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基于近场动力学理论的脆性材料裂纹扩展模拟
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作者 黄昱翔 肖南 +2 位作者 黄阜 凌同华 邱祥 《科学技术与工程》 北大核心 2026年第1期30-40,共11页
为深入探究材料失效和损伤演化规律,通过非局部性近场动力学理论数值模拟方法系统研究了不同载荷条件下脆性材料的裂纹萌生、扩展、相互作用机理。结果表明:基于积分-微分方程的键型本构模型能够准确预测复杂断裂现象,二维含圆孔拉伸试... 为深入探究材料失效和损伤演化规律,通过非局部性近场动力学理论数值模拟方法系统研究了不同载荷条件下脆性材料的裂纹萌生、扩展、相互作用机理。结果表明:基于积分-微分方程的键型本构模型能够准确预测复杂断裂现象,二维含圆孔拉伸试验和含偏置裂纹三点弯曲试验的数值模拟验证了其在单裂纹扩展中的精确性与有效性;不同初始倾角(30°、60°、90°)下的预制双裂纹系统表现出角度依赖性的力学耦合机制,随着倾角减小,扩展模式由各自独立发展转变为相互影响,呈现显著的不对称特征;小角度构型下的双裂纹表现出明显的协同破坏特征,最终形成贯通的破裂面。可见近场动力学数值模拟方法不仅能准确预测单裂纹扩展行为,还能有效模拟多裂纹系统中的损伤演化和相互作用机制,为脆性材料中复杂裂纹行为分析和多裂纹结构安全评估提供了新的理论依据。 展开更多
关键词 近场动力学 脆性材料 裂纹扩展 单轴压缩实验 双裂纹相互作用
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OMHT method for weak signal processing of GPR and its application in identification of concrete micro-crack 被引量:6
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作者 ling tong-hua ZHANG Liang +3 位作者 HUANG Fu GU Dan-ping YU Bin ZHANG Sheng 《Journal of Central South University》 SCIE EI CAS CSCD 2019年第11期3057-3065,共9页
In the light of the problem of weak reflection signals shielded by strong reflections from the concrete surface,the detection and the recognition of hidden micro-cracks in the shield tunnel lining were studied using t... In the light of the problem of weak reflection signals shielded by strong reflections from the concrete surface,the detection and the recognition of hidden micro-cracks in the shield tunnel lining were studied using the orthogonal matching pursuit and the Hilbert transform(OMHT method).First,according to the matching pursuit algorithm and the strong reflection-forming mechanism,and based on the sparse representation theory,a sparse dictionary,adapted to the characteristics of the strong reflection signal,was selected,and a matching decomposition of each signal was performed so that the weak target signal submerged in the strong reflection was displayed more strongly.Second,the Hilbert transform was used to extract multiple parameters,such as the instantaneous amplitude,the instantaneous frequency,and the instantaneous phase,from the processed signal,and the ground penetrating radar(GPR)image was comprehensively analyzed and determined from multiple angles.The results show that the OMHT method can accurately weaken the effect of the strong impedance interface and effectively enhance the weak reflected signal energy of hidden micro-crack in the shield tunnel segment.The resolution of the processed GPR image is greatly improved,and the reflected signal of the hidden micro-crack is easily visible,which proves the validity and accuracy of the analysis method. 展开更多
关键词 orthogonal matching pursuit Hilbert transform shield tunnel lining structure hidden micro-crack
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A quantitative analysis method for GPR signals based on optimal biorthogonal wavelet 被引量:7
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作者 LIU Hao-ran ling tong-hua +2 位作者 LI Di-yuan HUANG Fu ZHANG Liang 《Journal of Central South University》 SCIE EI CAS CSCD 2018年第4期879-891,共13页
Due to the disturbances arising from the coherence of reflected waves and from echo noise,problems such as limitations,instability and poor accuracy exist with the current quantitative analysis methods.According to th... Due to the disturbances arising from the coherence of reflected waves and from echo noise,problems such as limitations,instability and poor accuracy exist with the current quantitative analysis methods.According to the intrinsic features of GPR signals and wavelet time–frequency analysis,an optimal wavelet basis named GPR3.3 wavelet is constructed via an improved biorthogonal wavelet construction method to quantitatively analyse the GPR signal.A new quantitative analysis method based on the biorthogonal wavelet(the QAGBW method)is proposed and applied in the analysis of analogue and measured signals.The results show that compared with the Bayesian frequency-domain blind deconvolution and with existing wavelet bases,the QAGBW method based on optimal wavelet can limit the disturbance from factors such as the coherence of reflected waves and echo noise,improve the quantitative analytical precision of the GPR signal,and match the minimum thickness for quantitative analysis with the vertical resolution of GPR detection. 展开更多
关键词 GPR detection signal quantitative analysis wavelet time–frequency analysis biorthogonal wavelet basis
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