Dynamic Characteristics of Layered Structures: Mathematical Modelling, and Numerical Simulations : Mathematical Modelling, and Numerical Simulations (Mathematical Engineering, Manufacturing, and Management Sciences)

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Dynamic Characteristics of Layered Structures: Mathematical Modelling, and Numerical Simulations : Mathematical Modelling, and Numerical Simulations (Mathematical Engineering, Manufacturing, and Management Sciences)

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  • 製本 Hardcover:ハードカバー版/ページ数 352 p.
  • 言語 ENG
  • 商品コード 9781032747859

Full Description

This book covers topics such as seismic and surface wave propagation, nonlinear dynamics, heat and mass transfer, convection phenomena, complex fluid mixing, numerical integration techniques, and crack behaviour in piezoelectric materials. Bringing together analytical, numerical, and theoretical and experimental perspectives, this book serves as a comprehensive reference for understanding cutting-edge developments that shape modern scientific and engineering applications. It is an essential resource for researchers, academicians, and professionals engaged in modelling, simulation, and analysis of sophisticated physical systems.

Features:

Comprehensive coverage of advanced wave propagation, including Love-type, Rayleigh-type, and seismic wave scattering in layered, anisotropic, and heterogeneous media.
In-depth studies on heat and mass transfer phenomena, featuring thermoconvective behavior, double-diffusive convection, and fluid-thermal interactions.
Robust analytical and numerical methodologies, such as stability analysis, mixed quadrature rules, nonlinear dynamic modeling, and techniques addressing dissipative processes.
Focused exploration of modern and complex materials, including piezoelectric composites, orthotropic structures, viscoelastic media, and micro-mechanical systems.

Interdisciplinary applicability, offering valuable insights for professionals and researchers in applied mathematics, engineering, geophysics, materials science, and computational mechanics. It is primarily written for graduate students and academic researchers in the fields of mechanical engineering, engineering design, civil engineering, materials science, aerospace engineering, and engineering mathematics.

Contents

Chapter 1. Love -Type Waves in Heterogeneous Kelvin-Voigt Type Viscoelastic Media with Coulomb Frictional Interface. Chapter 2. Understanding Rayleigh-Type Wave Dynamics in Complex Medium. Chapter 3. Effects of attenuation coefficient and dissipation factors on the dispersion phenomenon of Rayleigh waves through the Piezo-viscoelastic medium. Chapter 4. Investigation on Love waves scattering in a layered orthotropic composite structure with surface irregularity. Chapter 5. Love-type surface waves propagation in a layered anisotropic medium with sliding interface. Chapter 6. On the characteristics of Love waves scattered due to the irregular surface of orthotropic poroelastic layer in an orthotropic composite structure. Chapter 7. Dynamics of gravity affected reflected waves generated due to incident qP wave at the impedance boundary of a micro-mechanically modelled PFRC half-space. Chapter 8. Crack Propagation and Interaction in Piezoelectric Materials: A Mathematical Approach and Numerical Simulation. Chapter 9. Novel similarity solutions of (1+1)-General Boussinesq and (1+1)-Gilson Pickering equations. Chapter 10. Heat and mass transfer of double diffusive convection in a vertical porous flat plate. Chapter 11. Finite Amplitude Analysis and Thermoconvective Layer of Maxwell Fluid in Porous Medium in LTNE (Local Thermal Non-equilibrium) Model with Cross-Diffusion. Chapter 12. Linear Stability of Thermosolutal Free Convection of Couple Stress Fluid in porous zone. Chapter 13. Mixing of Complex Fluids in Mechanically Agitated Vessels: Challenges and Advances. Chapter 14. Lie Group-Based Investigation of Symmetries and Solutions for the KdV-Burgers Equation. Chapter 15. A Mixed Quadrature Rule of Precision 7 for Integration of Analytic Functions

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