The existence of nontrivial solutions for the beam equations is proved in two cases: the superlinearity case and the jump nonlinearity case. (C) 2003 Elsevier Ltd. All rights reserved.Mathematics, AppliedMathematicsSCI(E)EI3ARTICLE3415-4325
The nonlinear free vibrations of beams and nonlinear responses to pulse excitations are discussed by...
AbstractThe existence of two solutions, a positive and a negative, for a nonlinear fourth order equa...
AbstractExistence of time periodic solutions is investigated for certain beam partial differential e...
The free vibrations method for an asymmetric beam equation was discussed. The function g was conside...
AbstractWe investigate free vibrations for an asymmetric beam equation. We find them by applying lin...
We study the existence of travelling wave solutions of a nonlinear fourth–order partial differential...
Abstract. We prove that an asymmetric beam equation has at least two solutions, one of which is a po...
Existence of solutions for a nonlinear fourth order ordinary differential equation arising in beam t...
New exact vibration solutions are presented for a class of nonuniform beams where their density and ...
We show that solutions for a specifically scaled nonlinear wave equation of nonlinear elasticity con...
Abstract: We study the existence of solutions for some nonlinear ordinary dif-ferential equations un...
A model for the dynamics of the Gao nonlinear beam, which allows for buckling, is studied. Existen...
We consider the nonlinear nonlocal beam evolution equation introduced by Woinowsky-Krieger [38]. We ...
The paper studies and solves the problems concerning free oscillations without taking into account r...
In this paper is studied the free vibrations of beams with axial load (nonlinear geometrical vibrati...
The nonlinear free vibrations of beams and nonlinear responses to pulse excitations are discussed by...
AbstractThe existence of two solutions, a positive and a negative, for a nonlinear fourth order equa...
AbstractExistence of time periodic solutions is investigated for certain beam partial differential e...
The free vibrations method for an asymmetric beam equation was discussed. The function g was conside...
AbstractWe investigate free vibrations for an asymmetric beam equation. We find them by applying lin...
We study the existence of travelling wave solutions of a nonlinear fourth–order partial differential...
Abstract. We prove that an asymmetric beam equation has at least two solutions, one of which is a po...
Existence of solutions for a nonlinear fourth order ordinary differential equation arising in beam t...
New exact vibration solutions are presented for a class of nonuniform beams where their density and ...
We show that solutions for a specifically scaled nonlinear wave equation of nonlinear elasticity con...
Abstract: We study the existence of solutions for some nonlinear ordinary dif-ferential equations un...
A model for the dynamics of the Gao nonlinear beam, which allows for buckling, is studied. Existen...
We consider the nonlinear nonlocal beam evolution equation introduced by Woinowsky-Krieger [38]. We ...
The paper studies and solves the problems concerning free oscillations without taking into account r...
In this paper is studied the free vibrations of beams with axial load (nonlinear geometrical vibrati...
The nonlinear free vibrations of beams and nonlinear responses to pulse excitations are discussed by...
AbstractThe existence of two solutions, a positive and a negative, for a nonlinear fourth order equa...
AbstractExistence of time periodic solutions is investigated for certain beam partial differential e...
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