Vol. 21, No. 6, pp. 551-560 (2025)
ESTIMATION OF DEFORMATION CAPACITY OF CIRCULAR
HOLLOW SECTION BASED ON STRAIN
Heng-Li Fu 1, 2, Gan-Ping Shu 1, 2, *, Jin Zhang 3, Bao-Feng Zheng 1, 2, Li-Bo Wang 1, 2 and Zhan-Peng Chen 1, 2
1 Key Laboratory of Concrete and Prestressed Concrete Structures of Ministry of Education,
Southeast University, Nanjing 210096, China
2 School of Civil Engineering, Southeast University, Nanjing 210096, China
3 ARTS Group Co., Ltd., Suzhou 215123, China
*(Corresponding author: E-mail:This email address is being protected from spambots. You need JavaScript enabled to view it.)
Received: 21 April 2025; Revised: 21 May 2025; Accepted: 26 May 2025
DOI:10.18057/IJASC.2025.21.6.8
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ABSTRACT
The deformation evaluation of steel members is an important part of the performance-based seismic design of steel structures. The strain-based deformation capacity is not susceptible to load and boundary conditions, and can directly reflect the ductility of the component. According to the mechanical properties of steel circular hollow section (CHS) beam-columns in engineering structures, this paper proposes a strain-based ductility coefficient derived from the equivalent plastic zone to estimate their deformation capacity. Six typical circular hollow section steel components were subjected to quasi-static tests, with different diameter-to-thickness ratio and axial compression ratio as the test parameters. Based on the experimental results, a validated and reliable finite element model was established to analyze the effects of various factors on the strain ductility coefficient of steel circular hollow sections under quasi-static loading. The results indicated that the strain ductility coefficient decreased with increasing diameter-to-thickness ratio and axial compression ratio. A recommended empirical formula for the strain ductility coefficient of circular hollow section beam-columns was proposed using regression analysis. The empirical formula has high accuracy, serving as a reference for promoting the application of performance-based seismic design in steel structures.
KEYWORDS
Quasi-static test, Circular hollow section, Strain ductility coefficient, Performance-based seismic design
REFERENCES
[1] M.J. Priestley, Performance based seismic design. In: 12th World Conferences on Earthquake Engineering, 2000, pp. 2831-2852.
[2] M. Elchalakani, X.L. Zhao, R.H. Grzebieta, Plastic mechanism analysis of circular tubes under pure bending, International Journal of Mechanical Sciences 2002;44:1117–1143.
[3] Dalal Sejal P, Vasanwala, Desai A K, Performance based seismic design of structure: A review. International journal of civil and structural engineering 2011;1:795-803.
[4] SEAOC. A framework for performance-based engineering: Vision 2000. California: Structural Engineering Association of California, 1995.
[5] FEMA-273 Nehrp guidelines for the seismic rehabilitation of buildings. Washnigton, DC: Federal Emergency Management Agency; 1997.
[6] TBI Guidelines Working Group. Guidelines for performance-based seismic design of tall buildings. California, peer report: Pacific Earthquake Engineering Research Center; 2010.
[7] FEMA 356. FEMA-356 Prestandard and Commentary for the Seismic Rehabilitation of Buildings. Washnigton, DC: Federal Emergency Management Agency; 2000.
[8] ASCE 41-13. ASCE41–13 Seismic Evaluation and Retrofit of Existing Buildings. Reston, VA: American Society of Civil Engineers; 2014.
[9] ASCE 41-17. Seismic Evaluation and Retrofit of Existing Buildings. Reston, Virginia: American Society of Civil Engineers, Ed.; American Society of Civil Engineers; 2017.
[10] GB 50017–-2017. Standard for design of steel structures. Beijing: China Architecture & Building Press; 2018 [in Chinese].
[11] GB 50011-2010. Code for seismic design of buildings. Beijing: China Architecture & Building Press; 2018 [in Chinese].
[12] Fan Zhong, Chai huijuan, Chen Yuchen, et al. Deformation Performance of Steel Pipe Columns. Journal of Tianjin University(Science and Technology) 2021;54:133-143 [in Chinese].
[13] X. Meng, L. Gardner, Stability and design of normal and high strength steel CHS beam-columns, Engineering Structures 251 (2021) 113361.
[14] B. Zheng, Z. Chen, J. Yao, H. Fu, L. Wang, G. Shu, Tests on seismic performance of hot-rolled stainless steel circular hollow section beam-columns, Structures 74 (2025) 108611.
[15] J. Xing, Y. Tian, Q. Yang, Y. Huang, G. Xu, Hysteretic performance of CHS steel members under cyclically fluctuating axial loads and lateral displacement, Engineering Structures 199 (2019) 109602.
[16] Wang kaifei, Shaofangfang, et al. Research on hysteretic behavior of steel circular-tube members under constant compression and cyclic bending. Journal of Building Structures 2010;31:35-38 [in Chinese].
[17] M. Elchalakani, X.-L. Zhao, R. Grzebieta, Cyclic bending tests to determine fully ductile section slenderness limits for Cold-Formed circular hollow sections, Journal of Structural Engineering 130 (2004) 1001–1010.
[18] Z. Guo, J. Yang, Z. Li, Y. Chen, Experimental investigation on hysteretic behavior of circular hollow steel tubular columns after lateral impacts, Engineering Structures 232 (2021) 111861.
[19] C. Fang, F. Wang, C. Wang, Y. Zheng, Cyclic behavior of oval hollow section (OHS) beam-columns, Thin-Walled Structures 161 (2021) 107430.
[20] J. Zhang, G.-P. Shu, D. Yang, L.-L. Yang, Estimation of deformation capacity of steel beam-columns based on strain ductility coefficient, Structures 46 (2022) 1517–1531.
[21] GB/T 228.1-2021. Metallic materials-Tensile testing-Part 1:Method of test at room temperature. Beijing: China Standards Press; 2021 [in Chinese]
[22] Xu Y, Wu B, Zheng B. Full-field geometric imperfection and effect on cross-section capacity of circular steel tubes. J Construction Steel Res 2023;201:107749.
[23] GB 50205-2020. Standard for acceptance of construction quality of steel structures. Beijing: China Planning Press; 2020 [in Chinese].
[24] American Institute of Steel Construction (ANS//AISC), ANS/AISC 341-16. Seismic Provisions for Structural Steel Buildings, Illinois, USA, 2016.
[25] K. Wei, F. Yuan, X. Shao, Z. Chen, G. Wu, X. He, High-speed multi-camera 3D DIC measurement of the deformation of cassette structure with large shaking table, Mechanical Systems and Signal Processing 177 (2022) 109273.
[26] Timoshenko S, Gere J. Theory of elastic stability (International student edition). McGREW - Hill international book company; 1963.
[27] X. Cheng, D. Duan, A. Ali, Y. Chen, Constitutive model for thin-walled H-sections bent about weak-axis considering local buckling, Structures 25 (2020) 56–71.
[28] X. Cheng, Chen yiyi, Hinge zone model of H-section steel members and hinge zone length. journal of tongji university 2016;44: 677-684 [in Chinese].
[29] X. Cheng, Cross-section Classification and Hysteretic Behavior of Non-plastic-hinge H-section Steel Beam-columns. Tongji University Press;2017.
[30] Shi Binghua, Common formulas for calculating the non-uniformity coefficient of shear stress distribution in typical cross-sections, Journal of Building Structures 1984;66-69[in Chinese].
[31] Jin Zhang, Research and application of performance-based seismic design method and performance evaluation criteria for multistory steel structures. Nanjing: Southeast university; 2023 [in Chinese].
[32] JGJ 101—2015. Specification for seismic test of buildings. Beijing: China Architecture & Building Press; 2015 [in Chinese].
[33] Y. Wu, S. Fan, H. Zhou, Y. Guo, Q. Wu, Cyclic behaviour of diagonally stiffened stainless steel plate shear walls with two-side connections: Experiment, simulation and design, Engineering Structures 268 (2022) 114756.
[34] Chen, B. Zheng, G. Shu, Classification criteria for austenitic stainless steel H-section under cyclic loading about major-axis, Journal of Constructional Steel Research 214 (2024) 108460.
[35] Shi Y, Wang M, Wang Y. Experimental study of structural steel constitutive relationship under cyclic loading. J Build Mater 2012;15:293–300 [in Chinese].
[36] Suzuki Y, Lignos DG. Development of loading protocols for experimental testing of steel columns subjected to combined high axial load and lateral drift demands near collapse. Proc., 10th National Conf. on earthquake engineering. Anchorage, AK: Earthquake Engineering Research Institute; 2014.
