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With your experience this type of thing is probably automatic, but coming from other software into Mitsu it’s not very obvious. I've known these things and many others for a while now but I still stumble across little things like that all of the time so I know I'm probably still doing things the hard way. When the B channel signal comes back the. The rising edge of the pulse will increase the count by one, the falling edge will decrease it. In a properly configured counter module this 'chatter' shouldn't affect the count. It could only move for a fraction of a degree so the A channel signal came on and off. While you may think that using () works, it in fact returns the cell of the. The scope trace looks like the encoder stopped but something was still trying to turn it. Same with the toggle bit shift/enter when I had been using the debug dialog. MATLAB Commands 6 Vector, Matrix and Array Commands Array Commands cat. For example, I had been drawing and erasing rungs using f9 or the toolbar icon for quite a while before I realized you could do the shift/arrow thing. For example, in the youtube video offered in 4warders comment above (thanks!) he gives a few tips that I had to figure out the hard way. I've used the software occasionally for a while and keep stumbling across ways to do it quicker when I had been doing things the hard way. It's not so much that I am having problems that I can't figure out a way around. Please click "report" on spam Related sub-reddits: (*) At mods' discretion, certain self-promotion submissions from people who contribute to this sub in other ways may be allowed and tagged with the "Self-promo" flair
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Relational operators for arrays perform element-by-element comparisons between two arrays and return a logical array of the same size, with elements set to logical 1 (true) where the relation is true and elements set to logical 0 (false) where it is not. It's somewhat confusing so let's make an analogy. Matlab find common elements in two cell arrays Compare two versions that calculate the following formula for each element of two m n matrices z=x2siny Bad version for i = 1:m for j = 1:n z(i,j) = x(i,j)^2*sin(y(i,j)) end end Good version z = x.