Analysis and Applications of Mathematical Fluid Dynamics

doi:10.3390/books978-3-7258-0754-3

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Analysis and Applications of Mathematical Fluid Dynamics

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April 2024

354 pages

ISBN978-3-7258-0753-6 (Hardback)
ISBN978-3-7258-0754-3 (PDF)

https://doi.org/10.3390/books978-3-7258-0754-3

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This book is a reprint of the Special Issue Analysis and Applications of Mathematical Fluid Dynamics that was published in

Computer Science & Mathematics

Engineering

Physical Sciences

Public Health & Healthcare

Summary

The reprint contains 19 articles that have been accepted and published in the Special Issue “Analysis and Applications of Mathematical Fluid Dynamics, 2023” of MDPI’s Mathematics journal, which covers a wide range of topics related to experimental and theoretical fluid flow processes and the analysis of heat flow in stockpiles of reactive materials. Among others, these topics include the following: applied, computational, and mathematical physics; combustion and decomposition theories; computational thermal engineering; heat and mass transfer; magnetohydrodynamics (MHDs); mechanics of fluids; and numerical methods. This collection is open to researchers in mathematical modeling using numerical methods to solve complicated differential equations related to Navier–Stokes equations. The reprint will hopefully be of interest and of use to those working in the field of Mathematical Modeling and Computational Fluid Dynamics.

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Keywords

convection-radiation heat transfer; thermal analysis; differential transformation method; internal heat generation and variable heat conductivity; thermal stability; entropy generation; nonlinear buoyancy; variable properties; statistical turbulence; Langevin and diffusion equation; nonlinear convection statistics; stagnation point; magnetohydrodynamics; endothermic and exothermic reaction; heat generation/absorption; activation energy; carbon nano tubes; boundary layer unsteady flow; reduce-order modeling; Lie symmetry; Runge–Kutta; shooting method; heat and mass transfer; finite element method; variable thermal conductivity; semiconductor materials; thermal relaxation time; reactive magnetic fluid; couple stress; Riga surface; Chebyshev spectral method; Maxwell nanofluid; thermal radiation; convective boundary condition; variable conductivity; viscous dissipation; Casson fluid; mixed convection; thermal radiations; shooting method; artificial neural networking; Levenberg–Marquardt technique; thermal energy; mixed convection; thermal radiation; nusselt number; artificial neural networking; casson fluid; micropolar fluid; nanofluid; thermal radiation; response surface methodology; sensitivity analysis; solar water heater; semi-circular arc; heat transfer; enhancement; swirl flow; thermal performance; Optimal Homotopy Asymptotic Method; boundary layer flow; viscous fluid flow; heat transfer; exponential stretching sheet; fourth-grade fluid; homogeneous; configurations; perturbation method suspension; variable electrical conductivity; third-grade fluid; variable porous permeability; thermal stability; entropy analysis; magnetic field; slot jet impingement; finite element method; multiple rotating cylinders; entropy generation; moving wall; Carreau fluid; thermal stability; variable thermal conductivity; variable viscosity; BSLLS; natural convection; pseudoplastic nanofluid; square enclosure; mathematical modeling; finned structure; radiator; heterogeneous fluid; stratification; viscosity; compressibility; linear models; complete description; dispersion relations