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Norton-Beer strong apodization function

The FWHH of the ILS function given by the Happ-Genzel function is close to that of the Norton-Beer strong apodization function. Another common function that strongly suppresses the sidelobe amplimde is the Blackman-Harris function,... [Pg.34]

Figure 2.10. (a) Weak, medium, and strong apodization functions proposed by Norton and Beer (b) corresponding lineshape functions with the sine function shown for reference. [Pg.37]

Figure 5.3. Various apodization functions (left) and the instrumental lineshape produced by them (right) (a) boxcar truncation (b) triangular (c) trapezoidal (d) Norton-Beer weak, medium, and strong (e) Happ-Gen-zel (f) Blackman-Harris 3-term and 4-term. The maximum retardation is set to / = 1. In the Fourier transform the FWHH of the main lobe is indicated. Figure 5.3. Various apodization functions (left) and the instrumental lineshape produced by them (right) (a) boxcar truncation (b) triangular (c) trapezoidal (d) Norton-Beer weak, medium, and strong (e) Happ-Gen-zel (f) Blackman-Harris 3-term and 4-term. The maximum retardation is set to / = 1. In the Fourier transform the FWHH of the main lobe is indicated.
See other pages where Norton-Beer strong apodization function is mentioned: [Pg.165]    [Pg.165]    [Pg.25]    [Pg.1053]   
See also in sourсe #XX -- [ Pg.34 , Pg.165 ]



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