™ä¸Žè®¾è®¡å’ŒåŠ å›ºçš„目的都是相关的。如果没有对所有的结构元件的轴å‘力和弯曲力矩的交互作用进行åˆç†çš„计算,塑性铰链的定ä½è®¡ç®—å¯èƒ½å¾—出ä¸æ­£ç¡®çš„å塌机ç†å’Œè¯¯å¯¼æ€§çš„安全系数。就具体方é¢è€Œè¨€ï¼Œæœ¬æ–‡æ¸…楚地表明,在设计新的结构或者为现有结构进行加固时,å³ä½¿æ˜¯ä½¿ç”¨çœ‹èµ·æ¥å·²ç»éžå¸¸å®Œå¤‡çš„ç»å…¸æ­¥éª¤ï¼Œä¹Ÿå¿…é¡»éžå¸¸å°å¿ƒã€‚本文的模型å¯ä»¥ä¸ºå¤„ç†è§„程设计的执业工程师和标准化委员会æä¾›å‚考。

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Mohammad@Pourjafar<m_pourjafar@ut.ac.ir>

2014-07-09 14:58:54

it's perfect

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DOI:

10.1631/jzus.A1400031

CLC number:

O344

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On-line Access:

2014-07-08

Received:

2014-01-18

Revision Accepted:

2014-05-08

Crosschecked:

2014-06-24

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