Numerical Solutions Using the Taylor Series Method : Initial and Boundary Value Problems
Book Details
Format
Hardback or Cased Book
Book Series
Synthesis Lectures on Mathematics & Statistics
ISBN-10
3032269911
ISBN-13
9783032269911
Publisher
Springer Nature Switzerland AG
Imprint
Springer Nature Switzerland AG
Country of Manufacture
GB
Country of Publication
GB
Publication Date
Jun 12th, 2026
Print length
112 Pages
Weight
374 grams
Dimensions
17.30 x 24.70 x 1.30 cms
Ksh 6,300.00
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This book discusses the Taylor Series Method for numerical solution of initial and boundary value problems. motion of oscillators in phase space, cyclotron motion; Regarding oscillatory motion, the authors present both velocity and displacement of the oscillating particle as functions of time.
This book discusses the Taylor Series Method for numerical solution of initial and boundary value problems. A number of differential equations related to problems in physics have been solved numerically, including radioactive decay; simple harmonic motion; damped harmonic motion; driven damped harmonic motion; motion of oscillators in phase space, cyclotron motion; and differential equations for Hyperbolic functions. In addition, several Hermite polynomials have been reproduced by numerically solving two-point boundary value problems. Regarding oscillatory motion, the authors present both velocity and displacement of the oscillating particle as functions of time. For cyclotron motion, the authors simulate trajectory of electrons in magnetic field in real space. Also, Hermite polynomials H3, H4 and H5 are reproduced by numerically solving two-point boundary value problems.
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