This paper presents criteria for determining the base rotational spring restraint and the second-order analysis of a cantilevered precast concrete column supported by an iso'/> Moment Restraint and Second- Order Analysis of a Cantilevered Precast Column Supported by an Isolated Footing
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Moment Restraint and Second- Order Analysis of a Cantilevered Precast Column Supported by an Isolated Footing

机译:独立基础支撑的悬臂式预制柱的弯矩约束和二阶分析

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style="text-align: left;">This paper presents criteria for determining the base rotational spring restraint and the second-order analysis of a cantilevered precast concrete column supported by an isolated reinforced concrete footing  and its anchorages bearing on elastic soil or on piling. The column-base-footing system is analyzed, as well as the relative importance of its two interfaces: the column base plate to footing and     the footing to soil. This issue is of major importance in the analysis and design of framed structures and in the determination of their deflections, stability, and second-order effects. This paper extends the  procedure presented in Sections 3.8.2 through 3.8.4 of the PCI Design Handbook, Fifth Edition, and provides a practical tool for calculating the degree of fixity at the base of precast and monolithic columns on isolated footings bearing directly on soil or supported by piling. The steps for calculating the total overturning moment, overall stability, and stresses in the different materials and supporting  soil, in accordance with the AC! Building Code (AC! 318-99), are presented. The proposed model is limited to rigid footings and short-term behavior. Further research is ongoing to determine the effects  of secondary settlements in the soil, creep and shrinkage of the concrete, bond slippage in the anchor bolts, and other factors. >References style="text-align: left;">1. ACI Committee 318, a€?Building Code Requirements for Structural Concrete (ACI 3 18-99),a€? American Concrete Institute, Farmington Hills, MI. 1999. style="text-align: left;">2. AISC, Manual of Steel Construction: Load & Resistance Factor Design, Second Edition, V. II, Chapter 11, American Institute of Steel Construction, Chicago, IL, 1993, pp. 11-54 to 11-64. style="text-align: left;">3. Salmon, C. G., and Johnson, J. E., Steel Structures: Design and Behavior, Fourth Edition, Harper-Collins, New York, NY,  1996. style="text-align: left;">4. PCI Design Handbook: Precast and Prestressed Concrete, Fifth Edition, Precast/Prestressed Concrete Institute, Chicago, IL, 1999. style="text-align: left;">5. Thornton, W. A., a€?Design of Base Plates for Wide Flange Columns - A Concatenation of Methods,a€? Engineering Journal, American Institute of Steel Construction, V. 27, No. 4, Fourth Quarter,  1990, pp. 173-174. style="text-align: left;">6. Blodgett, 0. W., Design of Welded Structures, James F. Lincoln Arc Welding Foundation, Cleveland, OH, 1966.  style="text-align: left;">7. DeWolf, J. T., and Sarisley, E. F., a€?Column Base Plate with Axial Loads and Moments,a€? Journal of the Structural Division, American Society of Civil Engineers, V. 106, No.  ST1 1, November 1980, pp. 2176-2184. style="text-align: left;">8. Thambiratnam, D. P., and Paramasivam, P., target="_blank" title="a€?Base Plates Under Axial Loads and Moments,a€?" href="http://dx.doi.org/10.1061/(asce)0733-9445(1986)112:5(1166) ">a€?Base Plates Under Axial Loads and Moments,a€? Journal of Structural Engineering, American Society of Civil Engineers, V. 112 , No. 5,  May 1986, pp.  1166-1181. style="text-align: left;">9. Melchers, R. E., a€?Steel Base Plate-Footing-Soil Behavior,a€? Second International Workshop on Connections in Steel Structures: Behavior, Strength and Design, American Institute of Steel  Construction, Chicago, IL, 1992, pp. 132-139. style="text-align: left;">10. Bowles, J. E., Foundation Analysis and Design, Fourth Edition, McGraw-Hill Company, New York, NY, 1988. style="text-align: left;">11. Das, B. M., Principles of Foundation Engineering, Second Edition, PWS-Kent Publishing Company, Boston, MA, 1990. style="text-align: left;">12. Scott, R. F., Foundation Analysis, Prentice-Hall Inc., Englewood Cliffs, NJ, 1981. style="text-align: left;">13. Lin, G., target="_blank" tit
机译:style =“ text-align:left;”>本文提出了确定由独立钢筋混凝土基础支撑的悬臂预制混凝土柱及其在弹性土壤上锚固的基础旋转弹簧约束和二阶分析的标准或打桩。分析了柱基基础系统及其两个接口的相对重要性:柱基础板到基础和基脚到土壤的基础。这个问题对于框架结构的分析和设计以及其挠度,稳定性和二次效应的确定至关重要。本文扩展了《 PCI设计手册》(第五版)第3.8.2至3.8.4节中介绍的过程,并提供了一种实用工具来计算直接在土壤上承压的孤立地基上的预制柱和整体柱基础的固定度或由桩支撑。根据AC,计算不同材料和支撑土中的总倾覆力矩,整体稳定性和应力的步骤!介绍了建筑规范(AC!318-99)。提出的模型仅限于固定的基础和短期行为。正在进行进一步的研究以确定土壤中的次生沉降,混凝土的蠕变和收缩,地脚螺栓的粘结滑移以及其他因素的影响。 >参考 style =“ text-align:left;”> 1。 ACI委员会318,“结构混凝土的建筑规范要求(ACI 3 18-99),a”。美国混凝土研究所,密西根州法明顿希尔斯。 1999。 style =“ text-align:left;”> 2。 AISC,《钢结构手册:载荷和阻力系数设计》,第二版,第二版,第11章,美国钢结构学会,芝加哥,伊利诺伊州,1993年,第11-54至11-64页。 style =“ text-align:left;”> 3。 Salmon,C. G.和Johnson,J. E.,《钢结构:设计与行为》,第四版,哈珀·柯林斯,纽约,纽约,1996年。 style =“ text-align:left;”> 4。 PCI设计手册:预制和预应力混凝土,第五版,预制/预应力混凝土研究所,伊利诺伊州芝加哥,1999年。 style =“ text-align:left;”> 5。 Thornton,W. A.,“宽法兰柱底板的设计-方法的结合”,a。工程学报,美国钢结构学会,V.27,第4号,第四季度,1990年,第173-174页。 style =“ text-align:left;”> 6。 Blodgett,0. W.,焊接结构设计,James F.Lincoln弧焊基金会,俄亥俄州克利夫兰,1966年。 style =“ text-align:left;”> 7。 DeWolf,J. T.和Sarisley,E. F.,“带有轴向载荷和力矩的柱底板”,a。美国土木工程师学会结构分会杂志,V.106,第ST1号,1980年11月,第2176-2184页。 style =“ text-align:left;”> 8。 Thambiratnam,D。P.和Paramasivam,P。,target =“ _ blank” title =“ a?轴向载荷和力矩下的底板,a ??” href =“ http://dx.doi.org/10.1061/(asce)0733-9445(1986)112:5(1166)”> a?轴向载荷和弯矩下的底板,a?美国土木工程师学会结构工程学报,V. 112,No. 5,1986年5月,第1166-1181页。 style =“ text-align:left;”> 9。梅尔彻斯(Melchers),R。,《钢底板-脚踏-土壤行为》,第二届国际钢结构连接国际研讨会:行为,强度和设计,美国钢结构研究所,伊利诺伊州芝加哥,1992年,第132-139页。 style =“ text-align:left;”> 10。 Bowles,J。E.,《基础分析和设计》,第四版,McGraw-Hill Company,纽约,纽约,1988年。 style =“ text-align:left;”> 11。 Das,B. M.,《基础工程原理》,第二版,PWS-Kent出版公司,马萨诸塞州波士顿,1990年。 style =“ text-align:left;”> 12。 Scott R. F.,《基础分析》,Prentice-Hall Inc.,新泽西州Englewood Cliffs,1981年。 style =“ text-align:left;”> 13。 Lin,G。,target =“ _ blank”山雀

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