By means of a simple example with one degree of freedom it is shown that damping forces can stabilize an equilibrium at a non-isolated strict maximum of the potential function.Anglai
It is established convergence to a particular equilibrium for weak solutions of abstract linear equa...
The Lyapunov first method generalized to the case of nonlinear differential equations is applied to ...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
In this paper the stability of equilibrium of nonholonomic systems, on which dissipative and noncons...
In connection with the problem of observability, properties of total stability restricted to classes...
There are nonholonomic systems whose stability at equilibrium points with respect to some variables ...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
The paper investigates the conditional stability of the basic steady motions of the spatial model of...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
In this note, we consider the problem of studying systems with a thermodynamic structure, i .e., gen...
The investigation brings some contributions to the classical problem of inverting the Lagrange-Diric...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
International audienceA mechanical system under strongly nonlinear potential and dissipative forces,...
The stability of equilibrium states of elastic structures and other continuous systems under the act...
It is established convergence to a particular equilibrium for weak solutions of abstract linear equa...
The Lyapunov first method generalized to the case of nonlinear differential equations is applied to ...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
In this paper the stability of equilibrium of nonholonomic systems, on which dissipative and noncons...
In connection with the problem of observability, properties of total stability restricted to classes...
There are nonholonomic systems whose stability at equilibrium points with respect to some variables ...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
The paper investigates the conditional stability of the basic steady motions of the spatial model of...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
In this note, we consider the problem of studying systems with a thermodynamic structure, i .e., gen...
The investigation brings some contributions to the classical problem of inverting the Lagrange-Diric...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
International audienceA mechanical system under strongly nonlinear potential and dissipative forces,...
The stability of equilibrium states of elastic structures and other continuous systems under the act...
It is established convergence to a particular equilibrium for weak solutions of abstract linear equa...
The Lyapunov first method generalized to the case of nonlinear differential equations is applied to ...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
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