Add to ORKGnuloThe dissipative mechanical systems are second order vector fields on the tangent bundle of the configuration space, a compact Riemannian manifold ; they are obtained by the addition of a dissipative field of forces to a conservative one. The main results deal with generic properties and structural stability of these mechanical systems
Many important theories in modern physics can be stated using the tools of differential geometry. It...
Bifurcation phenomena analogous to those for dissipative systems were found for nondissipative syste...
A generic nonlinear math model of a multibody flexible system is developed. Asymptotic stability of ...
Abstract. Dissipative and passive mechanical systems are studied from a geometric point of view. Sin...
In this chapter the general theory of dissipative systems is treated, laying much of the foundation ...
The book offers a unified view on classical results and recent advances in the dynamics of nonconser...
peer reviewedDissipativity is an essential concept of systems theory. The paper provides an extensio...
second editionInternational audienceDissipative Systems Analysis and Control (second edition) presen...
In this paper the stability of equilibrium of nonholonomic systems, on which dissipative and noncons...
International audienceThe third edition of the now standard Dissipative Systems Analysis and Control...
In this work we discuss the instabilities in mechanical systems caused by two fundamentally differen...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
In connection with the problem of observability, properties of total stability restricted to classes...
The goal of this work is to introduce a coherent theory of the counterintuitive phenomena of dynamic...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
Many important theories in modern physics can be stated using the tools of differential geometry. It...
Bifurcation phenomena analogous to those for dissipative systems were found for nondissipative syste...
A generic nonlinear math model of a multibody flexible system is developed. Asymptotic stability of ...
Abstract. Dissipative and passive mechanical systems are studied from a geometric point of view. Sin...
In this chapter the general theory of dissipative systems is treated, laying much of the foundation ...
The book offers a unified view on classical results and recent advances in the dynamics of nonconser...
peer reviewedDissipativity is an essential concept of systems theory. The paper provides an extensio...
second editionInternational audienceDissipative Systems Analysis and Control (second edition) presen...
In this paper the stability of equilibrium of nonholonomic systems, on which dissipative and noncons...
International audienceThe third edition of the now standard Dissipative Systems Analysis and Control...
In this work we discuss the instabilities in mechanical systems caused by two fundamentally differen...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
In connection with the problem of observability, properties of total stability restricted to classes...
The goal of this work is to introduce a coherent theory of the counterintuitive phenomena of dynamic...
Stability of a linear autonomous non-conservative system in the presence of potential, gyroscopic, d...
Many important theories in modern physics can be stated using the tools of differential geometry. It...
Bifurcation phenomena analogous to those for dissipative systems were found for nondissipative syste...
A generic nonlinear math model of a multibody flexible system is developed. Asymptotic stability of ...