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核级石墨PFC2D模型的宏细观参数分析

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颗粒流软件PFC能够很好地处理非连续介质力学的问题,模拟核级石墨的损伤和断裂过程具有独特的优势.在采用PFC2D模拟核级石墨时,为了增加模拟的便捷性,实现了 PFC2D细观参数的快速标定.本文首先设计了四因素四水平的正交试验,分析了核级石墨的宏观参数与PFC2D的细观参数关系;然后基于建立的核级石墨宏细观参数的关系,采用PFC2D模拟石墨IG11的三点弯曲试验,并从位移场变形、荷载-位移曲线和断裂参数三个方面验证其宏细观参数关系的正确性.结果表明,弹性模量E随平节理模量Ec的增加线性增加;抗拉强度a随平节理抗拉强度σb的增加线性增加;泊松比v随平节理刚度比kn/ks的增加先增大后减小;数值模拟的位移场变化和荷载-裂缝口张开位移P-CMOD曲线与试验结果较吻合,此外,断裂参数的最大误差不超过3.57%.
Macro-microparameters of nuclear graphite PFC2D model
Particle Flow Code(PFC)can well deal with the problem of mechanics of non-continuous media,and has unique advantages in simulating the damage and fracture process of nuclear graphite.In order to increase the convenience of using PFC 2D to simulate nuclear graphite,the rapid calibration of PFC2D micro-parameters can be achieved.Firstly.the orthogonal experiment with four factors and four levels is designed to analyze the relationship between the macro-parameters of nuclear graphite and the micro-parameters of PFC2D.Then,based on the established relationship between macro-microparameters of nuclear graphite,the three-point bending test of graphite IG11 is simulated by PFC2D,and the correctness of the relationship between macro-microparameters is verified from three aspects:displacement field deformation,load-displacement curve and fracture parameters.The results show that Young's modulus(E)increases linearly with the increase of the effective modulus(Ec),the tensile strength(σt)increases linearly with the increase of the bond tensile strength(σb)of the flat joint,and Poisson's ratio(ν)firstly increases and then decreases with the increase of the stiffness ratio(kn/ks).The numerical simulation results of displacement field variation and load-crack opening of displacement(P-CMOD)curve agree well with the test results.In addition,the maximum error of fracture parameters is not more than 3.57%.

nuclear graphitePFC2Dorthogonal experimental designmacro-microparameter relationships

陆忠晓、陈红鸟、沈杰、许应杰、刘灯凯

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贵州大学空间结构研究中心,贵阳 550025

贵州省结构工程重点实验室,贵阳 550025

核级石墨 PFC2D 正交试验设计 宏细观参数关系

国家自然科学基金贵州省科技计划重点项目

52278251黔科合基础-ZK[2022]重点007

2024

计算力学学报
大连理工大学 中国力学学会

计算力学学报

CSTPCD北大核心
影响因子:0.491
ISSN:1007-4708
年,卷(期):2024.41(2)
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