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Long-term dynamics of the coupled suspension bridge system
No full textIn this paper we study the long-term dynamics of a nonlinear suspension bridge system.
The road bed and the main cable are modeled as a nonlinear beam and a vibrating string,
respectively, and their coupling is carried out by one-sided springs. First, we scrutinize
the set of stationary solutions, which turns out to be nontrivial when the axial load
exceeds some critical value. Then, we prove the existence of a bounded global attractor
of optimal regularity and we give its characterization in terms of the steady states of
the problem
Special issue of discrete and continuous dynamical systems - B: special issue in honour of Mauro Fabrizio
No full textSpecial Issue of Discrete and Continuous
Dynamical Systems - B: Special issue in honour of
Mauro Fabrizio
The Special Issue is devoted to collect results of well known scientists whose scientific activity is related to the many and interesting achievements attained by Mauro Fabrizio during his carrier.Special Issue of Discrete and Continuous
Dynamical Systems - B: Special issue in honour of
Mauro Fabrizio
The Special Issue is devoted to collect results of well known scientists whose scientific activity is related to the many and interesting achievements attained by Mauro Fabrizio during his carrier
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