The stability of the permanent rotations of a heavy gyrostat is analyzed by means of the Energy-Casimir method. Sufficient and necessary conditions are established for some of the permanent rotations. The geometry of the gyrostat and the value of the gyrostatic moment are relevant in order to get stable permanent rotations. Moreover, the necessary conditions are also sufficient, for some configurations of the gyrostat
The conditional stability of steady motions of a mechanical isolated system consisting of a rotating...
This paper applies the energy-momentum method to the problem of nonlinear stability of relative equi...
The set of steady motions of the system named in the title is represented parametrically via the gyr...
In this paper, we consider the motion of an asymmetric heavy gyrostat, when its center of mass lies ...
The electric-charged gyrostat in the superposition of fields is investigated. The aim of the work is...
This paper is devoted to the study of the problem of exponential asymptotic stability of the rotatio...
The stability behavior of unsymmetric damped gyroscopes varies basically from the well-known behavio...
Abstract: Dynamics of gyrostat satellite moving along a circular orbit in the central Newt...
AbstractWe apply an algebraic method for studying stability with respect to a set of conserved quant...
A control scheme is proposed to guarantee an optimal stabilization of a given rotational motion of a...
We consider a system consisting of a rigid body to which a linear extensible shear beam is attached....
Abstract: Dynamics of a gyrostat-satellite moving in a central Newtonian force field in a ...
Abstract: Dynamics of a gyrostat-satellite moving in central Newtonian force field in a ci...
We study the dynamics of the rotational motion of a gyrostat satellite moving in the central Newtoni...
This paper develops the energy momentum methodJor studying stability and bifurcation of Lagrangian ...
The conditional stability of steady motions of a mechanical isolated system consisting of a rotating...
This paper applies the energy-momentum method to the problem of nonlinear stability of relative equi...
The set of steady motions of the system named in the title is represented parametrically via the gyr...
In this paper, we consider the motion of an asymmetric heavy gyrostat, when its center of mass lies ...
The electric-charged gyrostat in the superposition of fields is investigated. The aim of the work is...
This paper is devoted to the study of the problem of exponential asymptotic stability of the rotatio...
The stability behavior of unsymmetric damped gyroscopes varies basically from the well-known behavio...
Abstract: Dynamics of gyrostat satellite moving along a circular orbit in the central Newt...
AbstractWe apply an algebraic method for studying stability with respect to a set of conserved quant...
A control scheme is proposed to guarantee an optimal stabilization of a given rotational motion of a...
We consider a system consisting of a rigid body to which a linear extensible shear beam is attached....
Abstract: Dynamics of a gyrostat-satellite moving in a central Newtonian force field in a ...
Abstract: Dynamics of a gyrostat-satellite moving in central Newtonian force field in a ci...
We study the dynamics of the rotational motion of a gyrostat satellite moving in the central Newtoni...
This paper develops the energy momentum methodJor studying stability and bifurcation of Lagrangian ...
The conditional stability of steady motions of a mechanical isolated system consisting of a rotating...
This paper applies the energy-momentum method to the problem of nonlinear stability of relative equi...
The set of steady motions of the system named in the title is represented parametrically via the gyr...