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Fourier coefficient harmonic analyzer

S. Charp

Open publisher page 1 citations

Abstract

THE SEPARATION of a complex curve into its constituent sine and cosine curves of proper amplitude and phase by means of a Fourier series analysis is well known, and this method is frequently used in many branches of engineering and mathematics. All who have ever made such an analysis know that the computation for the Fourier coefficients can be very tiresome and expensive from the point of view of time and effort.

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What this paper is about

THE SEPARATION of a complex curve into its constituent sine and cosine curves of proper amplitude and phase by means of a Fourier series analysis is well known, and this method is frequently used in many branches of engineering and mathematics. All who have ever made such an analysis know that the computation for the Fourier coefficients can be very tiresome and expensive from the point of view of time and effort.

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Available abstract

THE SEPARATION of a complex curve into its constituent sine and cosine curves of proper amplitude and phase by means of a Fourier series analysis is well known, and this method is frequently used in many branches of engineering and mathematics. All who have ever made such an analysis know that the computation for the Fourier coefficients can be very tiresome and expensive from the point of view of time and effort.

Key concepts: Fourier series, Sine, Fourier sine and cosine series, Harmonic analysis, Fourier analysis, Sine and cosine transforms, Fourier transform, Discrete Fourier series

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