双向受压裂纹板剩余极限强度分析

Assessment of residual ultimate strength of cracked plates under biaxial compression

  • 摘要:
      目的  船舶在航行过程中船底板等船体结构除了受到纵向弯曲应力以及舷侧外板传递的横向水压力载荷影响外,还因焊接及应力集中容易产生裂纹,使船体结构的承载能力降低。为此,
      方法  通过数值计算,研究双向受压载荷作用下含中心裂纹船体板的剩余极限强度。首先,提出计算含裂纹船体板剩余极限强度的参数化函数模型;然后,计算和分析影响其强度的因素,如裂纹长度、倾角和船体板细长比、长宽比以及横纵载荷比,并提出倾斜裂纹的有效投影长度参数;最后,基于计算结果,拟合得到双向受压载荷作用下含中心裂纹船体板的剩余极限强度计算公式。
      结果  结果表明,运用计算公式得到的结果具有较高的精度,
      结论  可用于对实船上含中心裂纹船底板纵向极限承载能力的计算分析。

     

    Abstract:
      Objectives  Such ship hull structures as inner bottom plates always bear complex loads involving the longitudinal bending stress and transverse in-plane stress transferred from the ship's side plates under water pressure. Additionally, the cracks that are likely to occur in welded joints and local stress concentration areas degrade the load bearing capacity of ship plates, so it is very important to assess the ultimate strength of cracked plates under biaxial compression.
      Methods  First, the qualitative expression of the residual ultimate strength of cracked hull plates is deduced in theory. Next, the factors that influence residual ultimate strength are investigated by carrying out a series of Finite Element Analyses, including the length and inclined angle of the crack, aspect ratio and slenderness ratio of ship plate, and ratio between transverse and longitudinal in-plane stress, and an approach for the effective projected length of an inclined crack is obtained. Based on the numerical results, a simple empirical formula is proposed to calculate the residual ultimate strength of central cracked hull plates under biaxial compression.
      Results  According to a relative error analysis, the caculated results has higher accuracy by the proposed formula,
      Conclusions  whick can be used to accurately calculate the longitudinal ultimate strength of inner bottom plates.

     

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