研究生: |
Sharan Roy Choudhury Sharan Roy Choudhury |
---|---|
論文名稱: |
具有橫向圓形開口的 RC 樑的有限元素模擬:研究結構行為和改造策略 Finite Element Simulation of RC Beam with Transverse Circular Opening: Investigating Structural Behavior and Retrofitting Strategies |
指導教授: |
邱建國
Chien-Kuo Chiu |
口試委員: |
邱建國
Chien-Kuo Chiu 鄭敏元 Min-Yuan Cheng 許士昱 Shi-Yu XU |
學位類別: |
碩士 Master |
系所名稱: |
工程學院 - 營建工程系 Department of Civil and Construction Engineering |
論文出版年: | 2023 |
畢業學年度: | 112 |
語文別: | 英文 |
論文頁數: | 386 |
中文關鍵詞: | 鋼筋混凝土梁 、橫向開口 、有限元素模擬 、改造 、循環加載 |
外文關鍵詞: | RC Beam, Transverse Opening, FEM Simulation, Retrofitting, Cyclic Loading |
相關次數: | 點閱:52 下載:12 |
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本論文探討了帶有圓形開口的鋼筋混凝土(RC)樑的結構複雜性,這是一種典型的建築和工程元素,旨在容納通風、電氣和管道系統等多種服務。 梁中圓形開口的存在會導致應力集中和剪力分佈的改變,這可能會損害結構的完整性。 為了確保結構的安全性和有效性,必須了解這些樑的複雜行為。 本研究以周玠慈[1]和何胤頤[2]的基礎研究為基礎,結合了實驗測試和有限元素法(FEM)模擬。 週玠慈[1]和何胤頤[2]提出的設計指南和估計方法為本論文奠定了基礎,但它們的驗證和進一步探索對於增強其適用性和可靠性至關重要。
為了滿足驗證和擴展的需求,對週玠慈[1]和何胤頤[2]測試的樣本進行了有限元素模擬,提供了對應力模式的見解並確認了有限元素模型的穩健性。 何胤頤[2]研究樣本的改造增加了額外的研究層面,探討增強橫向圓形開口RC梁結構表現的策略。 同時,也考慮了抗震設計視角,透過案例研究驗證了周玠慈[1]的設計指南。
本文提出的全面分析和驗證旨在促進結構工程實踐的進步,為標準和地震條件下橫向圓形開口RC樑的設計和改造提供有價值的指導。
The structural intricacies of reinforced concrete (RC) beams with circular openings—a typical architectural and engineering element meant to accommodate multiple services like ventilation, electrical, and plumbing systems—are explored in this dissertation. The presence of circular openings in beams can cause stress concentrations and modifications to the shear force distribution, which could compromise the structural integrity of the structure. To ensure the safety and effectiveness of structures, it is essential to comprehend the intricate behavior of these beams. Building upon the foundational studies of 周玠慈[1] and 何胤頤[2], this research employs a combination of experimental testing and Finite Element Method (FEM) Simulations. The proposed design guidelines and estimation methods from 周玠慈[1] and 何胤頤[2] lay the groundwork for this thesis, but their validation and further exploration are essential to enhance their applicability and reliability.
To address this need for validation and extension, FEM Simulation is conducted on specimens tested by 周玠慈[1] and 何胤頤[2], offering insights into stress patterns and confirming the robustness of the FEM model. The retrofitting of specimens from 何胤頤[2] study adds an additional layer of investigation, exploring strategies to enhance the structural performance of RC beams with transverse circular openings. In tandem, the seismic design perspective is considered, validating design guidelines from 周玠慈[1] through a case study.
The comprehensive analysis and validation presented in this thesis aim to contribute to the advancement of structural engineering practices, offering valuable guidance for the design and retrofitting of RC beams with transverse circular openings in both standard and seismic conditions.
1. 周玠慈, Study on the Novel Retrofitting Methods of Reinforced Concrete Beams with Circular Openings[Master's Thesis]. 2022, National Taiwan University of Science and Technology. p. 297.
2. 何胤頤, Study on the Formulas of Shear Capacity for an RC beam with the Circular Opening[Master's Thesis]. 2023, National Taiwan University of Science and Technology p. 140.
3. Climent, A.B., M. Ohkubo, and T. Matsuoka, Studies of Shearing Behavior on Reinforced Concrete Beams with An Opening at Beam-End Region. Concrete Engineering Annual Paper Report 1995. 17: p. 631-636.
4. Somes, N. and W. Corley, Circular openings in webs of continuous beams. Special Publication, 1974. 42: p. 359-398.
5. Mansur, M. and K.-H. Tan, Concrete beams with openings: analysis and design. Vol. 20. 1999: CRC Press.
6. ACI, Building code requirements for structural concrete and commentary (ACI 318-19). ACI: Farmington Hills, MI, USA, 2019.
7. CSSE, Guideline of the reinforcement arrangement for reinforced concrete building sturcures. Chinese Society of Structural Engineers, 2011.
8. AIJ, Design guidelines for earthquake resistant reinforced concrete buildings based on inelastic displacement concept(AIJ-1999). Architectural Institute of Japan, 1999.
9. AIJ, Standard for structural Calculation of Reinforced concrete Structures (AIJ-2010). Architectural Institute of Japan, 2010.
10. Tan, K.-H., M. Mansur, and W. Wei, Design of reinforced concrete beams with circular openings. Structural Journal, 2001. 98(3): p. 407-415.
11. Mansur, M.A., Effect of openings on the behaviour and strength of R/C beams in shear. Cement and concrete composites, 1998. 20(6): p. 477-486.
12. Cook, R.D., Concepts and applications of finite element analysis. 2007: John wiley & sons.
13. BV, D.F., Diana User’s Manual, Release 10.4. 2020.
14. Rots, J.G. and J. Blaauwendraad, Crack models for concrete, discrete or smeared? Fixed, multi-directional or rotating? HERON, 34 (1), 1989, 1989.
15. Vecchio, F.J. and M.P. Collins, The modified compression-field theory for reinforced concrete elements subjected to shear. ACI J., 1986. 83(2): p. 219-231.
16. Selby, R.G., Three-dimensional constitutive relations for reinforced concrete. 1995.
17. Hordijk, D.A., Local approach to fatigue of concrete. 1993.
18. Béton, C.E.-I.d., CEB-FIP model code 1990: Design code. 1993: Thomas Telford Publishing.
19. Fédération internationale du, b.t., FIB model code for concrete structures 2010. 2013, Ernst & Sohn, a Wiley brand Lausanne, Switzerland: Lausanne, Switzerland.
20. Committee, J.C., Standard Specifications for Concrete Structures-2007 ‘‘Design’’. Japanese Society of Civil Engineering (JSCE), JSCE Guidelines for Concrete, 2007.
21. Maekawa, K., H. Okamura, and A. Pimanmas, Non-linear mechanics of reinforced concrete. 2003: CRC Press.
22. JSCE, Standard Specifications for Concrete Structures-2012 ‘‘Design’’, in Japanese Society of Civil Engineering (JSCE), JSCE Guidelines for Concrete. 2012.
23. Monti, G. and C. Nuti, Nonlinear cyclic behavior of reinforcing bars including buckling. Journal of structural engineering, 1992. 118(12): p. 3268-3284.
24. Hendriks, M.A.N. and M.A. Roosen, Guidelines for Nonlinear Finite Element Analysis of Concrete Structures. 2019, Rijkswaterstaat Centre for Infrastructure.
25. Waldron, P. The use of FRP as embedded reinforcement in concrete. in FRP Composites in Civil Engineering-CICE 2004: Proceedings of the 2nd International Conference on FRP Composites in Civil Engineering-CICE 2004, 8-10 December 2004, Adelaide, Australia. 2004. Taylor & Francis.
26. Gdoutos, E.E., K. Pilakoutas, and C.A. Rodopoulos, Composites in Concrete Construction., in Failure analysis of industrial composite materials. 2000, McGraw-Hill,London. p. 449-497.
27. Khalifa, A., et al., Contribution of externally bonded FRP to shear capacity of RC flexural members. Journal of composites for construction, 1998. 2(4): p. 195-202.
28. Monti, G., F. Santinelli, and M.A. Liotta. Mechanics of FRP shear strengthening of RC beams. in Proc. ECCM. 2004.
29. Zhang, Z. and C.-T.T. Hsu, Shear Strengthening of Reinforced Concrete Beams Using Carbon-Fiber-Reinforced Polymer Laminates. Journal of Composites for Construction, 2005. 9(2): p. 158-169.
30. ACI, Guide for the Design and Construction of Externally Bonded FRP Systems for Strengthening Concrete Structures (ACI 440.2R-17). ACI: Farmington Hills, MI, USA, 2017.
31. 渋市, 克., 訓. 杉本, and 安. 増田, CFRP板を用いたRC有孔梁に対する補強工法 「ハリトース工法」の開発. 大林組技術研究所報 大林組技術研究所 編, 2013(77): p. 1-7.
32. ACI, Guide to Concrete Repair (ACI PRC-546-14). ACI: Farmington Hills, MI, USA, 2014.
33. Rots, J.G., Computational modeling of concrete fracture. 1988.
34. Materials., A.A.S.f.T.a., Standard Test Method for Flexural Strength of Hydraulic-Cement Mortarss (C348-21). West Conshohocken: ASTM, 2021.
35. Materials., A.A.S.f.T.a., Standard Test Methods and Definitions for Mechanical Testing of Steel Products (A370-23). West Conshohocken: ASTM, 2023.
36. Materials., A.A.S.f.T.a., Standard Test Method for Tensile Properties of Polymer Matrix Composite Materials (D3039/D3039M). West Conshohocken: ASTM, 2017.
37. Soleman, H.A., Cyclic Response of RC Flexural Members with Opening Close to Fixed End[Master's Thesis]. 2023, National Taiwan University of Science and Technology p. 111.
38. Kim, H.-G., J.-Y. Lee, and K.-H. Kim, Shear Performance of Reinforced Concrete Beams with Small Circular Openings Strengthened Using Rectangular and Octagonal-Shaped Reinforcement. Materials, 2020. 13(24): p. 5804.