Mar 17, 2013 · Thank you for your reply. But I need them in a symbolic format. The code is in MATLAB, where mupad (a toolbox for symbolic processing of matlab) produces symbolic results. The 'c' in a constant which is not knows for now, you …

Jun 25, 2013 · I try to write functions in mupad but it seems I haven't understood how procedures and identifiers work. I get every time the message "Error: Unexpected 'identifier'". First example: I tried changing the first row of a given matrix to [1 1 ... 1]. I wrote the following code:

Mar 27, 2019 · MuPAD® notebooks will be removed in a future release. Use MATLAB® live scripts instead. To convert a MuPAD notebook file to a MATLAB live script file, see convertMuPADNotebook. MATLAB live scripts support most MuPAD functionality, although there are some differences. For more information, see Convert MuPAD Notebooks to …

Mar 20, 2014 · Using MuPAD, I want to find out if at least one solution exists for a set of of linear inequalities. For example, the following system of linear inequalities: For example, the following system of linear inequalities:

I have discovered a strange behavior in MuPAD version 5.7.0 (MATLAB R2011b), and I would like to know whether this is a bug, and if not so, what I am doing wrong. Ideally, I would also like to know ...

Feb 26, 2016 · The function and the coefficients are calculated in MATLAB and copy-pasted in MuPad, that should be fine ...

MuPAD normalises the Eigenvectors (equates their length to 1) prior to displaying output, whereas the links provided sets the last component of the Eigenvector to 1. Whilst the length of the Eigenvector is not of interest, its direction is, and therefore, the choice of length is a matter of preference or convention.

Dec 10, 2014 · I need to evaluate the transfer function of a circuit i.e. the output voltage (vo)/input current (is). I was wondering if Matlab/ Mupad has a functionality to do this without using numerical values (I need a symbolic equation). It is kind of like solving the following system of equations, where the variable v1 needs to be eliminated.

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As per MuPAD's documentation, the relational operator <> denotes inequality, i.e., the left- and right-hand side are not equal. In other words, the simplification (before "and") is only valid if 3*Gm + 2*Gd + 2*t is not equal to 2*P*(Gd - Gm + t). This is the same thing as requiring that the denominator of the original expression not be zero ...