Recent Advances in Mechanics of Non-Newtonian Fluids
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ArticleLanguage: English Publication details: MDPI - Multidisciplinary Digital Publishing Institute 2020Description: 1 electronic resource (252 p.)ISBN: - books978-3-03928-309-5
- 9783039283088
- 9783039283095
- Poiseuille-Couette flow
- membrane
- viscous fluid
- channel flow
- existence theorem
- yield stress
- hemoglobe capacitor
- creeping flows
- viscoplastic fluids
- projection method
- power-law fluid
- first- and second-order slip
- Mittag-Leffler
- lubrication
- viscoplastic fluid
- rupture
- convection
- Re numbers
- enhanced oil recovery (EOR)
- SPH-FEM
- Gamma densitometer
- oil recovery
- non-newtonian fluids
- marginal function
- particle interaction
- computational fluid dynamics
- non-isothermal flows
- suspensions
- Brinkman equation
- lubrication approximation (76A05
- lid-driven cavity
- smoothed particle hydrodynamics (SPH)
- 76D08
- Phan-Thien-Tanner (PTT) model
- bubble suspension
- porous media
- non-equilibrium thermodynamics
- porous medium
- suspension viscosity
- hemoglobin
- convection-diffusion
- slug translational velocity
- closure relationship
- non-linear fluids
- wormlike micellar solutions (WMS)
- high viscosity oil
- viscoelastic surfactants (VES)
- 76A20)
- meshless
- Bingham fluid
- Reynolds equation
- generalised simplified PTT
- dense suspension
- chemical EOR (cEOR)
- buoyancy force
- viscosity ratio
- aspect ratio
- rheology
- lubrication approximation
- fluid-solid interaction (FSI)
- optimal control
- natural convection
- biofluids
- shear-dependent viscosity
- thermodynamic capacitor
- shear-thinning
- stokesian dynamics
- weak solution
- biological capacitor
- cement
- variable viscosity
- Couette flow
- pressure boundary conditions
- inhomogeneous fluids
- boundary control
- similarity transformation
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Electronic-Books
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OPJGU Sonepat- Campus | E-Books Open Access | Available |
Open Access star Unrestricted online access
Non-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.
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