Davide Bernardini
TitleCited byYear
Nonlinear thermomechanical oscillations of shape-memory devices
W Lacarbonara, D Bernardini, F Vestroni
International Journal of Solids and Structures 41 (5-6), 1209-1234, 2004
952004
Thermomechanical modelling, nonlinear dynamics and chaos in shape memory oscillators
D Bernardini, G Rega
Mathematical and Computer Modelling of Dynamical Systems 11 (3), 291-314, 2005
732005
Non-isothermal oscillations of pseudoelastic devices
D Bernardini, F Vestroni
International Journal of Non-Linear Mechanics 38 (9), 1297-1313, 2003
572003
Models for one-variant shape memory materials based on dissipation functions
D Bernardini, TJ Pence
International Journal of Non-Linear Mechanics 37 (8), 1299-1317, 2002
552002
Shape‐Memory Materials, Modeling
D Bernardini, TJ Pence
Encyclopedia of Smart Materials 2, 964-980, 2002
472002
On the macroscopic free energy functions for shape memory alloys
D Bernardini
Journal of the Mechanics and Physics of Solids 49 (4), 813-837, 2001
342001
Analysis of chaotic non-isothermal solutions of thermomechanical shape memory oscillators
G Litak, D Bernardini, A Syta, G Rega, A Rysak
The European Physical Journal Special Topics 222 (7), 1637-1647, 2013
312013
The influence of model parameters and of the thermomechanical coupling on the behavior of shape memory devices
D Bernardini, G Rega
International Journal of Non-Linear Mechanics 45 (10), 933-946, 2010
312010
Smart materials
JA Harvey
Mechanical Engineers' Handbook, 1-14, 2014
252014
Identification of regular and chaotic isothermal trajectories of a shape memory oscillator using the 0-1 test
D Bernardini, G Rega, G Litak, A Syta
Proceedings of the Institution of Mechanical Engineers, Part K: Journal of …, 2012
252012
An overview of 0–1 test for chaos
D Bernardini, G Litak
Journal of the Brazilian Society of Mechanical Sciences and Engineering 38 …, 2016
232016
Mathematical Models for Shape Memory Materials
D Bernardini, TJ Pence
Smart materials, 20.17-20.27, 2009
232009
Uniaxial modeling of multivariant shape-memory materials with internal sublooping using dissipation functions
D Bernardini, TJ Pence
Meccanica 40 (4), 339-364, 2005
202005
Chaos robustness and strength in thermomechanical shape memory oscillators. Part II: numerical and theoretical evaluation
D Bernardini, G Rega
International Journal of Bifurcation and Chaos 21 (10), 2783-2800, 2011
172011
Transfer matrix approach to four mode coupling in fiber Bragg gratings
MS Muller, HJ El-Khozondar, A Bernardini, AW Koch
IEEE Journal of Quantum Electronics 45 (9), 1142-1148, 2009
172009
Chaos robustness and strength in thermomechanical shape memory oscillators. Part I: a predictive theoretical framework for the pseudoelastic behavior
D Bernardini, G Rega
International Journal of Bifurcation and Chaos 21 (10), 2769-2782, 2011
162011
Models of hysteresis in the framework of thermomechanics with internal variables
D Bernardini
Physica B: Condensed Matter 306 (1-4), 132-136, 2001
132001
Characterizing the nonlinear behavior of a pseudoelastic oscillator via the wavelet transform
V Piccirillo, JM Balthazar, AM Tusset, D Bernardini, G Rega
Proceedings of the Institution of Mechanical Engineers, Part C: Journal of …, 2016
112016
Non-linear dynamics of a thermomechanical pseudoelastic oscillator excited by non-ideal energy sources
V Piccirillo, JM Balthazar, AM Tusset, D Bernardini, G Rega
International Journal of Non-Linear Mechanics 77, 12-27, 2015
112015
Using 0–1 test to diagnose chaos on shape memory alloy dynamical systems
MA Savi, FHI Pereira-Pinto, FM Viola, AS de Paula, D Bernardini, G Litak, ...
Chaos, Solitons & Fractals 103, 307-324, 2017
102017
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