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Boundary-Layer Flow on a Vertical Plate

The Physics of Fluids, 1968
The motion of a film of viscous incompressible fluid running down a semi-infinite vertical plate under the influence of gravity is considered. The problem is to determine how the final asymptotic shear flow is achieved when the fluid is introduced at the leading edge with uniform velocity.
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On the thermodiffusion effect in vertical plate heat exchangers

The European Physical Journal E, 2019
The subject of the transport phenomena has a pivotal role in the performance of aqueous lithium bromide falling film absorbers. Although the thermodiffusion phenomenon appears inside the solution, very little is known about its influence on the mass transport.
Peru, Fernandez de Arroiabe   +4 more
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Condensation on a Vertical Plate With Sinusoidal Microfins

Journal of Heat Transfer, 2022
Abstract A theoretically based, approximate solution for condensation on horizontal, microfinned tubes has been used as a basis to obtain a relation between heat flux and vapor-surface temperature difference for condensation on a vertical plate with sinusoidal microfins.
Rose, JW, Chai, L
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Wetting of a vertical plate by a liquid flowing through a vertical nozzle

Chemical Engineering Science, 1977
A model has been developed describing the wetting of a vertical plate by a liquid, starting from the exact hydrodynamic equations. By incorporating an approximately chosen wetting force term into the Navier-Stokes equations and using laminar boundary layer theory, the velocity field, the width and the actual contact angle characterizing the flow of the
W. Peier, A.B. Ponter, S. Fabre
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Effect of Using Vertical Plates on Vertical Intake on Discharge Coefficient

Arabian Journal for Science and Engineering, 2014
Formation of the vortex at the dams creates the air entrainment to the intakes and reduces the dewatering capacity of the system (in case of insufficient submergence of the intake). One of the common methods to preventing the air entrance and reducing the power of the vortex is the using of the meshed plates.
Vadoud Naderi   +3 more
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Flow Past a Suddenly Cooled Vertical Plate

IMA Journal of Applied Mathematics, 1978
An analysis is presented for steady free-convection flow past a semi-infinite vertical flat plate at large Grashof numbers. If it is assumed that the wall temperature varies as a power of the distance from the leading edge of the plate, then the governing equations can be reduced to a set of ordinary differential equations by the use of a similarity ...
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Waves ahead of a vertical plate in a channel

Fluid Dynamics, 1999
The behavior of disturbances propagating with supercritical speed ahead of a plate in a channel is analyzed on the basis of the experimental results obtained by the authors and data taken from the literature. In particular, the transition from smooth to breaking waves has been found to occur at higher propagation speeds than follows from the first ...
V. I. Bukreev, A. V. Gusev
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Disturbed film flow on a vertical plate

The Physics of Fluids, 1987
Flow of incompressible Newtonian liquid films is governed by the Navier–Stokes system with shear-free, balanced-normal-stress, and kinematic boundary conditions at the free surface. This system is solved here for the evolution of finite-amplitude two-dimensional disturbances to otherwise steady flow down a vertical plate by means of a finite element ...
Haroon S. Kheshgi, L. E. Scriven
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Wave forces on a submerged vertical plate

Journal of Engineering Mathematics, 1973
A vertical plate of finite length and depth is attacked by gravity waves in water of finite depth. The forces and moments acting on the plate are computed by using the theory of linearized waves. The forces depend on three dimensionless parameters combining the draft, length, water depth and wave length and on the angle of attack.
Stiassnie, M., Dagan, G.
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Vertical land motion of the Australian plate

2021
The surface deformation field on Earth represents an integrated response to a complex array of geophysical processes that occur over different temporal and spatial scales. High-accuracy measurements of surface deformation can therefore inform our understanding of processes ranging from past and present mass loading (e.g.
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