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Nonlinearity: Problems, Solutions and Applications -- Volume 1

Editat de Ludmila A Uvarova Ph.D., Alexey B Nadykto, Anatoly V Latyshev PhD
en Limba Engleză Hardback – sep 2017
The book has two volumes and consists of forty-four chapters, which are divided into five sections: (i) Mathematical treatment of non-linear problems, including the differential equations, numerical methods, algorithms and solutions; (ii) theoretical and computational studies dedicated to the physics and chemistry of advanced materials, nanostructured systems and fractal systems; (iii) articles dedicated to non-linear processes in complex biological processes, systems and objects; (iv) theoretical and modeling studies of kinetics, dynamics and thermochemistry of micro-, meso- and macro-scale systems; and (v) multidisciplinary research focused on forecasting, control and management problems.
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Specificații

ISBN-13: 9781536120325
ISBN-10: 1536120324
Pagini: 320
Dimensiuni: 180 x 260 x 35 mm
Greutate: 1.16 kg
Editura: Nova Science Publishers Inc
Colecția Nova Science Publishers Inc
Locul publicării:United States

Cuprins

Computational Methods for Two-Dimensional Neural Fields; Mathematical Simulation of the Heat & Mass Transfer in a Plane Channel with Infinite Parallel Walls under the Action of a Temperature Gradient; The Hopfions in the Skyrme Faddeev Spinor Model; Mathematical Simulation of the Mass Transfer in a Long Rectangular Channel under the Action of a Temperature Gradient; The Nonexistence of Solutions for Some Elliptic Inequalities & Systems with Variable Exponents & Singular Coefficients on the Boundary; The Analysis of a Motion Model of Orbital Tether Systems Based on Properties of Limit Cycles; The Nonexistence of Solutions for Some Nonlinear Inequalities with a Transformed Argument in Bounded Domains; TS Models & Semidefinite Lyapunov Functions in Stability Analysis of Nonlinear Delay Systems; Matrix Fourier Integral Transforms for Coupled Mathematical Models; Some Approaches to the Design of Partial Solutions for Nonlinear Equations of Mathematical Physics; The Evolution of Polymer Systems during Electrospinning: From a Semi-Dilute Polymer Solution to a Non-Equilibrium State; Structural Methods of Design Identification Systems; Non-Linear Longitudinal Current in Quantum Plasma Generated by N Transverse Electromagnetic Waves; Mathematical Modeling of Railway Track Structure under Changing Rigidity Parameters; An Experimental Study of the Effects of the Wind on a Metal Bridge Crossing with Two Independent Parallel Spans; The Photophoretic Motion of Moderately Large Spherical Aerosol Particles with Arbitrary Temperature Differences; The Evolution of Turbulence Structure over Inhomogeneously Heated Surfaces; The Computer Simulation of Nonlinear Processes in Gas-Metal Microsystems; Magnetic Excitations in a Chiral Graphene Model; Thermophoresis of Non-Uniform Moderately Large Spherical Aerosol Particles; The Thermophoresis of a Cylindrical Aerosol Particle of Non-Uniform Thermal Conductivity; On Some Methods of Construction of Nonlinear Structure-Property Relationships for Organic Compounds; Modeling the Structures of Organic Compounds: From Molecular Graphs to Molecular Hypergraphs; The Mathematical & Physical Modeling of Distribution Operations in Crimp Conical Shells; Modeling of Heat Transfer in the System of Small Spherical & Cylinrical Particles under the Action of Elecromagnetic Radiation; HPC Simulation of Gasdynamic Flows on Macroscopic & Molecular Levels; Index.