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BUILT-IN MATHEMATICA SYMBOL
HannPoissonWindow
HannPoissonWindow[x]
represents a Hann-Poisson window function of x.
HannPoissonWindow[x, 
]
uses the parameter .
Details
- HannPoissonWindow[x, ] is equal to
![ (cos(2 pi x)+1)/(2 ⅇ^(2 alpha x)) 0<=x<=1/2; 1/2 ⅇ^(2 alpha x) (cos(2 pi x)+1) -1/2<=x<0; 0 TemplateBox[{x}, Abs]>1/2;](Files/HannPoissonWindow.en/2.png " (cos(2 pi x)+1)/(2 ⅇ^(2 alpha x)) 0<=x<=1/2; 1/2 ⅇ^(2 alpha x) (cos(2 pi x)+1) -1/2<=x<0; 0 TemplateBox[{x}, Abs]>1/2;")
. - HannPoissonWindow[x] is equivalent to HannPoissonWindow[x, 1].
- HannPoissonWindow automatically threads over lists.
Examplesopen all
Basic Examples (5)
Shape of a 1D Hann-Poisson window:
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Shape of a 2D Hann-Poisson window:
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Extract the continuous function representing the Hann-Poisson window:
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Parameterized Hann-Poisson window:
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Fourier transform of the Hann-Poisson window:
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Power spectrum of the Hann-Poisson window:
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