基于余能原理基面力元法的轻骨料混凝土骨料均匀性分析
Analysis of Aggregate Uniformity of Lightweight Aggregate Concrete Based on the Complementary Energy Principle and Base Force Element Method
摘要: 本文提出一种轻骨料混凝土骨料均匀度评价方法及相应的评价指标,并运用余能原理基面力元法建立轻骨料混凝土模型并进行细观损伤分析,同时探究轻骨料混凝土中骨料分散均匀性对轻骨料混凝土性能的影响。得到的结论为:基于余能原理基面力元法的轻骨料混凝土模型能够很好的进行轻骨料混凝土试件静态单轴受压以及受拉的模拟计算,同时清晰的展现了轻骨料混凝土试件加载后的损伤破坏过程。轻骨料混凝土试件轴心受压承载力受轻骨料分布均匀性影响较为明显,且均匀性指标值在1.6左右时,试件力学性能较好,当均匀性指标低于1.4时,轻骨料混凝土试件由于强度较弱的轻骨料相分散性较好试件整体的力学性能较差,而当大于1.6时随着数值增大试件中出现较多骨料聚集存在较多薄弱区域,试件的整体性能也在降低,同时轻骨料混凝土试件受压承载性能会随水灰比的增高明显降低。
Abstract: In this paper, an evaluation method of aggregate uniformity of lightweight aggregate concrete soil and corresponding evaluation indexes are proposed, and a model of lightweight aggregate concrete is established by using the residual energy principle based surface force element method to conduct mesoscopic damage analysis, and the influence of aggregate dispersion uniformity on the performance of lightweight aggregate concrete is explored. The conclusion is that the light aggregate concrete model based on the fundamental surface force element method of the complementary energy principle can well simulate the static uniaxial compression and tension of light aggregate concrete specimens, and clearly show the damage and failure process of light aggregate concrete specimens after loading. The axial compression capacity of light aggregate concrete specimens is significantly affected by the uniformity of distribution of light aggregate, and when the uniformity index value is about 1.6, the mechanical properties of the specimens are better; when the uniformity index is lower than 1.4, the mechanical properties of the specimens as a whole are worse because the light aggregate with weak strength has better phase dispersion. When the value is greater than 1.6, there are more weak areas of aggregate aggregation in the specimen, and the overall performance of the specimen is also decreased with the increase of the value. Meanwhile, the compression bearing performance of the light aggregate concrete specimen decreases significantly with the increase of the water-cement ratio.
文章引用:宿爽, 隋奕. 基于余能原理基面力元法的轻骨料混凝土骨料均匀性分析[J]. 土木工程, 2024, 13(6): 1111-1122. https://doi.org/10.12677/hjce.2024.136120

参考文献

[1] Gao, Y. (2003) A New Description of the Stress State at a Point with Applications. Archive of Applied Mechanics (Ingenieur Archiv), 73, 171-183. [Google Scholar] [CrossRef
[2] 彭一江. 基于基面力概念的新型有限元方法[D]: [博士学位论文]. 北京: 北京交通大学, 2006.
[3] Peng, Y.J., Dong, Z., Peng, B. and Liu, Y. (2011) Base Force Element Method (BFEM) on Potential Energy Principle for Elasticity Problems. International Journal of Mechanics & Materials in Design, 7, 245-251. [Google Scholar] [CrossRef
[4] Liu, Y.H. and Peng, Y.J. (2011) Base Force Element Method (BFEM) on Complementary Energy Principle for Linear Elasticity Problem. Science China Physics, Mechanics and Astronomy, 54, 2025-2032. [Google Scholar] [CrossRef
[5] 彭一江, 金明. 基于基面力概念的一种新型余能原理有限元方法[J]. 应用力学学报, 2006(4): 649-652+7001-702.
[6] Peng, Y.J. and Liu, Y.H. (2019) Advances in the Base Force Element Method. Springer, Singapore. [Google Scholar] [CrossRef
[7] 丁庆军, 张勇, 王发洲, 等. 高强轻集料混凝土分层离析控制技术的研究[J]. 武汉大学学报(工学版), 2002(3): 59-62.
[8] 朱云升, 许志辉, 王开凤, 等. 基于DIP技术的RAP分散均匀性评价指标研究[J]. 武汉理工大学学报(交通科学与工程版), 2023, 47(3): 534-539.
[9] 黄洁宁. 轻骨料混凝土的细观力学性能及其框架柱抗震性能研究[D]: [博士学位论文]. 南昌: 南昌大学, 2023.[CrossRef
[10] 刘巽伯, 李平江, 计亦奇. 陶粒有效弹性模量及其预估[J]. 混凝土, 2005(3): 35-38.
[11] 王怀亮, 宋玉普, 王宝庭. 用刚体弹簧元法研究全级配混凝土力学性能[J]. 大连理工大学学报, 2006, 46(Z1): 105-117.
[12] 梁川东. 基于试验和细观力学的轻骨料混凝土力学性能研究[D]: [硕士学位论文]. 南昌: 南昌大学, 2022.[CrossRef