Adnan Rasul, S. Karuppanan, V. Perumal, M. Ovinis, Mohsin Iqbal
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As far as we know, there are no equations available to determine the SCF around the axis of the brace.Design/methodology/approachA mathematical model based on the training weights and biases of artificial neural networks (ANNs) is presented to predict SCF. 625 FEA simulations were conducted to obtain SCF data to train the ANN.FindingsUsing real data, this ANN was used to create mathematical formulas for determining the SCF. The equations can calculate the SCF with a percentage error of less than 6%.Practical implicationsEngineers in practice can use the equations to compute the hotspot stress precisely and rapidly, thereby minimizing risks linked to fatigue failure of offshore structures and assuring their longevity and reliability. Our research contributes to enhancing the safety and reliability of offshore structures by facilitating more precise assessments of stress distribution.Originality/valuePrecisely determining the SCF for the fatigue life of offshore structures reduces the potential hazards associated with fatigue failure, thereby guaranteeing their longevity and reliability. The present study offers a systematic approach for using FEA and ANN to calculate the stress distribution along the weld toe and the SCF in T-joints since ANNs are better at approximating complex phenomena than standard data fitting techniques. Once a database of parametric equations is available, it can be used to rapidly approximate the SCF, unlike experimentation, which is costly and FEA, which is time consuming.","PeriodicalId":45359,"journal":{"name":"International Journal of Structural Integrity","volume":null,"pages":null},"PeriodicalIF":3.5000,"publicationDate":"2024-05-10","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"An artificial neural network model for determining stress concentration factors for fatigue design of tubular T-joint under compressive loads\",\"authors\":\"Adnan Rasul, S. Karuppanan, V. Perumal, M. Ovinis, Mohsin Iqbal\",\"doi\":\"10.1108/ijsi-02-2024-0034\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"PurposeThe stress concentration factor (SCF) is commonly utilized to assess the fatigue life of a tubular T-joint in offshore structures. 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The equations can calculate the SCF with a percentage error of less than 6%.Practical implicationsEngineers in practice can use the equations to compute the hotspot stress precisely and rapidly, thereby minimizing risks linked to fatigue failure of offshore structures and assuring their longevity and reliability. Our research contributes to enhancing the safety and reliability of offshore structures by facilitating more precise assessments of stress distribution.Originality/valuePrecisely determining the SCF for the fatigue life of offshore structures reduces the potential hazards associated with fatigue failure, thereby guaranteeing their longevity and reliability. The present study offers a systematic approach for using FEA and ANN to calculate the stress distribution along the weld toe and the SCF in T-joints since ANNs are better at approximating complex phenomena than standard data fitting techniques. 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引用次数: 0
摘要
目的应力集中系数(SCF)通常用于评估海上结构中管状 T 型接头的疲劳寿命。通过实验测试和有限元分析(FEA)得出的参数方程可有效估算 SCF。数学公式提供了各种载荷情况下管状 T 型接头冠部和鞍部的 SCF。海上结构会受到来自各个方向的各种应力,热点应力可能出现在支撑的任何位置。由于使用单点 SCF 方程会导致热点应力和疲劳寿命估计不准确,因此将应力分布考虑在内至关重要。据我们所知,目前还没有可用来确定支撑杆轴线周围 SCF 的方程。设计/方法/途径基于人工神经网络(ANN)的训练权重和偏差,提出了一个数学模型来预测 SCF。研究结果利用真实数据,该人工神经网络创建了用于确定 SCF 的数学公式。实际意义工程师在实践中可以使用该方程精确、快速地计算热点应力,从而最大限度地降低与海上结构疲劳失效相关的风险,并确保其使用寿命和可靠性。我们的研究有助于更精确地评估应力分布,从而提高近海结构的安全性和可靠性。原创性/价值精确确定近海结构疲劳寿命的 SCF 可降低与疲劳失效相关的潜在危险,从而保证其使用寿命和可靠性。与标准数据拟合技术相比,ANN 能更好地逼近复杂现象,因此本研究提供了一种系统方法,利用有限元分析和 ANN 计算 T 形接头沿焊趾的应力分布和 SCF。与成本高昂的实验和耗时的有限元分析不同,一旦有了参数方程数据库,就可以利用它快速逼近 SCF。
An artificial neural network model for determining stress concentration factors for fatigue design of tubular T-joint under compressive loads
PurposeThe stress concentration factor (SCF) is commonly utilized to assess the fatigue life of a tubular T-joint in offshore structures. Parametric equations derived from experimental testing and finite element analysis (FEA) are utilized to estimate the SCF efficiently. The mathematical equations provide the SCF at the crown and saddle of tubular T-joints for various load scenarios. Offshore structures are subjected to a wide range of stresses from all directions, and the hotspot stress might occur anywhere along the brace. It is critical to incorporate stress distribution since using the single-point SCF equation can lead to inaccurate hotspot stress and fatigue life estimates. As far as we know, there are no equations available to determine the SCF around the axis of the brace.Design/methodology/approachA mathematical model based on the training weights and biases of artificial neural networks (ANNs) is presented to predict SCF. 625 FEA simulations were conducted to obtain SCF data to train the ANN.FindingsUsing real data, this ANN was used to create mathematical formulas for determining the SCF. The equations can calculate the SCF with a percentage error of less than 6%.Practical implicationsEngineers in practice can use the equations to compute the hotspot stress precisely and rapidly, thereby minimizing risks linked to fatigue failure of offshore structures and assuring their longevity and reliability. Our research contributes to enhancing the safety and reliability of offshore structures by facilitating more precise assessments of stress distribution.Originality/valuePrecisely determining the SCF for the fatigue life of offshore structures reduces the potential hazards associated with fatigue failure, thereby guaranteeing their longevity and reliability. The present study offers a systematic approach for using FEA and ANN to calculate the stress distribution along the weld toe and the SCF in T-joints since ANNs are better at approximating complex phenomena than standard data fitting techniques. Once a database of parametric equations is available, it can be used to rapidly approximate the SCF, unlike experimentation, which is costly and FEA, which is time consuming.