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A novel semi-analytical method based on equivalent energy principle to obtain J resistance curves of ductile materials

机译:一种基于等效能量原理的新型半分析方法,从而获得延性材料的J电阻曲线

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摘要

Four kinds of configurations represented by compact tension (CT) specimen, single edge-notched bending (SEB) specimen, single edge-notched tension (SET) specimen and C-shaped inside edge-notched tension (CIET) specimen were simulated by ANSYS 14.5 under plane strain conditions and three dimension (3D) conditions for determining the parameters of load-displacement, J integral-load etc. semi-analytical expressions. And a novel semi-analytical method is proposed to obtain J resistance curves of ductile materials on the basis of equivalent energy principle. In order to examine the validity of semi-analytical expressions, the fundamental curves (e.g., load-displacement, J integral-load curves etc.) predicted by the expressions were compared with the curves obtained from finite element analysis (FEA). It can be observed that they agree well with each other. Moreover, the real-time crack length and J integral of growing cracked specimen at arbitrary loading points can be determined through solving the explicit expressions. And a corrected formula of J integral was obtained in order to consider the influence of crack growth of sharp cracked specimen. Further, the J resistance curves of Cr2Ni2MoV for CT specimens and 26NiCrMoV11-5 for CIET specimens were successfully obtained via the new method, which show good agreement with the results determined by traditional normalization method. And the crack lengths predicted by the method match with those obtained by physical measurement on the fracture surface of specimens. Meanwhile, the critical Jc which represents the sharp cracked specimen beginning to growth can also be easily determined.
机译:通过ANSYS 14.5模拟了由紧凑型张力(CT)样本,单边缘弯曲弯曲(SEB)样本,单边缘缩小张力(SEB)样本,单边缘缺口张力(SEE)标本和C形标本中的C形标本.5在平面应变条件下和三维(3D)条件下,用于确定负载位移,J积分负荷等的参数。半分析表达式。并提出了一种新的半分析方法,以基于等效能量原理获得延性材料的J电阻曲线。为了检查半分析表达的有效性,将表达式预测的基本曲线(例如,负载 - 位移,j个积分负载等级等)与来自有限元分析(FEA)获得的曲线进行比较。可以观察到他们彼此一致。此外,可以通过求解显式表达式来确定在任意加载点处生长裂纹样本的实时裂缝长度和j积分。获得了J积分的校正公式,以考虑尖锐裂纹标本的裂纹生长的影响。此外,通过新方法成功地获得了CT标本CT标本和2611-5的CT标本和2611-5的J型电阻曲线,并通过新方法获得了与传统归一化方法确定的结果良好的一致性。通过方法预测的裂缝长度与通过样品的断裂表面上物理测量获得的裂缝长度。同时,也可以容易地确定代表开始于增长的尖锐破裂标本的关键JC。

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  • 作者单位

    Southwest Jiao Tong Univ Sch Mech &

    Engn Appl Mech &

    Struct Safety Key Lab Sichuan Prov Chengdu 610031 Sichuan Peoples R China;

    Southwest Jiao Tong Univ Sch Mech &

    Engn Appl Mech &

    Struct Safety Key Lab Sichuan Prov Chengdu 610031 Sichuan Peoples R China;

    Southwest Jiao Tong Univ Sch Mech &

    Engn Appl Mech &

    Struct Safety Key Lab Sichuan Prov Chengdu 610031 Sichuan Peoples R China;

    Southwest Jiao Tong Univ Sch Mech &

    Engn Appl Mech &

    Struct Safety Key Lab Sichuan Prov Chengdu 610031 Sichuan Peoples R China;

    Southwest Jiao Tong Univ Sch Mech &

    Engn Appl Mech &

    Struct Safety Key Lab Sichuan Prov Chengdu 610031 Sichuan Peoples R China;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械原理;
  • 关键词

    Semi-analytical expression; Equivalent energy principle; FEA; Crack length; J resistance curve;

    机译:半分析表达;等效能量原理;FEA;裂缝长度;J电阻曲线;

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