Tan Fu-qi. A Numerical Method for the Evaluation of Fourier Integrals[J]. Applied Mathematics and Mechanics, 1981, 2(5): 581-584.
Citation:
Tan Fu-qi. A Numerical Method for the Evaluation of Fourier Integrals[J]. Applied Mathematics and Mechanics, 1981, 2(5): 581-584.
Tan Fu-qi. A Numerical Method for the Evaluation of Fourier Integrals[J]. Applied Mathematics and Mechanics, 1981, 2(5): 581-584.
Citation:
Tan Fu-qi. A Numerical Method for the Evaluation of Fourier Integrals[J]. Applied Mathematics and Mechanics, 1981, 2(5): 581-584.
A Numerical Method for the Evaluation of Fourier Integrals
Received Date: 1980-02-26
Publish Date:
1981-10-15
Abstract
This paper puts forward the use of spline function interpolation in the evaluation of Fourier integrals. At the same time, the numerical results of some common functions by various interpolation methods and a simplified method of construction of spline function for various boundary conditions are also presented.
References
[1]
N.A.C.A.TN,4073.
[2]
Filon,L.N.G.,On a quadrature formula for trigonometric integrals,Proc.Roy.Soc.,Edinburgh,49,(1928),38-47.
[3]
Clendenin,W.W.,A method for numerical calculation of Fourier integrals,Nu-merische Mat.,8,(1966),422-436.
[4]
Anlberg,J.H.et al,The Theory of splines and Their Application,Acad.Press,N.Y.,(1967).
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