| 研究生: |
丁迦堡 Bao, Dinh Gia |
|---|---|
| 論文名稱: |
高溫下鋼管混凝土實心柱受壓時潛變行為之數值研究 NUMERICAL STUDIES OF CREEP BEHAVIOR OF CONCRETE-FILLED STEEL TUBULAR COLUMNS UNDER COMPRESSION AT HIGH TEMPERATURES |
| 指導教授: |
王雲哲
Wang, Yun-Che |
| 學位類別: |
碩士 Master |
| 系所名稱: |
工學院 - 土木工程學系 Department of Civil Engineering |
| 論文出版年: | 2011 |
| 畢業學年度: | 99 |
| 語文別: | 英文 |
| 論文頁數: | 65 |
| 外文關鍵詞: | columns, concrete-filled steel tubular (CFST), fire resistance, thermoelasticity, creep |
| 相關次數: | 點閱:91 下載:2 |
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本文以有限元素方法,計算鋼管混凝土實心柱,在高溫下受壓力時的潛變行為。潛變模型為時間的指數函數。混凝土與鋼材均假設為等向均質線熱黏彈性材料,其界面為熱完美及力學完美界面。運用Abaqus有限元素軟體,在不同溫度下,求解此一熱傳方程式與黏彈方程式偶合的力學問題。對耐火鋼材而言,雖然圓形比方形斷面有較高的抗火能力,但方形比圓形斷面有較佳的抗潛變能力。此外,本文亦觀察到潛變導致的挫屈現象。統合來說,耐火鋼大幅的提升鋼管混凝土實心柱的抗高溫能力,在極高溫時,混凝土的脆性破壞為主要的破壞機制。
Concrete-filling in hollow structural section (HSS) steel columns has many beneficial effects and is becoming more popular in high-rise and industrial buildings. At ambient temperature,the load-bearing capacity of these composite columns is significantly increased. Thus, it is possible to reduce cross-sectional dimensions, which results in reduced construction costs and enhanced usable space in buildings. In addition, the advantageous thermal properties of concrete lead to increased fire resistance of these composite columns. Therefore additional external fire protection for the steel might be superfluous. However, the fire resistance of concrete-filled steel tubular columns should be research carefully to predict the behavior of these columns exposed to fire.
By using a finite element method (FEM) program is Abaqus/CAE Standard, this thesis has investigated the fire resistance of the axially loaded square and circular concrete-filled steel tube columns when exposed to elevated temperatures are 400 C, 500 C, and 600 C. The comparisons of the square and circular CFST columns of different sizes and different steel tube thicknesses, different steel type have shown that for columns having the same concrete and steel materials, although the circular column has slightly higher fire resistance than the square column, but the square columns have higher creep resistance than circular columns. The simulation results show that all of columns can stand the temperature of 400 C over than 10 hours without failure. The results also show that fire resistance steel improved the fire resistance of CFST columns significantly. However, at high temperature, concrete is crushed to bring about collapse of CFST columns. The failure of CFST columns is very suddenly and very difficult to predict.
[1] Yang H, Han LH, Wang YC. Effect of heating and loading histories on post-fire cooling behaviour of concrete-filled steel tubular columns. Journal of Constructional Steel
Research May 2008; 64(5): 556–570.
[2] Huo JS, Huang GW, Xiao Y. Effect of sustained axial load and cooling phase on post-fire behaviour of cocnrete-filled steel tubular stub columns. Journal of Constructional Steel
Research September 2009; 65(8-9): 1664–1676.
[3] Lu H, Zhao XL, Han LH. Fire behaviour of high strength self-consolidating concrete filled steel tubular stub columns. Journal of Constructional Steel Research November
2009; 65(10-11): 1995–2010.
[4] Peter S, Venkatesh K, Oliver B. Fire behaviour of hollow structural section steel columns filled with high strength concrete. Journal of Constructional Steel Researchz September
2009; 65(8-9): 1794–1802.
[5] Yina J, Zha XX, Li LY. Fire resistance of axially loaded concrete filled steel tube columns. Journal of Constructional Steel Researchz 2006; 62: 723–729.
[6] Wassim N, Amir M. Creep modeling for concrete-filled steel tubes. Journal of Constructional Steel Research 2003, 59: 1327–1344.
[7] Xiao Y, He WH, Mao XY, Choi KK, Confined concrete-filled tubular columns. Journal of Structural Engineering March 2005; 131: 488–497.
[8] Wilshire B. Observations, theories, and predictions of high temperature creep behavior. Metallurgical and Materials Transactions February 2002; 33a: 241–248.
[9] Chung HY, Lee CH, Su WJ, Lin RZ. Application of fire-resistant steel to beam-to-column moment connections at elevated temperatures. Journal of Constructional Steel Research 2010; 66: 289–303.
[10] Sakino K, Tomii M Hysteretic behavior of concrete filled square steel tubular beamcolumns failed in flexure. Trans. of the Japan Concrete Institute 1981, 3: 439–446.
63 [11] Sakumoto Y, Yamaguchi T, Ohashi M, Saito H. High-temperature properties of fireresistant steel for buildings. Journal of Structural Engineering 1992; 118(2): 392–407.
[12] Kelly FS, Sha W. A comparison of the mechanical properties of fire-resistant and S275 structural steels. Journal of Constructional Steel Research 1999; 50(3):223–233.
[13] Hetnarski RB, Eslami MR. Thermal stresses – Advanced theory and applications Solid Mechanics and Its Applications 2009; 158: 1–41.
[14] Ouyang F, Abaqus implementation of creep failure in polymer matrix composites with transverse isotropy. Thesis for the Degree Master of Science 2005; The Graduate Faculty of The University of Akron.
[15] McLean D, The physics of high temperature creep in metals; Metallurgy Division, National Physical Laboratory, Teddington, Middlesex 1966.
[16] Miller RF, Sindelar RL. Creep Analysis for Materials Test Reactor (MTR) Fuel Assemblies in Dry Storage (U) Westinghouse Savannah River Company; April 1995
[17] Griffin DS Inelastic and creep buckling of circular cylinders due to axial compression, bending, and twisting; Westinghouse Electric Corporation 1973.
[18] Eurocode 2. Design of concrete structures; BS EN 1992:2004.
[19] Lin RZ. The numerical simulations of H-beam to Box-column fire resistant moment connections at elevated temperatures. Thesis of Master Structural Engineering 2008, Nation Cheng Kung University, Taiwan.
[20] Eurocode 3. Design of steel structures; BS EN 1993:2001.
[21] Srpcic S, Viscous Creep of Steel Structures in Fire ; University of Ljubljana, Faculty of Civil and Geodetic Engineering; 2000.
[22] Lu H, Zhao XL, Han LH. Finite element analysis of temperatures in concrete filled double skin steel tubes exposed to fires. Proceedings of 4th international structural engineering and construction conference 2007; 1151–1156
[23] CIDECT. Improvement and extension of the simple calculation method for fire resistance of unprotected concrete filled hollow columns; CIDECT report 15Q: CIDECT; 2004.
[24] Abaqus 6.7. Abaqus analysis User’s manual, Volume 2; SIMULIA 2007
[25] NowackiW. Dynamic problems of thermoelasticity. Polish Scientific Publishers; Warszawa 1975.
[26] Nowinski JL. Theory of thermoelasticity with applications. Sijthoff and Noordhoff International Plublishers, Nertherlands 1978. 64
[27] Mohammed AM, Michael DE, Eric MT and Todd H. Importance of time-dependent material behavior in predicting strength of steel columns exposed to fire. Applied Mechanics and Materials2011; 82:350–355.
[28] Harmathy TZ. A Comprehensive Creep Model. Journal of Basic Engineering, Trans. ASME 1967. 89(3): 496–502.
[29] Fields BA and Fields RJ. Elevated temperature deformation of structural steel. Report NISTIR 88-3899 1989. National Institute of Standards and Technology, Gaithersburg, Metallurgy Division.