The present work is aimed at studying both the entry length and the wall shear stress in a laminar steady flow of an incompressible Newtonian fluid. The fluid is conveyed through rigid straight tubes with axially uniform cross sections which correspond to the characteristic collapsed states. The cross section shapes have been defined from the collapse of an infinitely long elastic tube subjected to an uniform transmural pressure on its lateral surface. For each tube configuration, the Navier-Stoke
The problem of collapse of tubulars involves the factors involved in determining and predicting the ...
We consider small-amplitude deformations of a long thin-walled elastic tube having an initially axia...
The present work examines the collapse of tubular members subjected to lateral (transverse) quasi-st...
The present work is aimed at studying both the entry length and the wall shear stress in a laminar ...
A small flexural wall rigidity brings unique features to cross-sectional shapes and blood flow withi...
A fully coupled finite-element method is used to investigate the steady flow of a viscous fluid thro...
Three-dimensional collapse of and steady flow through finite-length elastic tubes are studied numeri...
Flow through thin-wall axisymmetric tubes has long been of interest to physiologists. Analysis is co...
Steady laminar flow of a non-Newtonian fluid based on couple stress fluid theory, through narrow tub...
Fluid flows through elastic-walled tubes are common in biological and industrial systems, and have r...
These experiments provide a detailed record of the way in which flexible tubes collapse as the trans...
<p>We investigate the possibility that the spatial dependency of stress in generalized Newtonian flo...
Veins in the cardiovascular system may collapse if the internal pressure is less than the external p...
We consider small-amplitude deformations of a long thin-walled elastic tube having an initially axia...
The main goal of the developed theory is to formulate the biomechanical conditions (geometrical dime...
The problem of collapse of tubulars involves the factors involved in determining and predicting the ...
We consider small-amplitude deformations of a long thin-walled elastic tube having an initially axia...
The present work examines the collapse of tubular members subjected to lateral (transverse) quasi-st...
The present work is aimed at studying both the entry length and the wall shear stress in a laminar ...
A small flexural wall rigidity brings unique features to cross-sectional shapes and blood flow withi...
A fully coupled finite-element method is used to investigate the steady flow of a viscous fluid thro...
Three-dimensional collapse of and steady flow through finite-length elastic tubes are studied numeri...
Flow through thin-wall axisymmetric tubes has long been of interest to physiologists. Analysis is co...
Steady laminar flow of a non-Newtonian fluid based on couple stress fluid theory, through narrow tub...
Fluid flows through elastic-walled tubes are common in biological and industrial systems, and have r...
These experiments provide a detailed record of the way in which flexible tubes collapse as the trans...
<p>We investigate the possibility that the spatial dependency of stress in generalized Newtonian flo...
Veins in the cardiovascular system may collapse if the internal pressure is less than the external p...
We consider small-amplitude deformations of a long thin-walled elastic tube having an initially axia...
The main goal of the developed theory is to formulate the biomechanical conditions (geometrical dime...
The problem of collapse of tubulars involves the factors involved in determining and predicting the ...
We consider small-amplitude deformations of a long thin-walled elastic tube having an initially axia...
The present work examines the collapse of tubular members subjected to lateral (transverse) quasi-st...