D. Bernardini

发表

Nonlinear thermomechanical oscillations of shape-memory devices

Fabrizio Vestroni, Davide Bernardini, Walter Lacarbonara, 2004 .

Non-isothermal oscillations of pseudoelastic devices

Fabrizio Vestroni, Davide Bernardini, F. Vestroni, 2003 .

Davide Bernardini, Thomas J. Pence, T. Pence, 2002 .

A simple numerical approach for the pushover analysis of slender cantilever bridge piers taking into account geometric nonlinearity

A. Paolone, Paolo Di Re, D. Bernardini, 2022, Asian Journal of Civil Engineering.

Identification of regular and chaotic isothermal trajectories of a shape memory oscillator using the 0–1 test

Grzegorz Litak, Davide Bernardini, Giuseppe Rega, 2013 .

Using 0–1 test to diagnose chaos on shape memory alloy dynamical systems

Grzegorz Litak, Davide Bernardini, Giuseppe Rega, 2017 .

Thermomechanical modelling, nonlinear dynamics and chaos in shape memory oscillators

Davide Bernardini, G. Rega, G. Rega, 2005 .

Influence of Smart Material on the Dynamical Response of Mechanical Oscillator

A. Tusset, J. Balthazar, V. Piccirillo, 2014 .

Evaluation of the effect of the thermomechanical parameters on the chaotic dynamics of shape memory oscillators

G. Rega, D. Bernardini, 2009 .

Numerical characterization of the chaotic nonregular dynamics of pseudoelastic oscillators

G. Rega, D. Bernardini, 2009 .

Uniaxial Modeling of Multivariant Shape-Memory Materials with Internal Sublooping using Dissipation Functions

T. Pence, D. Bernardini, 2005 .

Shape-Memory Alloys and Effects: Types, Functions, Modeling, and Applications

Y. Bellouard, J. Humbeeck, I. Aaltio, 2008 .

Modeling of the temperature rises in multiple friction pendulum bearings by means of thermomechanical rheological elements

V. Bianco, F. Mollaioli, G. Monti, 2019, Archives of Civil and Mechanical Engineering.

Validation of a modified 0-1 test for chaos identification in Duffing-Van der Pol oscillator

G. Litak, A. Syta, A. Rysak, 2013 .

Shape memory alloys: modeling

T. Pence, D. Bernardini, D. Bernardini, 2002 .

Chaos Robustness and Strength in thermomechanical Shape Memory oscillators Part II: numerical and Theoretical Evaluation

Davide Bernardini, Giuseppe Rega, G. Rega, 2011, Int. J. Bifurc. Chaos.

A comparison of different approaches to detect the transitions from regular to chaotic motions in SMA oscillator

Grzegorz Litak, Davide Bernardini, Kamil Jonak, 2020, Meccanica.

Recurrence analysis of regular and chaotic motions of a superelastic shape memory oscillator

M. Savi, G. Litak, J. Iwaniec, 2017 .

An overview of 0–1 test for chaos

Grzegorz Litak, Davide Bernardini, G. Litak, 2016 .

Non-linear dynamics of a thermomechanical pseudoelastic oscillator excited by non-ideal energy sources

José Manoel Balthazar, Angelo Marcelo Tusset, Vinicius Piccirillo, 2015 .

An overview of 0–1 test for chaos

D. Bernardini, G. Litak, 2015, Journal of the Brazilian Society of Mechanical Sciences and Engineering.

A Multifield Theory for the Modeling of the Macroscopic Behavior of Shape Memory Materials

T. Pence, D. Bernardini, 2004 .

Models for one-variant shape memory materials based on dissipation functions

Davide Bernardini, Thomas J. Pence, T. Pence, 2002 .

Mathematical Models for Shape-Memory Materials

Davide Bernardini, Thomas J. Pence, T. Pence, 2009 .

Modeling Non-uniform Corrosion in Reinforced Concrete Bridge Piers

A. Paolone, D. Bernardini, D. Ruta, 2021, Lecture Notes in Civil Engineering.

On the macroscopic free energy functions for shape memory alloys

D. Bernardini, 2001 .

On Positioning and Vibration Control Application to Robotic Manipulators with a Nonideal Load Carrying

José Manoel Balthazar, Grzegorz Litak, Angelo Marcelo Tusset, 2019, Shock and Vibration.

Chaos control of a shape memory alloy structure using thermal constrained actuation

Davide Bernardini, Marcelo A. Savi, Aline Souza de Paula, 2019, International Journal of Non-Linear Mechanics.

Analysis of chaotic non-isothermal solutions of thermomechanical shape memory oscillators

Grzegorz Litak, Davide Bernardini, Giuseppe Rega, 2013 .

New estimation approaches for graphical models with elastic net penalty

Sandra Paterlini, Davide Bernardini, Emanuele Taufer, 2021, Econometrics and Statistics.

Evaluation of different SMA models performances in the nonlinear dynamics of pseudoelastic oscillators via a comprehensive modeling framework

Davide Bernardini, Giuseppe Rega, G. Rega, 2017 .

A different antifascism. An analysis of the Rise of Nazism as seen by anarchists during the Weimar period

D. Bernardini, 2021, History of European Ideas.

New micromechanical estimates of the interaction energy for shape memory alloys modeled by a two-phases microstructure*

Davide Bernardini, Renato Masiani, R. Masiani, 2016 .

A 2-stage elastic net algorithm for estimation of sparse networks with heavy-tailed data

Sandra Paterlini, Davide Bernardini, Emanuele Taufer, 2021, Journal of Statistical Computation and Simulation.

Analysis of localization phenomena in Shape Memory Alloys bars by a variational approach

Davide Bernardini, Roberto Alessi, R. Alessi, 2015 .

Characterizing the nonlinear behavior of a pseudoelastic oscillator via the wavelet transform

José Manoel Balthazar, Angelo Marcelo Tusset, Vinicius Piccirillo, 2016 .

Models of hysteresis in the framework of thermomechanics with internal variables

D. Bernardini, 2001 .