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A new approach for solving inverse reliability problems with implicit response functions

机译:解决具有隐式响应函数的逆可靠性问题的新方法

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摘要

The inverse first-order reliability method (FORM) is one of the most widely used methods in inverse reliability analysis. However, this method has two drawbacks in the solution of inverse reliability problems with implicit response functions. First, it requires the evaluation of the derivatives of the response functions with respect to the random variables. When these functions are implicit functions of the random variables, derivatives of these response functions are not readily available. Second, it usually involves repeated deterministic response analyses of complicated structures due to the variation of the basic variables, and therefore requires a relatively long computation time. To overcome these drawbacks of the inverse FORM, an artificial neural network (ANN)-based inverse FORM is proposed in this paper. In this method, an ANN model is used to approximate the structural response function so that the number of deterministic response analyses can be dramatically reduced. The explicit formulation of structural response is derived by using the parameters of the ANN model. After the explicit response function is determined, the inverse FORM is applied to solve the inverse reliability problem. The accuracy and efficiency of the proposed method is demonstrated through two numerical examples. Some important parameters in the proposed method are also discussed.
机译:一阶逆可靠性方法(FORM)是逆可靠性分析中使用最广泛的方法之一。但是,该方法在利用隐式响应函数来解决逆可靠性问题时有两个缺点。首先,它需要评估响应函数关于随机变量的导数。当这些函数是随机变量的隐式函数时,这些响应函数的导数不容易获得。其次,由于基本变量的变化,通常涉及对复杂结构的重复确定性响应分析,因此需要较长的计算时间。为了克服逆格式的这些缺点,本文提出了一种基于人工神经网络的逆格式。在这种方法中,使用ANN模型来近似结构响应函数,从而可以大大减少确定性响应分析的次数。结构响应的显式公式是使用ANN模型的参数得出的。确定显式响应函数后,应用逆FORM来解决逆可靠性问题。通过两个数值例子证明了该方法的准确性和效率。还讨论了所提出方法中的一些重要参数。

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