000 04345naaaa2201177uu 4500
001 https://directory.doabooks.org/handle/20.500.12854/57738
005 20220219220323.0
020 _abooks978-3-03928-309-5
020 _a9783039283088
020 _a9783039283095
024 7 _a10.3390/books978-3-03928-309-5
_cdoi
041 0 _aEnglish
042 _adc
100 1 _aMassoudi, Mehrdad
_4auth
700 1 _aWu, Wei-Tao
_4auth
245 1 0 _aRecent Advances in Mechanics of Non-Newtonian Fluids
260 _bMDPI - Multidisciplinary Digital Publishing Institute
_c2020
300 _a1 electronic resource (252 p.)
506 0 _aOpen Access
_2star
_fUnrestricted online access
520 _aNon-Newtonian (non-linear) fluids are common in nature, for example, in mud and honey, but also in many chemical, biological, food, pharmaceutical, and personal care processing industries. This Special Issue of Fluids is dedicated to the recent advances in the mathematical and physical modeling of non-linear fluids with industrial applications, especially those concerned with CFD studies. These fluids include traditional non-Newtonian fluid models, electro- or magneto-rheological fluids, granular materials, slurries, drilling fluids, polymers, blood and other biofluids, mixtures of fluids and particles, etc.
540 _aCreative Commons
_fhttps://creativecommons.org/licenses/by-nc-nd/4.0/
_2cc
_4https://creativecommons.org/licenses/by-nc-nd/4.0/
546 _aEnglish
653 _aPoiseuille–Couette flow
653 _amembrane
653 _aviscous fluid
653 _achannel flow
653 _aexistence theorem
653 _ayield stress
653 _ahemoglobe capacitor
653 _acreeping flows
653 _aviscoplastic fluids
653 _aprojection method
653 _apower-law fluid
653 _afirst- and second-order slip
653 _aMittag–Leffler
653 _alubrication
653 _aviscoplastic fluid
653 _arupture
653 _aconvection
653 _aRe numbers
653 _aenhanced oil recovery (EOR)
653 _aSPH-FEM
653 _aGamma densitometer
653 _aoil recovery
653 _anon-newtonian fluids
653 _amarginal function
653 _aparticle interaction
653 _acomputational fluid dynamics
653 _anon-isothermal flows
653 _asuspensions
653 _aBrinkman equation
653 _alubrication approximation (76A05
653 _alid-driven cavity
653 _asmoothed particle hydrodynamics (SPH)
653 _a76D08
653 _aPhan-Thien–Tanner (PTT) model
653 _abubble suspension
653 _aporous media
653 _anon-equilibrium thermodynamics
653 _aporous medium
653 _asuspension viscosity
653 _ahemoglobin
653 _aconvection-diffusion
653 _aslug translational velocity
653 _aclosure relationship
653 _anon-linear fluids
653 _awormlike micellar solutions (WMS)
653 _ahigh viscosity oil
653 _aviscoelastic surfactants (VES)
653 _a76A20)
653 _ameshless
653 _aBingham fluid
653 _aReynolds equation
653 _ageneralised simplified PTT
653 _adense suspension
653 _achemical EOR (cEOR)
653 _abuoyancy force
653 _aviscosity ratio
653 _aaspect ratio
653 _arheology
653 _alubrication approximation
653 _afluid-solid interaction (FSI)
653 _aoptimal control
653 _anatural convection
653 _abiofluids
653 _ashear-dependent viscosity
653 _athermodynamic capacitor
653 _ashear-thinning
653 _astokesian dynamics
653 _aweak solution
653 _abiological capacitor
653 _acement
653 _avariable viscosity
653 _aCouette flow
653 _apressure boundary conditions
653 _ainhomogeneous fluids
653 _aboundary control
653 _asimilarity transformation
856 4 0 _awww.oapen.org
_uhttps://mdpi.com/books/pdfview/book/2040
_70
_zDOAB: download the publication
856 4 0 _awww.oapen.org
_uhttps://directory.doabooks.org/handle/20.500.12854/57738
_70
_zDOAB: description of the publication
999 _c46710
_d46710