the current study presents a new analytical method for buckling analysis of rectangular and annular beams made up of functionally graded materials with constant thickness and poisson’s ratio. the boundary conditions of the beam are assumed to be simply supported and clamped. the stability equations were obtained by using conservation of energy. the critical buckling load and first mode shape we...

The aim of this study is to investigatethe effective parameters on vibrations of circular cylindrical shells with fixed rotary speed andresting elastic foundation by means of analytical and finite element numerical simulation. First, the governing equations are derived using the theory of Donnell, considering the centrifugal forces,Coriolis acceleration, and the initial annular tension. Then, t...

The behaviour of a viscous drop squeezed between two horizontal planes (a Hele-Shaw cell) is treated by both theory and experiment. When the squeezing force $F$ constant surface tension neglected, predicts ultimate growth radius $a\sim t^{1/8}$ with time $t$ . This first reviewed found to be in excellent agreement Surface at boundary reduces interior pressure, this effect included analysis, alt...

OBJECTIVES This study investigated the accuracy of mitral inflow quantification using biplane transesophageal echocardiography. BACKGROUND Mitral stroke volume can be reliably quantified by transthoracic Doppler echocardiography, but previous studies involving monoplane transesophageal echocardiography have yielded mixed results. METHODS Thirty patients without mitral regurgitation were pro...

An analytic Green’s function is derived for a lined circular duct, both hollow and annular, containing uniform mean flow, from first principles by Fourier transformation. The derived result takes the form of a common mode series. All modes are assumed to decay in their respective direction of propagation. A more comprehensive causality analysis suggests the possibility of upstream modes being r...

The dual boundary element method is formulated for the analysis of linear elastic cracked plates. The dual boundary integral equations of the method are the displacement and the traction equations. When these equations are simultaneously applied along the crack boundaries, general crack problems can be solved in a single-region formulation, with both crack boundaries discretized with discontinu...

Four corner arthrodesis is an accepted salvage operation for scapholunate advanced collapse and scaphoid non-union advanced collapse. Circular plates were introduced in 1999 and promoted as a rapid and more stable method for this procedure. A retrospective chart review was performed on all patients who were treated with the Spider Limited Wrist Fusion Plate (Kinetikos Medical Inc., San Diego, C...

Annular operators may be used to group image data by detecting symmetric relationships between edges. The spatial extent of operators is bounded by two concentric circular regions having diierent radii, r 1 and r 2. Edges which fall within the annular region between these circles are recorded, thereby enabling the detection of circular correlation between edge segments. In order to detect such ...