His primary scientific interests are in Mechanics, Newtonian fluid, Viscoelasticity, Laminar flow and Classical mechanics. The various areas that Fernando T. Pinho examines in his Newtonian fluid study include Volumetric flow rate, Pipe flow and Generalized Newtonian fluid. His Viscoelasticity study incorporates themes from Rheology, Flow conditioning, Constitutive equation and Hele-Shaw flow.
His Constitutive equation research incorporates elements of Stress, Mesh generation, Deborah number, Applied mathematics and Finite volume method. His study in Laminar flow is interdisciplinary in nature, drawing from both Annulus and Reynolds number. His Classical mechanics research focuses on subjects like Mathematical analysis, which are linked to Elasticity.
Fernando T. Pinho spends much of his time researching Mechanics, Newtonian fluid, Viscoelasticity, Reynolds number and Classical mechanics. His work in Mechanics covers topics such as Rheology which are related to areas like Mechanical engineering. His research investigates the link between Newtonian fluid and topics such as Vortex that cross with problems in Constant Viscosity Elastic Fluids.
His Viscoelasticity research is multidisciplinary, incorporating elements of Elasticity, Stokes flow, Stress and Constitutive equation. His work is dedicated to discovering how Reynolds number, Flow separation are connected with Law of the wall and other disciplines. He has included themes like Cylinder and Open-channel flow in his Classical mechanics study.
Fernando T. Pinho mainly focuses on Mechanics, Viscoelasticity, Rheology, Turbulence and Constitutive equation. His studies link Classical mechanics with Mechanics. When carried out as part of a general Viscoelasticity research project, his work on Weissenberg number is frequently linked to work in Planar, therefore connecting diverse disciplines of study.
The Turbulence study combines topics in areas such as Drag, Isotropy and Statistical physics. His studies deal with areas such as Drop, Boundary value problem, Free surface and Tensor as well as Constitutive equation. In Newtonian fluid, Fernando T. Pinho works on issues like Deborah number, which are connected to Upper-convected Maxwell model.
Fernando T. Pinho focuses on Mechanics, Rheology, Flow, Viscoelasticity and Classical mechanics. Fernando T. Pinho undertakes interdisciplinary study in the fields of Mechanics and Treatment options through his works. His Rheology study integrates concerns from other disciplines, such as Microfluidics and Computational fluid dynamics.
His Flow research focuses on Elastic instability and how it relates to Bifurcation, Stagnation temperature, Stagnation pressure, Scalar and Stagnation point. His work carried out in the field of Viscoelasticity brings together such families of science as Electrokinetic phenomena, Complex fluid, Microchannel, Reynolds number and Slip. His Classical mechanics research integrates issues from Non-Newtonian fluid, K-omega turbulence model and Homogeneous isotropic turbulence.
Manuel A. Alves;Paulo J. Oliveira;Fernando T. Pinho
P.J. Oliveira;F.T. Pinho;G.A. Pinto
M.P. Escudier;P.J. Oliveira;F.T. Pinho
F.T. Pinho;J.H. Whitelaw
A.M. Afonso;M.A. Alves;F.T. Pinho
M.A. Alves;P.J. Oliveira;F.T. Pinho
Paulo Jorge dos Santos Pimentel de Oliveira;Fernando Tavares de Pinho
M.A. Alves;F.T. Pinho;P.J. Oliveira
M.P. Escudier;I.W. Gouldson;A.S. Pereira;F.T. Pinho
Laura Campo-Deaño;Roel P. A. Dullens;Dirk G. A. L. Aarts;Fernando T. Pinho
Mónica S. Neves Oliveira;Mónica S. Neves Oliveira;Manuel A. Alves;Fernando T. Pinho;Fernando T. Pinho;Gareth H. McKinley
M.P. Escudier;I.W. Gouldson;P.J. Oliveira;F.T. Pinho
Alexandre Afonso;Paulo Jorge dos Santos Pimentel de Oliveira;Fernando Tavares de Pinho;Fernando Tavares de Pinho;Maria Arminda Costa Alves
P.C. Sousa;F.T. Pinho;Monica Oliveira;M.A. Alves
M.A. Alves;F.T. Pinho;P.J. Oliveira
Manuel A. Alves;Fernando T. Pinho;Paulo J. Oliveira
Luís Jorge Lima Ferrás;J. M. Nóbrega;F. T. Pinho
D. O. A. Cruz;Fernando Tavares de Pinho;Paulo Jorge dos Santos Pimentel de Oliveira
F.T Pinho;P.J Oliveira
P.M. Coelho;F.T. Pinho
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