Applied Engineering Mathematics
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Edited by:
Apul Dev
and Sayantan Guha
About this book
The publication of this book is motivated by the need to present the latest research & advancements in the fields of Fluid/Solid Mechanics, Nonlinear Dynamics, and Differential Equations in Applied Mathematics. This book gathers the work of leading experts, offering cutting-edge findings addressing existing challenges in the field. It covers a broad spectrum of topics, including advanced computational methods/mathematical modeling/different Mathematical methods & their applications in many scientific disciplines like predicting the nature and behavior of physical systems in engineering. These problems often require solving differential equations governing fluid flow, heat transfer, and structural deformation, often simultaneously, among other topics. Each chapter delves into specific problems, showcasing interdisciplinary approaches & demonstrating the practical impact of mathematical research on real-world issues. This book is a great resource for scholars, professionals, and researchers as it offers a comprehensive overview of cutting-edge methodologies & innovative solutions. It aims to stimulate additional investigation, promote interdisciplinary collaboration & make substantial contributions to advancing knowledge.
- Presents research outcomes by addressing challenges in applied mathematics & engineering.
- It covers a wide range of topics, making it relevant to a diverse audience.
- Integrates mathematics with other areas, emphasizing interdisciplinary research.
Author / Editor information
Apul Narayan Dev currently working as Associate Professor and Coordinator, Centre for Data Science, Siksha O Anusandhan Deemed to be University, Bhubaneswar. He has 12 years of teaching experience in both PG and UG level. He did his M.Phil and Ph.D. from Gauhati University in 2011 and 2016 respectively. His area of interest is Basic Study of theoretical Plasmas, Degenerate and Non-degenerate Plasmas, Mathematical method, Fluid flow, etc. with the broad area of Plasmas and Fluid Dynamics. He has published nearly 46 papers in the repute international journals and all are either SCI or Scopus indexed that can be viewed in various databases like Scopus, Research gate, Google scholar, etc. He has published one book "Shock wave Phenomena in Dusty Plasma" which is available in Amazon. He has also guided 1 research scholars and four more students are working under his guidance. As strength he has organized two International Conferences (AMSE-2019, AMSE-2022) and two International webinar (Maple-2020, Mathematica-2020). Also edited a SCOPUS index Conference Proceeding in AIP Publisher for the year 2022 as a leading Editor.
Sayantan Guha obtained his Ph.D. degree from the Department of Mathematics and Computing at Indian Institute of Technology (Indian School of Mines), Dhanbad, India, and currently works as an Assistant Professor at the Centre for Data Science, Institute of Technical Education & Research (ITER), Siksha ‘O’ Anusandhan University, Odisha, India. His research work covers broad areas involving micromechanical modeling of smart composites, investigating wave reflection/transmission phenomenon, studying surface wave propagation, and analyzing thermoelastic damping & frequency of different types of beams with complexities. He has published 20 SCI/SCIE international journal articles and 3 book chapters to date. Dr. Sayantan Guha also participated in several academic conferences and gave speeches and invited talks. He also received prestigious scholarships, awards, and honors, such as the "Young Scientist Award" at 65th ISTAM (2020), and so on.
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Frontmatter
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Preface
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Contents
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Love wave propagation in layered piezoelectric structures for sensor-based applications
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A safe-ML model for assessing head loss in a subject-specific human femoral arterial network
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Fluid dynamics of transportation of viscoelastic fluids through inclined circular cylindrical tubes and its application in biological systems
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Numerical computation of Crane-type MHD Casson (blood type) stagnation point fluid flow past a stretching sheet
45 -
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Bioconvective MHD Casson fluid flow with motile microorganisms on a moving flat plate embedded in a porous medium
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Stability analysis of convection in rotating fluid layers with triple diffusion
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Groundwater contamination in heterogeneous semi-infinite aquifers for 1-D flow
85 -
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Convection in the boundary layer with uniform heat flux from a rectangular cavity’s side walls enclosed by porous lining
99 -
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Natural convection in a rectangular cavity bounded by porous lining
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Analysis of delayed mosquito life-cycle model
127 -
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Reflection and transmission of plane waves between two initially stressed rotating nonlocal orthotropic microstretch thermoelastic half-spaces with imperfect interface
137 -
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Nonlocal thermoelasticity of Klein–Gordon type: constitutive modelling in a piezoelectric microbeam resonator with memory effect
159 -
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Mathematical perspectives on biomechanical signal processing
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Numerical simulation of thermal performance in a hybrid nanofluid filled chamber with a heat producing element
221 -
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Non-Darcian flow of bioconvective viscoelastic fluid in a convectively heated elongating surface with variable heat source and energy activation
239 -
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Finite element analysis of biological systems
255 -
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Numerical analysis of free convective heat-transfer characteristics of a non-Newtonian (Casson) fluid in a heated permeable cavity under the effects of thermal radiation
279 -
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Graph-theoretical insights into resting-state EEG: a mathematical approach to psychiatric disorder analysis
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Index
317
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