This paper proposes two new methods to solve fully fuzzy system of linear equations. The
fuzzy system has been converted to a crisp system of linear equations by using single and …

Practical structures often operate with some degree of uncertainties, and the uncertainties
are often modelled as random parameters or interval parameters. For realistic predictions of …

This paper investigates the static analysis of structures subjected to uncertain loads using
the fuzzy and interval finite element method. Uncertainties are considered in terms of interval …

This paper presents an effective univariate Chebyshev polynomials method (UCM) for
interval bounds estimation of uncertain structures with unknown-but-bounded parameters …

A novel bivariate interval function decomposition method is proposed and applied to predict
the bounds of structural response with large-range interval parameters. When the existing …

In this article, a novel approach for solving static structural problems based on Artificial
Neural Network (ANN) has been presented. Various numerical methods are available to …

Purpose In view of the uncertain characteristics of drum brake squeal, a new method is
proposed in this study to optimize the stability of drum brake to suppress the squeal …

Epistemic uncertainty propagation is gaining momentum but remains a great challenge in
the numerical analysis of a mechanical system. A dual-layer dimension-wise analysis …

Following the climate-related disasters considered by several efforts, the nuclear capacity
needs to double by 2050 compared to 2015. So, it is reasonable to investigate global …

Structural dynamics problems may be categorized as direct or inverse problems. The direct
problem consists of finding the response for a specified input or excitation. In the inverse …