AbstractWe look for time-periodic solutions of the suspension bridge equation. Lazer and McKenna showed that for a certain configuration of the parameters, one may expect the existence of large-amplitude periodic solutions having the same period as the forcing term. We prove the existence of large-scale subharmonic solutions
Suspension bridges have a history of large-scale oscillations caused by wind, earthquake or traffic ...
We study the periodic solutions of equations with asymmetric nonlinearities ‘‘at resonance’ ’ with t...
We first recall several historical oscillating bridges that, in some cases, led to collapses. Some o...
summary:We prove the existence of weak T-periodic solutions for a nonlinear mathematical model assoc...
We consider the forced sine-Gordon equation on a bounded domain, which models the torsional oscillat...
AbstractThe paper is concerned with the existence of periodic solutions for the Lazer–McKenna suspen...
summary:We consider nonlinearly coupled string-beam equations modelling time-periodic oscillations i...
We describe and provide a computer assisted proof of the bifurcation graph for a system of coupled n...
Abstract This paper deals with a coupled nonlinear beam-wave system, proposed by Lazer and McKenna, ...
We consider a nonlinear model for time-periodic oscillations of a suspension bridge. Under some ...
A nonlinear system of partial differential equations is presented to model the vertical motions of t...
summary:In this work we try to explain various mathematical models describing the dynamical behaviou...
We present an ordinary differential equation which models the torsional motion of a horizontal cross...
AbstractIn this paper, we study periodic oscillations in a suspension bridge system governed by the ...
Recent developments in computational technology have led to independence from oversimplification in ...
Suspension bridges have a history of large-scale oscillations caused by wind, earthquake or traffic ...
We study the periodic solutions of equations with asymmetric nonlinearities ‘‘at resonance’ ’ with t...
We first recall several historical oscillating bridges that, in some cases, led to collapses. Some o...
summary:We prove the existence of weak T-periodic solutions for a nonlinear mathematical model assoc...
We consider the forced sine-Gordon equation on a bounded domain, which models the torsional oscillat...
AbstractThe paper is concerned with the existence of periodic solutions for the Lazer–McKenna suspen...
summary:We consider nonlinearly coupled string-beam equations modelling time-periodic oscillations i...
We describe and provide a computer assisted proof of the bifurcation graph for a system of coupled n...
Abstract This paper deals with a coupled nonlinear beam-wave system, proposed by Lazer and McKenna, ...
We consider a nonlinear model for time-periodic oscillations of a suspension bridge. Under some ...
A nonlinear system of partial differential equations is presented to model the vertical motions of t...
summary:In this work we try to explain various mathematical models describing the dynamical behaviou...
We present an ordinary differential equation which models the torsional motion of a horizontal cross...
AbstractIn this paper, we study periodic oscillations in a suspension bridge system governed by the ...
Recent developments in computational technology have led to independence from oversimplification in ...
Suspension bridges have a history of large-scale oscillations caused by wind, earthquake or traffic ...
We study the periodic solutions of equations with asymmetric nonlinearities ‘‘at resonance’ ’ with t...
We first recall several historical oscillating bridges that, in some cases, led to collapses. Some o...
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