This book presents a study of the stability of mechanical systems, i.e. their free response when they are removed from their position of equilibrium after a temporary disturbance. After reviewing the main analytical methods of the dynamical stability of systems, it highlights the fundamental difference in nature between the phenomena of forced resonance vibration of mechanical systems subjected to an imposed excitation and instabilities that characterize their free response. It specifically develops instabilities arising from the rotor-structure coupling, instability of control systems, the self-sustained instabilities associated with the presence of internal damping and instabilities related to the fluid-structure coupling for fixed and ro...
When an engineering structure is loaded by a vibratory source such as a motor, resonances occur in t...
Purpose. Scientific work is devoted to study the influence of dynamic coefficients of bearings segme...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
The book offers a unified view on classical results and recent advances in the dynamics of nonconser...
Abstract. In this paper we present several methods for the study of stability of dynamical systems. ...
This paper focuses on parametric vibrations excited on mechanical systems, mechanisms and machinery....
This book introduces a general approach for schematization of mechanical systems with rigid and defo...
If the loading is non-conservative, the loss of stability may not manifest itself as the system goin...
This paper is concerned primarily with the analysis and resolution of the problems and contradiction...
When a mechanical system consists of two or more coupled vibrating components, the vibration of one ...
Dynamic instability in the mechanics of elastic structures is a fascinating topic, with many issues ...
Contact interaction between different parts of mechanical system is at the origin of phenomena known...
Melnikov's method is used to analytically predict the onset of chaotic instability in a rotating bod...
The stability of equilibrium states of elastic structures and other continuous systems under the act...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
When an engineering structure is loaded by a vibratory source such as a motor, resonances occur in t...
Purpose. Scientific work is devoted to study the influence of dynamic coefficients of bearings segme...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
The book offers a unified view on classical results and recent advances in the dynamics of nonconser...
Abstract. In this paper we present several methods for the study of stability of dynamical systems. ...
This paper focuses on parametric vibrations excited on mechanical systems, mechanisms and machinery....
This book introduces a general approach for schematization of mechanical systems with rigid and defo...
If the loading is non-conservative, the loss of stability may not manifest itself as the system goin...
This paper is concerned primarily with the analysis and resolution of the problems and contradiction...
When a mechanical system consists of two or more coupled vibrating components, the vibration of one ...
Dynamic instability in the mechanics of elastic structures is a fascinating topic, with many issues ...
Contact interaction between different parts of mechanical system is at the origin of phenomena known...
Melnikov's method is used to analytically predict the onset of chaotic instability in a rotating bod...
The stability of equilibrium states of elastic structures and other continuous systems under the act...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...
When an engineering structure is loaded by a vibratory source such as a motor, resonances occur in t...
Purpose. Scientific work is devoted to study the influence of dynamic coefficients of bearings segme...
The local instability of 2 degrees of freedom (DOF) weakly damped systems is thoroughly discussed us...