Item response theory was used to complete final item reduction of the FAAM and is an important element for studying the content validity of a patient-based instrument.
The aim of this work is to propose a fast and efficient finite element method for studying clinch forming with respect to process parameters.
A finite element method for studying non-linear free torsional vibrations of thin-walled beams with bisymmetric open cross-section is presented.
The global aim was to develop recommendations on selection and coding of data elements for studies across the broad spectrum of TBI.
This paper presents a new 2-D wavelet spectral finite element (WSFE) model for studying wave propagation in thin to moderately thick anisotropic composite laminates.
In this paper, a novel wavelet based spectral finite element is developed for studying elastic wave propagation in 1-D connected waveguides.
The paper presents a detailed finite element (FE) model intended for studying the distortional global interaction buckling behaviour of thin-walled stainless steel beams.
Single and sequential extraction procedures are used for studying element mobility and availability in solid matrices, like soils, sediments, sludge, and airborne particulate matter.
A finite element scheme is presented for studying the dynamic response of multi-body systems with components manufactured from orthotropic materials.
In this article, we combine Carrera's Unified Formulation (CUF) [13], [7] and cell based smoothed finite element method [28] for studying the static bending and the free vibration of thin and thick laminated plates.
