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Plastic and yield slenderness limits for circular concrete filled tubes subjected to static pure bending

机译:承受纯静弯曲的圆形混凝土填充管的塑性和屈服细长极限

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The current slenderness limits in international design codes are often based on certain rotation capacities obtained from plastic bending tests of Concrete Filled Tubes (CFT). In the past, a plastic slenderness limit of lambda(s)=188 was obtained by the first author based on a fracture rotation limit of the steel tube. However, such limit may be questionable being brittle and insufficient for plastic design of CFT members, subassemblies and frames where adequate strain/deformation ductility is required. The main aims of this paper are to present (i) a new method to determine new ductile slenderness limits suitable for plastic design of structures based on the measured strains in plastic bending tests on CFT; (ii) a closed-form solution for the elastic and inelastic buckling strains of CFT under pure bending using a new simplified energy approach employing the well-known Ritz method. The critical strains obtained from such analysis were used to derive new slenderness limits for CFT; and (iii) finite element modelling of CFT and compare the experimental and numerical moment-rotation responses. The effect of concrete filling on the post buckling strength of restrained tubes is quantified. The current design rules for unrestrained Circular Hollow Sections (CHS) in steel specifications are also compared with the restrained strength obtained from the tests. Two new compact and yield slenderness limits were derived based on the strength corresponds to the appearance of the plastic ripples during the test. The experimentally obtained and the theoretically derived slenderness limits are compared against the available limits in the design codes and standards. The newly derived compact limit of lambda(p)=79 was found in a good agreement with lambda(p)=72 specified for CFT in the ANSI/AISC 360-10 specification. However, the new yield limit of lambda(y)=150 was found considerably lower than lambda(y)=254 for CFT specified in the ANSI/AISC 360-10. (C) 2016 Elsevier Ltd. All rights reserved.
机译:国际设计规范中当前的细长度限制通常基于混凝土填充管(CFT)的塑性弯曲试验获得的某些旋转能力。过去,第一作者基于钢管的断裂旋转极限获得了λ= 188的塑性细长极限。然而,对于需要足够的应变/变形延展性的CFT构件,子组件和框架的塑性设计而言,这种极限可能是脆弱的并且不足以令人怀疑。本文的主要目的是提出(i)根据在CFT上进行的塑料弯曲试验中测得的应变,确定适用于结构塑料设计的新的韧性细长极限的新方法; (ii)使用新的简化的能量方法,采用众所周知的Ritz方法,对纯弯曲下CFT的弹性和非弹性屈曲应变的封闭形式解。从这种分析中获得的临界应变被用来推导CFT的新的细度极限。 (iii)CFT的有限元建模,并比较实验和数值矩-旋转响应。定量了混凝土填充对约束管的后屈曲强度的影响。还将钢规格中无约束的圆形空心截面(CHS)的当前设计规则与从测试中获得的约束强度进行了比较。根据强度与测试过程中塑料波纹的外观相对应,得出了两个新的压实度和屈服伸长率极限。将实验获得的和理论上得出的细长极限与设计规范和标准中的可用极限进行比较。发现新推导的lambda(p)= 79的紧凑极限与ANSI / AISC 360-10规范中为CFT指定的lambda(p)= 72很好地吻合。但是,对于ANSI / AISC 360-10中指定的CFT,发现新的lambda(y)= 150的屈服极限大大低于lambda(y)= 254。 (C)2016 Elsevier Ltd.保留所有权利。

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