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Numerical Exploration Of Fourier Transform And Fourier Series The Power Spectrum Of Driven Damped Oscillators Synthesis Lectures On Mathematics Statistics 1st Edition Chowdhury

  • SKU: BELL-55617044
Numerical Exploration Of Fourier Transform And Fourier Series The Power Spectrum Of Driven Damped Oscillators Synthesis Lectures On Mathematics Statistics 1st Edition Chowdhury
$ 31.00 $ 45.00 (-31%)

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Numerical Exploration Of Fourier Transform And Fourier Series The Power Spectrum Of Driven Damped Oscillators Synthesis Lectures On Mathematics Statistics 1st Edition Chowdhury instant download after payment.

Publisher: Springer
File Extension: PDF
File size: 1.33 MB
Pages: 116
Author: Chowdhury, Sujaul, Al Sakib, Abdullah
ISBN: 9783031346637, 3031346637
Language: English
Year: 2023
Edition: 1

Product desciption

Numerical Exploration Of Fourier Transform And Fourier Series The Power Spectrum Of Driven Damped Oscillators Synthesis Lectures On Mathematics Statistics 1st Edition Chowdhury by Chowdhury, Sujaul, Al Sakib, Abdullah 9783031346637, 3031346637 instant download after payment.

This book presents practical demonstrations of numerically calculating or obtaining Fourier Transform. In particular, the authors demonstrate how to obtain frequencies that are present in numerical data and utilizes Mathematica to illustrate the calculations. This book also contains numerical solution of differential equation of driven damped oscillator using 4th order Runge-Kutta method. Numerical solutions are compared with analytical solutions, and the behaviors of mechanical system are also depicted by plotting velocity versus displacement rather than displaying displacement as a function of time. This book is useful to physical science and engineering professionals who often need to obtain frequencies present in numerical data using the discrete Fourier transform. This book: Aids readers to numerically calculate or obtain frequencies that are present in numerical data Explores the use of the discrete Fourier transform and demonstrates practical numerical calculation Utilizes 4th order Runge-Kutta method and Mathematica for the numerical solution of differential equation

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