Weighted Residual Methods Principles, Modifications and Applications
Auteur : Hatami Mohammad
Weighted Residual Methods: Principles, Modifications and Applications introduces a range of WRMs, providing examples that show how they can be used to solve complex engineering problems with greater accuracy and computational efficiency. Examples focus on non-linear problems, including the motion of a spherical particle, nanofluid flow and heat transfer, magnetohydrodynamic flow and heat transfer, and micropolar fluid flow and heat transfer. These are important factors in understanding processes, such as filtration, combustion, air and water pollution and micro contamination. In addition to the applications, the reader is provided with full derivations of equations and summaries of important field research.
1. Introduction to analytical methods2. Weighted Residual Methods (WRMs) principles and modifications3. WRMs in Fluid Mechanic Applications4. WRMs in Heat Transfer and Energy Conversion Applications5. WRMs in Nano-Engineering Applications
researchers/MScs mainly with mechanical engineering backgrounds, working on projects involving heat transfer, nanotechnology, nanofluid flow, or particle mechanics. There are research projects like this investigating topics in energy engineering, biology, physics, and environmental science
- Includes the basic code for each method, giving readers a head start in using WRMs for computational modeling
- Provides full derivations of important governing equations in a number of emerging fields of study
- Offers numerous, detailed examples of a range of applications in heat transfer, nanotechnology, medicine, and more
Date de parution : 10-2017
Ouvrage de 384 p.
15x22.8 cm
Thèmes de Weighted Residual Methods :
Mots-clés :
Adomian decomposition; approximation; Carbon nanotube; Collocation; Combined boundary; Concentric; Condensation; Convective; Coupled equations; Differential; Electrohydrodynamic; Fins; Galerkin; Homotopy; Infinite boundary; Jeffery-Hamel flow; Jeffery-Hamel; Least square; Longitudinal; Magnetohydrodynamic; Microchannel heat sink; Nanoparticle; Natural convection; Non-Newtonian; Padé Parallel disks; Partial differential; Porous channel; Porous; Radiative; Rayleigh-Ritz; Variational iteration