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Date Issued:  [2010 TO 2019]

Results 1-20 of 69 (Search time: 0.003 seconds).

Issue DateTitleAuthor(s)
11-Oct-2013About a class of nonlinear oscillators with amplitude-independent frequencyKovačić, Ivana ; Rand R.
217-Jan-2011Approximations for motion of the oscillators with a non-negative real-power restoring forceRakarić, Zvonko ; Kovačić, Ivana 
31-Aug-2012Autoparametric interaction in a double pendulum systemCartmell M.; Kovačić, Ivana ; Zuković, Miodrag 
43-Mar-2011Background: On Georg Duffing and the Duffing EquationKovačić, Ivana ; Brennan M.
51-Dec-2018Characterisation of tree vibrations based on the model of orthogonal oscillationsKovačić, Ivana ; Radomirović, Dragi ; Zuković, Miodrag ; Pavel B.; Nikolić, Milica
61-Jan-2015Characterising the dynamic behaviour of two-well oscillators excited at low frequency: Numerical insightsZuković, Miodrag ; Kovačić, Ivana ; Cartmell M.
71-Jan-2017Coupled purely nonlinear oscillators: normal modes and exact solutions for free and forced responsesKovačić, Ivana ; Zuković, Miodrag 
81-May-2013Deflection and potential energy of linear and nonlinear springs: Approximate expressions in terms of generalized coordinatesRadomirović, Dragi ; Kovačić, Ivana 
910-Jul-2015Design of nonlinear isochronous oscillatorsKovačić, Ivana ; Mickens R.
103-Mar-2011The Duffing Equation: Nonlinear Oscillators and their BehaviourKovačić, Ivana ; Brennan M.
111-Jan-2014Duffing-type oscillators with amplitude-independent periodKovačić, Ivana ; Rand R.
121-May-2011Dynamic circle of plane motionRadomirović, Dragi ; Kovačić, Ivana 
131-Apr-2019EditorialAwrejcewicz J.; Kovačić, Ivana 
141-Jul-2013An elliptic averaging method for harmonically excited oscillators with a purely non-linear non-negative real-power restoring forceRakarić, Zvonko ; Kovačić, Ivana 
151-Apr-2018Equal stiffness in all directions: From theory to experimentsRadomirović, Dragi ; Kovačić, Ivana ; Gatti G.
161-Sep-2015An equivalent spring for nonlinear springs in seriesRadomirović, Dragi ; Kovačić, Ivana 
171-Jan-2016Exact solutions for the response of purely nonlinear oscillators: OverviewCvetićanin, Livija ; Kovačić, Ivana 
183-Mar-2011Examples of Physical Systems Described by the Duffing EquationBrennan M.; Kovačić, Ivana 
191-Aug-2016Exploiting knowledge of jump-up and jump-down frequencies to determine the parameters of a Duffing oscillatorRamlan R.; Brennan M.; Kovačić, Ivana ; Mace B.; Burrow S.
201-Jul-2018Externally excited purely nonlinear oscillators: insights into their response at different excitation frequenciesKovačić, Ivana ; Lenci S.