Innovations in Wave Processes Modelling and Decision Making

Grid-Characteristic Method and Applications

Alena V. Favorskaya (Redaktør) ; Igor B. Petrov (Redaktør)

Serie: Smart Innovation, Systems and Technologies 90

This book presents methods for full-wave computer simulation that can be used in various applications and contexts, e.g. seismic prospecting, earthquake stability, global seismic patterns on Earth and Mars, medicine, traumatology, ultrasound investigation of the human body, ultrasound and laser operations, ultrasonic non-destructive railway testing, modelling aircraft composites, modelling composite material delamination, etc. Les mer
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Paperback
Legg i
Vår pris: 1688,-

(Paperback) Fri frakt!
Leveringstid: Sendes innen 21 dager

Om boka

This book presents methods for full-wave computer simulation that can be used in various applications and contexts, e.g. seismic prospecting, earthquake stability, global seismic patterns on Earth and Mars, medicine, traumatology, ultrasound investigation of the human body, ultrasound and laser operations, ultrasonic non-destructive railway testing, modelling aircraft composites, modelling composite material delamination, etc. The key innovation of this approach is the ability to study spatial dynamical wave processes, which is made possible by cutting-edge numerical finite-difference grid-characteristic methods.



The book will benefit all students, researchers, practitioners and professors interested in numerical mathematics, computer science, computer simulation, high-performance computer systems, unstructured meshes, interpolation, seismic prospecting, geophysics, medicine, non-destructive testing and composite materials.

Fakta

Innholdsfortegnelse

Theory and Practice of Wave Processes Modelling.- Interpolation on Unstructured Triangular Grids.- Interpolation on Unstructured Tetrahedral Grids.- Piecewise Linear Interpolation on Unstructured Tetrahedral Grids.- Grid-characteristic Method.- Numerical Modelling of Composite Delamination and Non-Destructive Testing.- Wave Processes Modelling in Geophysics.- Migration of Elastic Wavefield using Adjoint Operator and Born Approximation.- Migration f Elastic Fields based on Kirchhoff and Rayleigh Integrals.