Departman za računarstvo i automatiku

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Organization name
Departman za računarstvo i automatiku
Parent OrgUnit
City
Novi Sad
Country
Serbia

OrgUnit's Researchers publications
(Dept/Workgroup Publication)

Refined By:
Author:  Rapaić, Milan
Author:  Šekara T.

Results 1-14 of 14 (Search time: 0.003 seconds).

Issue DateTitleAuthor(s)
11-Jan-2018Analysis of the band-pass and notch filter with dynamic damping of fractional order including discrete modelsBošković M.; Šekara T.; Rapaić, Milan ; Lutovac B.; Daković M.; Govedarica V.
21-Jun-2013An efficient method for approximation of non-rational transfer functionsŠekara T.; Rapaić, Milan ; Lazarević, Milovan
325-Oct-2018Frequency-distributed representation of irrational linear systemsRapaić, Milan ; Šekara T.; Bošković M.
41-Jun-2019Multi – Resonant observer PLL with real-time estimation of grid unbalancesVekić, Marko ; Rapaić, Milan ; Šekara T.; Grabić, Stevan; Adžić E.
57-Feb-2019Non-symmetrical Optimum Design Method of Fractional-order PID ControllerBosković M.; Rapaić, Milan ; Šekara T.; Govedarica V.
65-Jan-2018Novel band-pass and notch filter with dynamic damping of fractional orderBošković M.; Šekara T.; Rapaić, Milan ; Lutovac B.; Daković M.; Govedarica V.
719-Aug-2014A novel class of fractionally orthogonal quasi-polynomials and new fractional quadrature formulasRapaić, Milan ; Šekara T.; Govedarica V.
81-Jun-2011Novel direct optimal and indirect method for discretization of linear fractional systemsRapaić, Milan ; Šekara T.
91-Jan-2020Novel tuning rules for PIDC and PID load frequency controllers considering robustness and sensitivity to measurement noiseBošković M.; Šekara T.; Rapaić, Milan 
101-Jun-2019Novel Tuning Rules of PD Controller for Industrial ProcessesBoskovic M.; Rapaić, Milan ; Šekara T.; Ponjavic M.; Barjaktarovic M.; Lutovac B.
111-Jan-2014On discrete, finite-dimensional approximation of linear, infinite dimensional systemsRapaić, Milan ; Šekara T.; Lazarević, Milovan
121-Sep-2017On the distributed order PID controllerJakovljević, Bojana; Šekara T.; Rapaić, Milan ; Jeličić, Zoran 
136-Jul-2018On the rational representation of fractional order lead compensator using Padé approximationBošković M.; Rapaić, Milan ; Šekara T.; Mandić P.; Lazarević, Milovan; Cvetković B.; Lutovac B.; Daković M.
148-Aug-2015A revision of root locus method with applicationsŠekara T.; Rapaić, Milan