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Aleksei
KeymasterTry this version: https://fomcon.net/download/misc/fod_r2009.zip
Aleksei
KeymasterDouble click on the masked block to change its parameters. In case you were wondering, it is possible to do this programmatically as well.
If instead of getting to the parameters you see the inside of the block, then you have a weird version of MATLAB (circa pre-R2010a).Aleksei
KeymasterFOTF is part of FOMCON, you can simply disregard the facilities of the latter and use the core toolbox.
Ok, sorry, reread your question. Yes, you can download the paper here: https://www.researchgate.net/publication/224561406_Fractional_Order_Control_-_A_TutorialAleksei
KeymasterDear Pritesh,
What sort of reference would you like to have?
If you want a bibliographical reference, then you should check out, e.g., the tutorial paper “Fractional Order Control – A Tutorial” and the “FO Systems and Controls: Fundamentals and Applications” book listed in the literature review here on the website.-
This reply was modified 9 years, 10 months ago by
Aleksei.
Aleksei
KeymasterYou may want to check this out: http://www.tuke.sk/petras/foc_laplace.pdf
Aleksei
KeymasterHi,
If you consider a plant of the form $G(s)=k/s^2$ and a controller of the form $C(s)=K_p+K_i /s^{\lambda}+K_d s^{\mu}$ then here are a couple of points to consider.
1. You may want to cancel the effect of the second integrator. Thus the structure of the controller is of PD type.
2. By changing the parameters $K_p$, $K_d$, and $\mu$ it is possible to satisfy some specifications in both time and frequency domains. Keeping $K_p$ small and $\mu$ close to 1 will ensure the effect of (partial) cancellation one of the poles $s=0$ of the double integrator system.Aleksei
KeymasterDear Asif iqbal,
Delta domain is not (directly) supported yet.
Aleksei
KeymasterDear pritesh,
This should not happen. Please be more specific about how you obtain the above mentioned results.
Aleksei
KeymasterDear pritesh,
This is a known problem with fixed-step solvers. The suggested method is to decrease step size until the results are the same.Aleksei
KeymasterDear Nitish,
The function you are looking for is called isstable(). Therefore, just doisstable(feedback(G_PLANT*G_FOPID,1)).-
This reply was modified 10 years, 8 months ago by
Aleksei.
Aleksei
KeymasterThe
pfid()function is not yet included in the official release.
It will be included in the August update of FOMCON toolbox.-
This reply was modified 10 years, 9 months ago by
Aleksei.
Aleksei
KeymasterPlease see this comment: https://fomcon.net/fomcon-toolbox/download/#comment-1921
Aleksei
KeymasterPlease see this comment: https://fomcon.net/fomcon-toolbox/download/#comment-1921
Aleksei
KeymasterYou can develop this into an optimization problem.
Aleksei
KeymasterYou need this patch: https://fomcon.net/forums/topic/preliminary-releases-and-patches/#post-1037
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This reply was modified 9 years, 10 months ago by
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