Zeros of Bessel function, Legendre function, Trig functions

%% This function computes atmost N zeros (z) between xmin and xmax
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Aktualisiert 6. Jun 2022

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%% This function computes atmost N zeros (z) between xmin and xmax
% fun is the handle to the function whose zeros we want to compute
% xmin is the start of the search region
% xmax is the end of the search region
% N is the maximum number of the zeros we sort
% Example 1: z = Nzeros(@(x)besselj(0,x), 0, 20, 7)
% Example 2: z = Nzeros(@(x)sin(x*pi), 0, 20, 7)
% Example 3: z = Nzeros(@(x)cos(x*pi), 0, 20, 7)
% Example 4: z = Nzeros(@(x)besselj(0,x) - 2*besselj(1,x), 0, 20, 7)
% Example 5: z = Nzeros(@(x)3*sin(2*x) - 2*cos(3*x), 0, 20, 7)

Zitieren als

Lateef Adewale Kareem (2024). Zeros of Bessel function, Legendre function, Trig functions (https://www.mathworks.com/matlabcentral/fileexchange/64844-zeros-of-bessel-function-legendre-function-trig-functions), MATLAB Central File Exchange. Abgerufen .

Kompatibilität der MATLAB-Version
Erstellt mit R2012b
Kompatibel mit allen Versionen
Plattform-Kompatibilität
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Version Veröffentlicht Versionshinweise
2.0.0.0

The overall method was changed and improved for better performance.

1.3.0.0

added more tags

1.2.0.0

modified computation of the values for plot. using arrayfun

1.1.0.0

improve search for some complex functions.

Added examples to the description.

1.0.0.0