Exporting MATLAB code to word file

I want to export my MATLAB code in word file. If I opt for print command directly, the code is getting printed, but the vertical lines that connect the start and end of a loop are not getting shown. For example,

for d=1:s
        fraction(d)=vert(d)/add;
        if(d==1)
            cumulative(d)=fraction(d);
            continue
        end

          cumulative(d)=cumulative(d-1)+fraction(d)
end

The vertical line connecting the For loop with its corresponding end is not appearing. Any suggestions how I can do that ?

[Pedro Rodenas]

You can export your code to HTML using the function publish(file), and later copy the text in HTML file

Answer 1

[Chirag Gupta]

You can use the publish command to publish the code and the results in a neat manner directly to word, however this will also not show the "line".

This "line" is the MATLAB editor's graphical line to ease with writing and navigating code and as such cannot be navigated to word. The easiest way to to do so is to do Print Screen and cut the relevant image (in Win 7, you can directly use the Windows snipping tool).

[Sakshi]

Thanks Chirag. Yeah I had published it earlier but I wanted the lines. I have actually seen some reports with the lines and I doubt if they used printscreen for the same. But anyway, thank you for answering !

Answer 2

[Tanveer Hussain]

Brother simplest method is that convert directly into pdf by "ctrl+p" then convert pdf into word.

[John D'Errico]

And as others have said, that does not solve the problem.

[Tanveer Hussain]

Thanks for more details

brother go to the print function in the matlab you can see the various options for the text setting

1) you can chnage the font setting

2)change the stlye

3) export to pdf, microsoft and xps etc

After converting into pdf you can directly convert into word format.

Answer 3

[Wedi]

% MATLAB Script for Fourier Series Approximation

% Parameters

L = 1; % Half-period

N = 10; % Number of harmonics

t = linspace(-L, L, 1000); % Time vector

f_exact = L - abs(t); % Actual function

% Initialize Fourier series approximation

a0 = L / 2; % Constant term

f_approx = a0 * ones(size(t)); % Start with the constant term

% Calculate Fourier coefficients and build the approximation

an = zeros(1, N); % Coefficients for cosine

bn = zeros(1, N); % Coefficients for sine

for n = 1:N

% Calculate coefficients (example values; replace with actual calculations)

an(n) = 0; % For f(t) = L - |t|, a_n is 0

bn(n) = (2 * L / (n * pi)) * (1 - (-1)^n); % Example for sine coefficients

f_approx = f_approx + an(n) * cos(n * pi * t / L) + bn(n) * sin(n * pi * t / L);

end