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First, a method is developed to use the MSR method for systems with statistically dependent components.
This paper presents an interpolation-based order-reduction method for systems with non-affine parameters.
This article presents a new method for systems reliability analysis of mechanical and hydraulic systems.
In order to solve the obtained equations, a variant of Hill's method for systems with multiple harmonic excitations is developed.
This paper proposes an effective fault detection and identification method for systems which perform in multiple processes.
The aim of this paper is convergence study of homotopy perturbation method for systems of nonlinear partial differential equations.
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This results in an efficient and accurate method for system reliability estimation.
The results of the application and the implications of the method for system development are discussed.
The product of conditional marginal (PCM) method was proposed as a simple and effective method for system reliability computation.
The present paper outlines a method for system reliability analysis of framed structures considering nonlinear structural behaviour.
The test on a nonlinear ship propulsion system shows the promising potential of this method for system reconfiguration.
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