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Thank you for this answer, I understand how RootLocusPlot works. What I was trying to mention was that I was confused of how to use FeedbackType by just reading the documentation. It's not very intuitive. Especially the two examples for FeedbackType...
I don't know if this is a bug, or if just something changed I can't figure out. Take the following examples: sysEq = y'''[t] == -1/T2^2 y'[t] - T1/T2^2 y''[t] + Ki/T2^2 u[t]; sysEq1 = y[t] == Kp u[t]; sysEq2 = y'[t] + (T1 + T2)...
You could try to use Collect[] for sorting/splitting your equation f[x] = a x1 + b x2 u + c u + x1 u Collect[f[x], u] I never heard about colorizing certain veriables in the output, sorry. You may use capital letters for marking...
tf1 = TransferFunctionModel[(5 (1 + s))/(10 + s), s] tf2 = TransferFunctionModel[{{{5 (1 + s)}}, {{10 + s}}}, s] tf3 = TransferFunctionModel[{{{{-1}}}, {{{-10}}}, {{5}}}, s] Plot[ Evaluate[ OutputResponse[#,...
Thanks for this advise. I tryed it before: With FullSimplify, I'll get a solution which gives me the same tau as "my solution", but plotting these two, will result in two completely different graphs! Since I work with a book, I would like to get the...