In about the last two decades, global nonlinear dynamics has been evolving in a revolutionary way, with the development of sophisticated techniques employing concepts/tools of dynamical systems, bifurcation, and chaos theory, and applications to a wide variety of mechanical/structural systems. The relevant achievements entail a substantial change of perspective in dealing with vibration problems and are ready to meaningfully affect the analysis, control, and design of systems at different scales, in multiphysics contexts too. After properly framing the subject within some main stages of developments of nonlinear dynamics in solid/structural mechanics, as occurred over the last 40 years, the article focuses on highlighting the role played by...
A control technique exploiting the global dynamical features is applied to a reduced order model of ...
This paper, for the first time, analyses the size-dependent global dynamics of imperfect axially for...
The local and global bifurcation behavior of various structural and mechanical systems have been exa...
In about the last two decades, global nonlinear dynamics has been evolving in a revolutionary way, w...
Computational issues in the global dynamics of two systems in micro- and macro-mechanics, with diffe...
A reduced model of third-order shear deformable plate with cubic temperature is used to investigate ...
A reduced model of third-order shear deformable plate with cubic temperature is used to investigate ...
The nonlinear response of a reduced model of orthotropic single-layered plate with thermomechanical ...
International audienceThis paper is devoted to the description of the general relationships between ...
Nonlinear phenomena should play a crucial role in the design and control of engineering systems and ...
The role of a global dynamics analysis to assess a system robustness and actual safety in operating ...
Modern dynamics was established many centuries ago by Galileo and Newton before the beginning of the...
Different reduced order models of thermomechanically coupled von Kármán shear indeformable plate wit...
A control technique exploiting the global dynamical features is applied to a reduced order model of ...
This paper, for the first time, analyses the size-dependent global dynamics of imperfect axially for...
The local and global bifurcation behavior of various structural and mechanical systems have been exa...
In about the last two decades, global nonlinear dynamics has been evolving in a revolutionary way, w...
Computational issues in the global dynamics of two systems in micro- and macro-mechanics, with diffe...
A reduced model of third-order shear deformable plate with cubic temperature is used to investigate ...
A reduced model of third-order shear deformable plate with cubic temperature is used to investigate ...
The nonlinear response of a reduced model of orthotropic single-layered plate with thermomechanical ...
International audienceThis paper is devoted to the description of the general relationships between ...
Nonlinear phenomena should play a crucial role in the design and control of engineering systems and ...
The role of a global dynamics analysis to assess a system robustness and actual safety in operating ...
Modern dynamics was established many centuries ago by Galileo and Newton before the beginning of the...
Different reduced order models of thermomechanically coupled von Kármán shear indeformable plate wit...
A control technique exploiting the global dynamical features is applied to a reduced order model of ...
This paper, for the first time, analyses the size-dependent global dynamics of imperfect axially for...
The local and global bifurcation behavior of various structural and mechanical systems have been exa...