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Computational Simulation and Experimental Techniques for Nanofluid Flow

  • Book

  • May 2024
  • Bentham Science Publishers Ltd
  • ID: 5972699
Computational simulation and experimental techniques for nanofluid flow is a collection of studies on nanofluid modelling. It brings together eight detailed research articles that describe the latest developments in nanofluid flow experimentation and simulation. Topics covered include numerical flow simulations and applications on MHD viscous nanofluid, bioconvective nanofluid, oblique nanofluid, Casson nanofluid, hybrid nanofluid, Darcy-Forchheimer hybrid nanofluid, magneto-radiative Ag-water nanofluid, and thixotropic nanofluid.

Key Features

  • Includes eight chapters authored by experts in fluid mechanics and numerical simulation
  • Showcases significant and novel attempts on computational simulation modelling for developing new mathematical models on nanofluids at the research level
  • Highlights current research intended to advance mathematics and other areas of science and technology
  • Includes references for advanced readers
This publication is essential for researchers and students, academicians who are learning nanofluid flow models. Readers involved in applied research and development projects involving nanofluids will also benefit from the information (environmentalists, technicians and biomedical engineers).

Readership

Academicians, scientists, researchers, industrial engineers and postgraduate students.

Table of Contents

Chapter 1 Cattaneo-Christov Heat Flux Based Darcy-Forchheimer Hybrid
  • Nanofluid Flow With Marangoni Convection Above a Permeable Disk
  • Nalini Kumar Sethy, Debashis Mohanty, Ganeswar Mahanta, Kamala Lochan Mahanta And
  • Sachin Shaw
  • Introduction
  • Terminology
  • Problem Identification
  • Analysis of Entropy
  • Solution Procedure
  • Result and Analysis
  • Velocity Profile
  • Temperature Profile
  • Skin Friction and Nusselt Number Profile
  • Entropy Generation
  • Validation
  • Conclusion
  • References
Chapter 2 Three-Dimensional Numerical Computational Model for An
  • Unsteady Hybrid Nanofluids Past Stretching Mhd Rotating Sheet
  • Salma Ahmedai, Precious Sibanda, Sicelo Goqo and Uthman Rufai
  • Introduction
  • Mathematical Model
  • Numerical Solution and Validation
  • Simple Iteration Method
  • Chebyshev Differentiation
  • Result and Discussion
  • Conclusion
  • List of Nomenclature, Subscripts, Abbreviations and Greek Symbols 47
  • References
Chapter 3 Effects of Activation Energy and Thermo-Convection of Nanofluid Flow
  • Sewli Chatterjee
  • Introduction
  • Mathematical Model
  • Result and Discussion
  • Conclusion
  • References
Chapter 4 Study of Oblique Nanofluid Flow Past a Stretching Sheet
  • Vikas Poply, Shilpa Taneja and Parveen Kumar
  • Introduction
  • Formulation of the Problem
  • Results and Discussion
  • Conclusion
  • Conflict of Interest
  • References
Chapter 5 Effect of Casson Nanofluid's Outer Velocity With Melting Heat
  • Transmission Beyond a Stretching Sheet
  • Vikas Poply, Sabyasachi Mondal and Parveen Kumar
  • Introduction
  • Mathematical Formulation
  • Discussion and Outcomes
  • Conclusion
  • References
Chapter 6 Dual Solutions of Magneto-Radiative Ag-Water Nanofluid Slip
  • Flow Across the Porous Medium Due to a Permeable Contracting Surface
  • With Heat Generation: Stability Analysis
  • Gopinath Mandal
  • Introduction
  • Mathematical Formulation
  • Physical Quantities
  • Flow Stability
  • Results and Discussion
  • Conclusion
  • Conflict of Interest
  • References
Chapter 7 Spectral Quasi-Linearization Method for Thixotropic
  • Nanofluid Passing Through a Stretching Surface With Activation
  • Energy
  • Anwesha Dingal, Puspita Mondal, Anindya Kundu, Sharmistha Ghosh and Hiranmoy Mondal
  • Introduction
  • Mathematical Formulations
  • Results and Discussions
  • Conclusion
  • References
Chapter 8 Effect of Mhd Viscous Nanofluid Flow in the Presence of Internal Heat Generation
  • Nibedita Mandal, Sewli Chatterjee and Hiranmoy Mondal
  • Introduction
  • Formulation of the Problem
  • Analytical Solution
  • Numerical Methods (Spectral Quasi-Linearization Methods)
  • Result and Discussion
  • Brownian Motion (𝑡𝒃)
  • Thermophoresis (𝑡𝒕)
  • Schmidt Number (𝑺𝒄)
  • Prandtl Number (𝑷𝒓)
  • Magnetic Field Parameter (𝑴)
  • Conclusion
  • Abbreviation
  • References
  • Subject Index

Author

  • Sabyasachi Mondal