2005•Unpublished venueRequires access
Fourier Methods
H. J. Pain
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Abstract
This chapter contains sections titled: Fourier Series Application of Fourier Sine Series to a Triangular Function Application to the Energy in the Normal Modes of a Vibrating String Fourier Series Analysis of a Rectangular Velocity Pulse on a String The Spectrum of a Fourier Series Fourier Integral Fourier Transforms Examples of Fourier Transforms The Slit Function The Fourier Transform Applied to Optical Diffraction from a Single Slit The Gaussian Curve The Dirac Delta Function, its Sifting Property and its Fourier Transform Convolution The Convolution Theorem