Muhammad Imaduddin Hanif, R. Adiputra, A. Prabowo, N. Muhayat, A. S. D. Marta, N. Huda, H. Carvalho
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引用次数: 0
摘要
加劲板在船舶上的应用研究取得了巨大的进展,对其进行了多种分析方法。用有限元法对加筋板进行了各种研究。然而,没有人深入探索最优和最有效的分析方法和设置。鉴于有限元方法在船舶结构特别是加筋板可靠性分析中的重要性日益增加,对不同方法进行综合比较研究具有重要意义。这样的研究不仅可以简化耗时的程序,而且还可以提供宝贵的建议,以促进该领域的理解和实际应用。本文对加筋板进行了有限元分析,分析了几种参数建模对加筋板的影响,不仅可以获得模型的极限强度值和破坏行为,而且可以为加筋板的有限元分析提供最优、最有效的方法。对模型构型的三种变化、边界条件的四种变化、横向加劲肋建模的四种变化进行修改,相互比较。同时还考虑了在ANSYS APDL中计算仿真时所消耗的运行时间。结果表明,在模型构型的情况下,边界条件和横向加劲肋建模的修改对极限强度值的影响较小。此外,横向加强筋几何形状的修改只产生了约0.5 MPa的差异。模型配置情况下(A1 vs A2)的运行时间差异最为显著,达到6倍。
EFFECT OF DESIGN PARAMETERS ON THE ULTIMATE STRENGTH AND COLLAPSE BEHAVIOUR OF STIFFENED PANELS
Research about stiffened panel applications in ships has massively progressed with the amount of several methods to analyze it. Various studies had been conducted on stiffened panels using Finite Element Method (FEM). However, none have thoroughly explored the most optimal and efficient analysis methods and settings. Given the growing importance of FEM in reliability analysis for ship structures, particularly stiffened panels, a comprehensive study comparing different approaches is of paramount significance. Such research would not only streamline time-consuming procedures but also offer invaluable recommendations to advance the field's understanding and practical applications. In this paper, a finite element analysis study was done to analyze the influence of several parameter modeling of stiffened panels not only to achieve the models' ultimate strength value and collapse behavior but also to offer practical recommendations on the most optimal and efficient methods for analyzing stiffened panels through FEM. Conducting modification of three variations of the model configuration, four variations of boundary condition, and four variations of transverse stiffener modeling to compare each other. Running time consumed when simulations are calculated in ANSYS APDL was also being considered. The results showed a significant difference in modifying the model configuration's case, while in contrast, the modification of boundary conditions and transverse stiffener modeling only showed a slight difference in ultimate strength value. In addition, modification of transverse stiffener geometry only gave the difference by around 0.5 MPa. The model configuration case (A1 v A2) showed the most remarkable running time difference, which reached six times difference.
期刊介绍:
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