TY  - GEN
AU  - Ellahi,Rahmat
AU  - Ellahi,Rahmat
TI  - Recent Trends in Coatings and Thin Film–Modeling and Application
SN  - books978-3-0365-1015-6
PY  - 2021///
CY  - Basel, Switzerland
PB  - MDPI - Multidisciplinary Digital Publishing Institute
KW  - Technology: general issues
KW  - bicssc
KW  - Synovial fluid
KW  - coating
KW  - shear-thinning and -thickening models
KW  - mass transport
KW  - asymmetric channel
KW  - analytical solution
KW  - thin film
KW  - spin coating
KW  - rotating disk
KW  - nanoparticles
KW  - Newtonian fluids
KW  - coatings
KW  - curved stretched surface
KW  - nanoliquid
KW  - nonlinear thermal radiation
KW  - entropy generation
KW  - Reiner-Phillipoff fluid
KW  - time-dependent
KW  - thermal radiation
KW  - homotopy analysis method (HAM)
KW  - thin film of micropolar fluid
KW  - porous medium
KW  - thermophoresis
KW  - skin friction
KW  - Nusselt number and Sherwood number
KW  - variable thickness of the liquid film
KW  - HAM
KW  - optical fiber coating
KW  - double-layer coating
KW  - viscoelastic PTT fluid
KW  - analytic and numerical simulations
KW  - thin film casson nanofluid
KW  - SWCNTs and MWCNTs
KW  - stretching cylinder
KW  - MHD
KW  - unsteady flow and heat transfer
KW  - nanofluid
KW  - Blasius–Rayleigh–Stokes variable
KW  - dual solutions
KW  - numerical solution
KW  - correlation expressions
KW  - Casson fluid
KW  - condensation film
KW  - heat generation/consumption
KW  - thin liquid film flow
KW  - carbon nanotubes
KW  - Cattaneo-Christov heat flux
KW  - variable heat source/sink
KW  - heated bi-phase flow
KW  - couple stress fluid
KW  - lubrication effects
KW  - slippery walls
KW  - magnetohydrodynamics
KW  - Darcy-Forchheimer nanofluid
KW  - nonlinear extending disc
KW  - variable thin layer
KW  - HAM and numerical method
KW  - peristaltic flow
KW  - an endoscope
KW  - variable viscosity
KW  - Adomian solutions
KW  - different wave forms
KW  - pseudo-similarity variable
KW  - micropolar nanofluid
KW  - darcy forchheimer model
KW  - MHD flow
KW  - triple solution
KW  - stability analysis
KW  - APCM
KW  - Caputo derivative
KW  - unsteady flow
KW  - shrinking surface
KW  - Williamson model
KW  - peristaltic pumping
KW  - convective boundary conditions
KW  - analytic solutions
KW  - second order slip
KW  - double stratification
KW  - Cattaneo–Christov heat flux
KW  - variable thermal conductivity
KW  - Williamson nanofluid
KW  - velocity second slip
KW  - wave forms
KW  - exact solutions
KW  - magnetic field
KW  - heat and mass transfer
KW  - Hall current
KW  - Catttaneo-Christov heat flux
KW  - homogeneous–heterogeneous reactions
KW  - viscoelastic fluids
KW  - heterogeneous–homogeneous reactions
KW  - mixed convective flow
KW  - binary chemical reaction
KW  - arrhenius activation energy
KW  - gas-liquid coatings
KW  - bubbles
KW  - two-fluid model
KW  - phase distribution
KW  - HPM
KW  - double diffusion
KW  - curved channel
KW  - compliant walls
KW  - analytical solutions
KW  - third grade fluid model
KW  - hybrid nanofluid
KW  - induced magnetic field
KW  - mixed convection
KW  - heat generation
KW  - peristalsis
KW  - cilia beating
KW  - Non-Newtonian
KW  - Bejan number
KW  - Jeffrey fluid model
KW  - eccentric annuli
KW  - droplet impact modelling
KW  - impedance analysis
KW  - rain erosion
KW  - ultrasound measurements
KW  - viscoelastic modelling
KW  - wind turbine blades
KW  - computational modelling
KW  - rain erosion testing
KW  - viscoelastic characterization
KW  - development and characterization of coatings
KW  - applications of thin films
KW  - nanostructured materials
KW  - surfaces and interfaces
KW  - applications of multiphase fluids
KW  - mathematical modeling on biological applications
KW  - electronics
KW  - magnetics and magneto-optics
N1  - Open Access
N2  - Over the past four decades, there has been increased attention given to the research of fluid mechanics due to its wide application in industry and phycology. Major advances in the modeling of key topics such Newtonian and non-Newtonian fluids and thin film flows have been made and finally published in the Special Issue of coatings. This is an attempt to edit the Special Issue into a book. Although this book is not a formal textbook, it will definitely be useful for university teachers, research students, industrial researchers and in overcoming the difficulties occurring in the said topic, while dealing with the nonlinear governing equations. For such types of equations, it is often more difficult to find an analytical solution or even a numerical one. This book has successfully handled this challenging job with the latest techniques. In addition, the findings of the simulation are logically realistic and meet the standard of sufficient scientific value
UR  - https://mdpi.com/books/pdfview/book/4098
UR  - https://directory.doabooks.org/handle/20.500.12854/76651
ER  -