9780387978949 Differential Equations and Their Applications

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Bol This book is written for students and researchers who are fond of mathematics and the natural sciences. It consists of two parts. Part I presents the theory of analysis in which the mathematical theory is described not as an accomplished palace, but as a building under construction. It uncovers how a theory has been or is being constructed. In Part II, the theory of differential equations is applied to interesting practical problems, such as pursuit-line and tractrix, attack on an object from an airplane, an insect crawling along a stretching rubber rod, the SIR model of a virus infection, string vibration, circular membrane vibration, as well as the wind ripple, sand dune and wave phenomena on a highway. Furthermore, the problems of a one-dimensional lattice vibration, the keyboard percussion vibration and the eigenvalue problems in quantum mechanics, such as the Aharonov–Bohm effect, are also investigated in detail. Contents: Theories: Introduction to the Theory of Analysis Differential Equations Differential Operators Applications: Ordinary Differential Equations Partial Differential Equations Problems Involving Bessel Functions Potential Problems in Quantum Mechanics Readership: Undergraduate students, postgraduate students and researchers interested in the theory and applications of differential equations in mathematics and the natural sciences. Key Features: The book presents many good examples explained mathematically by differential equations, making it an interesting read Demonstrates applications of differential equations to practical problems encountered in various familiar phenomena

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This book is written for students and researchers who are fond of mathematics and the natural sciences. It consists of two parts. Part I presents the theory of analysis in which the mathematical theory is described not as an accomplished palace, but as a building under construction. It uncovers how a theory has been or is being constructed. In Part II, the theory of differential equations is applied to interesting practical problems, such as pursuit-line and tractrix, attack on an object from an airplane, an insect crawling along a stretching rubber rod, the SIR model of a virus infection, string vibration, circular membrane vibration, as well as the wind ripple, sand dune and wave phenomena on a highway. Furthermore, the problems of a one-dimensional lattice vibration, the keyboard percussion vibration and the eigenvalue problems in quantum mechanics, such as the Aharonov–Bohm effect, are also investigated in detail. Contents: Theories: Introduction to the Theory of Analysis Differential Equations Differential Operators Applications: Ordinary Differential Equations Partial Differential Equations Problems Involving Bessel Functions Potential Problems in Quantum Mechanics Readership: Undergraduate students, postgraduate students and researchers interested in the theory and applications of differential equations in mathematics and the natural sciences. Key Features: The book presents many good examples explained mathematically by differential equations, making it an interesting read Demonstrates applications of differential equations to practical problems encountered in various familiar phenomena

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Pagina's: 594, Editie: Fourth Edition 1993, Hardcover, Springer


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Merk Springer
EAN
  • 9789811247477
  • 9780387978949
  • 9781468400557
  • 9780387943305
  • 9780387979380
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