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学者姓名：彭一江
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Abstract ：
The relationship between the macroscopic mechanical properties of lightweight aggregate concrete and its microstructure is a hot topic in the discipline of concrete materials. It is very meaningful to provide an efficient numerical analysis method to conduct a meso-level analysis. This study proposes an automatic dissection algorithm and adapts the calculation program of the base force element method to conduct a non-linear damage analysis. In the numerical simulation, three groups of 100 mm x 100 mm x 100 mm specimens were selected for the uniaxial compression experiment and uniaxial tensile experiment, respectively. The average tensile strength of the numerical simulation for the uniaxial compression test was 21.86 MPa. The stress-strain softening curve, stress contour plot, strain contour plot, and damage plot of the light aggregate concrete were also analyzed. These research results provide data for analyzing the failure mechanism of light aggregate concrete and reveal the failure mechanism of light aggregate concrete. At the same time, the reliability of the proposed algorithm is verified. Our aim is to provide a more efficient and accurate analysis of meso-damage in lightweight aggregate concrete, which benefits industries involved in production, construction, and structural engineering.
Keyword ：
mesoscopic mesoscopic base force element method (BFEM) base force element method (BFEM) lightweight aggregate concrete lightweight aggregate concrete Delaunay triangular Delaunay triangular
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| GB/T 7714 | Al-sayed, Safwan , Wang, Xi , Peng, Yijiang . Analysis of Mechanical Properties and Failure Mechanism of Lightweight Aggregate Concrete Based on Meso Level [J]. | MATERIALS , 2023 , 16 (15) . |
| MLA | Al-sayed, Safwan 等. "Analysis of Mechanical Properties and Failure Mechanism of Lightweight Aggregate Concrete Based on Meso Level" . | MATERIALS 16 . 15 (2023) . |
| APA | Al-sayed, Safwan , Wang, Xi , Peng, Yijiang . Analysis of Mechanical Properties and Failure Mechanism of Lightweight Aggregate Concrete Based on Meso Level . | MATERIALS , 2023 , 16 (15) . |
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Abstract ：
On a mesoscopic scale, concrete is considered to be a heterogeneous composite material which is composed mainly of cement mortar, aggregate, an interface transition zone (ITZ), and pores. The mesoscopic model of concrete was established by applying digital image processing (DIP). To study the impact of porosity on the compressive strength of concrete, the pore equivalent model was introduced to build concrete with different pore contents. The base force element method (BFEM) based on the complementary energy principle was used in the numerical simulation of concrete. This paper investigated the effect of porosity on the strength of concrete under uniaxial compression. The results showed that the mesoscopic model of concrete based on DIP technology can better simulate the strength test and failure mechanism of concrete by using BFEM. As the porosity in the ITZ increases, the peak strength of concrete under compression decreases. The compressive strength of concrete also decreases with the growth of porosity in the mortar matrix. The ITZ porosity has a greater effect on the compressive strength of concrete than the mortar porosity.
Keyword ：
Digital image processing (DIP) Digital image processing (DIP) Concrete Concrete Peak strength Peak strength Pore equivalent model Pore equivalent model Base force element method (BFEM) Base force element method (BFEM)
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| GB/T 7714 | Peng, Yijiang , Su, Lanfeng , Wang, Yao et al. Analysis of the Effect of Porosity in Concrete under Compression Based on DIP Technology [J]. | JOURNAL OF MATERIALS IN CIVIL ENGINEERING , 2022 , 34 (1) . |
| MLA | Peng, Yijiang et al. "Analysis of the Effect of Porosity in Concrete under Compression Based on DIP Technology" . | JOURNAL OF MATERIALS IN CIVIL ENGINEERING 34 . 1 (2022) . |
| APA | Peng, Yijiang , Su, Lanfeng , Wang, Yao , Zhang, Lijuan . Analysis of the Effect of Porosity in Concrete under Compression Based on DIP Technology . | JOURNAL OF MATERIALS IN CIVIL ENGINEERING , 2022 , 34 (1) . |
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Abstract ：
The functional relations between the modified couple stress theory (MCST) and the classical theory (CT) are derived and analyzed in detail for closed-form solutions of Timoshenko micro-beam. The results show that phenomenon of sharp change exists in the internal force fields at two ends of the micro-beam. This phenomenon is related to dimensionless material scale parameter l/h. The phenomenon at fixed end is different from that at free end because the shear force Q at fixed end cannot be degenerated from the MCST to the CT, which is proved from a mathematical point of view. What's more, the exponential functions in the closed-form solutions of the MCST are higher-order terms and can be ignored for the deflection and rotation when Poisson's ratio nu = 0-0.45, h/L = 1/100-1/8 and the l/h = 0-1. After exponential functions are omitted, except rotation of cantilever beam under bending moment M-0, the concise solutions are acquired and error is very small. The size effects of the deflection and rotation can be calculated quickly without additional computing tools by the concise solutions. Some results obtained in this paper are compared with the published data in literatures, which prove the correctness of the results in this paper.
Keyword ：
Timoshenko micro beam Timoshenko micro beam Closed-form solutions Closed-form solutions Modified couple stress theory Modified couple stress theory Size effects Size effects Concise solutions Concise solutions
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| GB/T 7714 | Liu, Jiangsen , Peng, Yijiang . Phenomenon of sharp change and concise solutions for Timoshenko beam based on modified couple stress theory [J]. | ACTA MECHANICA , 2022 , 233 (7) : 2595-2613 . |
| MLA | Liu, Jiangsen et al. "Phenomenon of sharp change and concise solutions for Timoshenko beam based on modified couple stress theory" . | ACTA MECHANICA 233 . 7 (2022) : 2595-2613 . |
| APA | Liu, Jiangsen , Peng, Yijiang . Phenomenon of sharp change and concise solutions for Timoshenko beam based on modified couple stress theory . | ACTA MECHANICA , 2022 , 233 (7) , 2595-2613 . |
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Abstract ：
The Base Force Element Method (BFEM) is a simple and effective method for calculating large elastic deformation problems. In this paper, BFEM is further developed to make it useful for structural stability analysis. The generalized unbalanced displacement vector and composite tangent compliance matrix of the four-mid-node element and rod element of BFEM are proposed. BFEM can be combined with the Arc-Length Method (ALM) to analyze the stability of frame and truss structures. Through the calculation of several typical cases, the solution of this paper agrees well with the theoretical solution and the reference solution given by other methods. It is proved that the four-mid-node element and rod element of BFEM have high calculation accuracy in case of structural instability or post-buckling. In the calculation of the Lee frame, the calculation results of the four-mid-node element of BFEM are closer to the reference solutions than those of the CPS4 and CPS4R elements of general finite element software.
Keyword ：
Geometric nonlinearity Geometric nonlinearity Snap-through Snap-through BFEM BFEM Complementary energy principle Complementary energy principle Stability analysis Stability analysis Arc-length method Arc-length method
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| GB/T 7714 | Li, Zhonghai , Peng, Yijiang . The base force element method based on the arc-length method for stability analysis [J]. | INTERNATIONAL JOURNAL OF NON-LINEAR MECHANICS , 2022 , 144 . |
| MLA | Li, Zhonghai et al. "The base force element method based on the arc-length method for stability analysis" . | INTERNATIONAL JOURNAL OF NON-LINEAR MECHANICS 144 (2022) . |
| APA | Li, Zhonghai , Peng, Yijiang . The base force element method based on the arc-length method for stability analysis . | INTERNATIONAL JOURNAL OF NON-LINEAR MECHANICS , 2022 , 144 . |
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Abstract ：
The complementary energy principle associated with the modified couple stress theory (MCST) is proposed and proved for analyzing the size effects of Euler micro-beams considering support movements and negative Poisson's ratio. The analytical solutions with the size effects are obtained and analyzed for the support reactions, internal forces, curvatures, rotations and deflections separately based on the principle. The results show that the support reactions and internal forces are greatly affected by the size effects when the support displacements are considered. It means that the size effects exist in piezoresistive pressure sensors that are sensitive to stresses. Moreover, the direction changes to the opposite for the total moment when the ratio of the material scale parameter l to the height of the micro-beam h (l/h) goes from 0 to 1. The deflections, curvatures and rotations have nothing to do with the size effects, respectively, if the support movements are only considered. Negative Poisson's ratio materials may be a good choice to verify the controversial issue of whether Poisson's ratio should be considered in the MCST beam model for the micro-scale experiments. The main reason is that the influence of negative Poisson's ratio on the size effects is larger than that of positive Poisson's ratio in the theoretical analysis. The analytical solutions agree with the published data for the deflections and rotations without the support movements.
Keyword ：
Support movements Support movements Complementary energy principle Complementary energy principle Modified couple stress theory Modified couple stress theory Size effects Size effects Negative Poisson's ratio Negative Poisson's ratio
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| GB/T 7714 | Liu, Jiangsen , Peng, Yijiang . Complementary energy principle associated with modified couple stress theory for Euler micro-beams considering support movements and negative Poisson's ratio [J]. | ARCHIVE OF APPLIED MECHANICS , 2022 , 92 (7) : 2119-2135 . |
| MLA | Liu, Jiangsen et al. "Complementary energy principle associated with modified couple stress theory for Euler micro-beams considering support movements and negative Poisson's ratio" . | ARCHIVE OF APPLIED MECHANICS 92 . 7 (2022) : 2119-2135 . |
| APA | Liu, Jiangsen , Peng, Yijiang . Complementary energy principle associated with modified couple stress theory for Euler micro-beams considering support movements and negative Poisson's ratio . | ARCHIVE OF APPLIED MECHANICS , 2022 , 92 (7) , 2119-2135 . |
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Abstract ：
In this paper, a parallel homogenization model for recycled concrete was proposed. A new type of finite element method, the base force element method, based on the complementary energy principle and the parallel homogenization model, is used to conduct meso-level damage research on recycled concrete. The stress-strain softening curve and failure mechanism of the recycled concrete under uniaxial tensile load are analyzed using the nonlinear damage analysis program of the base force element method based on the parallel homogenization model. The tensile strength and destructive mechanisms of recycled concrete materials are studied using this parallel homogenization model. The calculation results are compared with the results of the experiments and meso-level random aggregate model analysis methods. The research results show that this parallel homogenization analysis method can be used to analyze the nonlinear damage analysis of recycled concrete materials. The tensile strength, stress-strain softening curve, and crack propagation process of recycled concrete materials can be obtained using the present method.
Keyword ：
mesoscopic damage mesoscopic damage parallel homogenization model parallel homogenization model recycled concrete recycled concrete base force element method base force element method
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| GB/T 7714 | Peng, Yijiang , Zakaria, Semaoui , Sun, Yucheng et al. Analysis of Tensile Strength and Failure Mechanism Based on Parallel Homogenization Model for Recycled Concrete [J]. | MATERIALS , 2022 , 15 (1) . |
| MLA | Peng, Yijiang et al. "Analysis of Tensile Strength and Failure Mechanism Based on Parallel Homogenization Model for Recycled Concrete" . | MATERIALS 15 . 1 (2022) . |
| APA | Peng, Yijiang , Zakaria, Semaoui , Sun, Yucheng , Chen, Ying , Zhang, Lijuan . Analysis of Tensile Strength and Failure Mechanism Based on Parallel Homogenization Model for Recycled Concrete . | MATERIALS , 2022 , 15 (1) . |
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Abstract ：
本文针对再生混凝土材料，利用均质化分析方法，建立了串联均质化模型，采用新型有限元法——基于余能原理的基面力单元法对再生混凝土进行细观层次的损伤研究，利用所编非线性损伤基面力单元法分析程序，分析了再生混凝土在单轴压缩荷载情况下的应力应变软化曲线和破坏机理，并将计算结果与试验和细观随机骨料模型分析方法的结果进行对比分析。研究结果表明：这种串联均质化分析方法可以用于分析再生混凝土材料的非线性损伤分析，可以得到再生混凝土材料的抗压强度、应力应变软化曲线和裂纹扩展的过程。
Keyword ：
Series Homogenization Model Series Homogenization Model 再生混凝土 再生混凝土 基面力单元法 基面力单元法 Base Force Element Method Base Force Element Method Mesoscopic Damage Mesoscopic Damage 串联均质化模型 串联均质化模型 Recycled Concrete Recycled Concrete 细观损伤 细观损伤
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| GB/T 7714 | Al-SayedSafwan Fouad , 陈莹 , 彭一江 . 基于串联均质化模型的再生混凝土抗压强度和破坏机理分析 [J]. | 力学研究 , 2021 , 10 (02) : 153-161 . |
| MLA | Al-SayedSafwan Fouad et al. "基于串联均质化模型的再生混凝土抗压强度和破坏机理分析" . | 力学研究 10 . 02 (2021) : 153-161 . |
| APA | Al-SayedSafwan Fouad , 陈莹 , 彭一江 . 基于串联均质化模型的再生混凝土抗压强度和破坏机理分析 . | 力学研究 , 2021 , 10 (02) , 153-161 . |
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Abstract ：
The base force element method (BFEM), formulated according the principle of complementary energy, is a new finite element method (FEM) that deals with nonlinear problems. Using the BFEM, the linear elastic model and large elastic deformation model of the plane truss element are derived, and the large elastic deformation model is expanded into a three-dimensional setting in this study. The rotating part of the element should be considered when deriving the large elastic deformation model. Accordingly, it is necessary to determine whether base force can be used as a fundamental unknown variable. Nonlinear numerical calculation is performed in combination with large elastic deformations of the truss beam and frame. The calculated results conform with the theoretical results of a solid beam with equivalent deflection. In this study, the U.L and T.L formats are used to solve the governing equations iteratively. The calculated results in the T.L format are compared with those of the T2D2 and LINK1 elements in the finite element software. Only a single loading of the T.L format is necessary, rendering it a simple and convenient approach that can improve calculation efficiency. Moreover, the arc-length method is first applied to the BFEM to solve the snap-through problem.
Keyword ：
finite element method finite element method beam beam truss  truss  large elastic deformation large elastic deformation complementary energy principle complementary energy principle truss element model truss element model BFEM BFEM
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| GB/T 7714 | Peng, Yijiang , Li, Zhonghai , Kamel, Mahmoud M. A. . Geometrical nonlinear problems of truss beam by base force element method [J]. | INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING , 2021 , 122 (18) : 4793-4824 . |
| MLA | Peng, Yijiang et al. "Geometrical nonlinear problems of truss beam by base force element method" . | INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING 122 . 18 (2021) : 4793-4824 . |
| APA | Peng, Yijiang , Li, Zhonghai , Kamel, Mahmoud M. A. . Geometrical nonlinear problems of truss beam by base force element method . | INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING , 2021 , 122 (18) , 4793-4824 . |
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Abstract ：
基于基面力的概念,并结合Euler角的位移描述方法,提出了适用于几何非线性计算的空间6结点余能基面力单元.使用MATLAB语言编程并对典型梁、板结构进行弹性大变形数值模拟.由计算结果可以看出,基于余能原理的基面力元法(BFEM)在计算构件的空间大变形时有较好的计算精度,对比传统有限元计算方法具有网格尺寸影响小和抗畸变能力强的特点,有良好的计算性能.
Keyword ：
空间几何非线性 空间几何非线性 有限元 有限元 基面力元法 基面力元法 余能原理 余能原理
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| GB/T 7714 | 龚琳琦 , 陈曦昀 , 郭庆 et al. 基面力单元法在空间几何非线性问题中的应用 [J]. | 应用数学和力学 , 2021 , 42 (8) : 785-793 . |
| MLA | 龚琳琦 et al. "基面力单元法在空间几何非线性问题中的应用" . | 应用数学和力学 42 . 8 (2021) : 785-793 . |
| APA | 龚琳琦 , 陈曦昀 , 郭庆 , 彭一江 . 基面力单元法在空间几何非线性问题中的应用 . | 应用数学和力学 , 2021 , 42 (8) , 785-793 . |
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Abstract ：
The 3-D base force element method (BFEM) for damage problems is proposed, which is applied to analyze the damage mechanism of recycled aggregate concrete (RAC). A piecewise curve damage constitutive model is given to simulate the constitutive relationships of RAC phases. A spatial random aggregate model of RAC is proposed. 3-D numerical simulations of RAC under uniaxial mechanical stress are carried out. The macroscopic stress-strain relationship and failure process of RAC under uniaxial stress based on the 3-D BFEM are obtained. The numerical results show a good consistency with the experimental results. This illustrates that the numerical simulation can reflect the nonlinearity deformation, stress redistribution, and crack propagation process of RAC. In addition, the influence of recycled aggregate replacement percentage on strength and elastic modulus is investigated. The results show that the content proportion of recycled aggregate has a great effect on RAC, which have to be considered in the analysis and the application of RAC.
Keyword ：
recycled aggregate concrete recycled aggregate concrete numerical simulation numerical simulation spatial random aggregate model spatial random aggregate model damage mechanism damage mechanism D base force element method D base force element method 3‐ 3‐ damage constitutive model damage constitutive model
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| GB/T 7714 | Ying, Liping , Peng, Yijiang , Kamel, Mahmoud M. A. . 3-D base force element method on meso-damage analysis for recycled concrete [J]. | STRUCTURAL CONCRETE , 2021 , 23 (4) : 1962-1980 . |
| MLA | Ying, Liping et al. "3-D base force element method on meso-damage analysis for recycled concrete" . | STRUCTURAL CONCRETE 23 . 4 (2021) : 1962-1980 . |
| APA | Ying, Liping , Peng, Yijiang , Kamel, Mahmoud M. A. . 3-D base force element method on meso-damage analysis for recycled concrete . | STRUCTURAL CONCRETE , 2021 , 23 (4) , 1962-1980 . |
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