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Optimum Design of Normal Section and Reinforcement Replacement of Rectangular Reinforced Concrete Beam with Single Reinforcement |
WEI Wei |
China Railway 22nd Engineering Group Co. Ltd, Beijing 100043,China |
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Abstract Research purposes: Optimal non-linear mathematical mode is established by taking cross - sectional area of gravity retaining wall as object function and then taking the requirement of ground bearing capacity and stability check as constraint condition. Based on Matlab toolbox, the optimum result is obtained. This method avoids trial calculation process and appropriate cross 一 section is available. Based on considering relative principles of reinforcement replacement, some practical methods for calculating reinforcement replacement of rectangular section flexural members with equal strength, equal deflection and equal crack width are presented,and the key factors in different conditions are analysed. The process of replacing reinforcement becomes shortcut and the results are reliable with this method.
Research conclusions : For large - sized sectional bended members, the optimum design can be made with the method of controlling cross - section bearing capacity and deflection control to avoid the waste caused by blindly increase of the size and amount of reinforcing bars for the cross-section. With using Matlab, the optimum design of rectangular cross section beam with single reinforcing bar can be easily made, and from it the primary values of the section height and ratio of reinforcement can be obtained and the final design result can be obtained after the slight modification is done in consideration of the requirements of beam, weight and its size, module. For the rectangular cross section beam,its common ratio of reinforcement is within 0. 6% and 1. 6%. With using the substitution principle of reinforcing bar and concrete computing method described in this paper, the substitution outcomes can be easily obtained, which meet the checking calculation requirements of section bearing capacity, deflection control and crack width. The calculation example shows this optimum design method can make perfect economic benefits and is worth wide using.
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Received: 16 April 2008
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[1] GB 50010-2002,混凝土结构设计规范[S].
[2]罗卫华,袁健.钢筋混凝土单筋矩形梁正截面设计探讨 [J].工程建设与设计,2006(8) :56 -59.
[3]夏玉兰,袁健.钢筋混凝土矩形截面梁纵向配筋率影响 分析[J].工程建设与设计,2006(12) :45-47.
[4]沈蒲生,梁兴文.混凝土结构设计原理[M].北京:高等 教育出版社,2002.
[5]张京穗,赵家成.钢筋混凝土矩形截面梁短期刚度简捷 ,计算[J].建筑结构,2005(4) :35 -38.
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