نتایج جستجو برای: break flow saint

تعداد نتایج: 533439  

2011
Jian-zhong Zhao

The Statement of Modified Saint-Venant’s Principle is suggested. The axisymmetrical deformation of the infinite circular cylinder loaded by an equilibrium system of forces on its near end is discussed and its formulation of Modified Saint-Venant’s Principle is established. It is evident that finding solutions of boundary-value problems is a precise and pertinent approach to establish Saint-Vena...

Journal: :Respiration; international review of thoracic diseases 2013
Laurent Savale Laurent Bertoletti Vincent Cottin

a Reference Centre for Severe Pulmonary Hypertension, Department of Respiratory Medicine, AP-HP, Hôpital Bicêtre, INSERM U999, University Paris Sud, Le Kremlin-Bicêtre , b Department of Therapeutic Medicine, CHU Saint-Etienne, University of Saint-Etienne, Thrombosis Research Group, EA3065, Saint-Etienne , and c Hospices Civils de Lyon, Reference Center for Rare Pulmonary Diseases, Department of...

2012
Tao Wang Vincent H. Chu

The Manning friction coefficient as a one-dimensional (1D) openchannel flow parameter is determined from a series of two-dimensional (2D) simulations of the flow on steep slopes using a computational hydraulic solver derived from a minimal intervention strategy (MIS2D). Computations are also conducted for the oblique dam-break waves to evaluate the performance of MIS2D. The results are compared...

Journal: :Copeia 2017
Brittany S Barker Javier A Rodríguez-Robles

The Red-eyed Coquí, Eleutherodactylus antillensis, is a terrestrial frog endemic to the Puerto Rican Bank (Puerto Rico and numerous islands and cays off its eastern coast), in the eastern Caribbean Sea. The species was likely introduced in Saint Croix, an island c. 100 km southeast of Puerto Rico, in the late 1930s, and in Panamá City, Panamá, in the late 1950s or early 1960s, but the source(s)...

2006
Alexander Kurganov Guergana Petrova G. Petrova

We study a simple one-dimensional (1-D) toy model for landslides-generated nonlinear water waves. The landslide is modeled as a rigid bump translating down the side of the bottom while the water motion is modeled by the Saint-Venant system of shallow water equations. The resulting system is numerically solved using a well-balanced positivity preserving central-upwind scheme. The obtained numeri...

2008
O. Delestre F. Darboux F. DARBOUX

Abstract. We are interested in simulating overland flow on agricultural fields during rainfall events. In this context, we definitely have to cope with dry/wet interfaces and water inflow on dry soil. The model considered is the Shallow Water system (or Saint-Venant equations) without infiltration. Moreover, the model has to be completed with friction terms. It is numerically solved by a finite...

Torsion of elastic and poroelastic circular shaft of radially inhomogeneous, cylindrically orthotropic materials is studied with emphasis on the end effects example for extruder. To examine the conjecture of Saint-Venant’s torsion, we consider torsion of circular shaft with one end fixed and the other end free on which tractions that results in a pure torque are prescribed arbitrarily over the fr...

2012
James K. Liebherr

Seven species of Mecyclothorax Sharp precinctive to Mont Mauru, Tahiti, Society Islands are newly described: Mecyclothorax tuteisp. n., Mecyclothorax tihotiisp. n., Mecyclothorax putaputasp. n., Mecyclothorax toretoresp. n., Mecyclothorax anaanasp. n., Mecyclothorax pirihaosp. n., and Mecyclothorax porosp. n. These seven constitute the first representative Mecyclothorax species recorded from Ma...

2001
Håkon Tolsby

This paper addresses the problems of engagement, interaction and collaboration in distributed web-based learning. It reviews, treats and discusses these problems from the learning theoretical perspective of communities of practice as presented by Etienne Wenger (Wenger 2000), with reference to past and future web-based designs. Finally, the paper suggests the concept and principled design of vi...

2010
Louis Nirenberg YanYan Li

Louis Nirenberg is one of the most outstanding analysts of the twentieth century. For more than half a century, he has been a world leader in partial differential equations – a master of inequalities and regularity theory – with fundamental contribution in geometry, complex analysis, and fluid dynamics. Nirenberg is a household name in these fields. In addition to the depth and its basic import...

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