Abstract. In the framework of the inverse problem of Dynamics we investigate the com-patibility between a two-parametric family of precessing orbits and autonomous force fields. In a previous work, for a specific choice of the two parameters in the precessing family of orbits, we obtained that if the family is compatible with a central force, than this is derived from a Manev’s type potential. In this work we consider another choice of the parameters in the two-parametric family of precessing orbits, for which we know that there is no central force compatible and study its compatibility with an autonomous force field. 1
In this investigation, a new algorithm for the nonlinear control of mechanical systems is developed....
summary:The paper deals with the control of underactuated mechanical systems between equilibrium pos...
Abstract: The known intergrable in quadratures problem is examined about motion in the cen...
The paper deals with the problem of finding the field of force that generates a given (N - 1)-parame...
The two-dimensional inverse problem of dynamics is considered for nonconservative force \u85elds, bo...
Abstract. The equations of the inverse problem of dynamics are used in order to obtain planar and sp...
Abstract. We discuss a simple case of the planar inverse problem of Dynamics, considering a one-dime...
The problem of controlling the movement of a mechanical system refers to the inverse problems of dyn...
The two-body problem is a well-known case of the general central force problem with an attractive, i...
The family of orbits given in advance in the inverse problem of dynamics can be described in implici...
Abstract. In the framework of the 3D inverse problem of dynamics, we establish the conditions which ...
Connected multi-body systems exhibit notoriously complex behaviour when driven by external and inter...
Connected multi-body systems exhibit notoriously complex behaviour when driven by external and inter...
We develop a theory of orbits for the inverse-square central force law which differs considerably f...
Two different approaches to derive the dynamic model of a class of parallel robots are discussed and...
In this investigation, a new algorithm for the nonlinear control of mechanical systems is developed....
summary:The paper deals with the control of underactuated mechanical systems between equilibrium pos...
Abstract: The known intergrable in quadratures problem is examined about motion in the cen...
The paper deals with the problem of finding the field of force that generates a given (N - 1)-parame...
The two-dimensional inverse problem of dynamics is considered for nonconservative force \u85elds, bo...
Abstract. The equations of the inverse problem of dynamics are used in order to obtain planar and sp...
Abstract. We discuss a simple case of the planar inverse problem of Dynamics, considering a one-dime...
The problem of controlling the movement of a mechanical system refers to the inverse problems of dyn...
The two-body problem is a well-known case of the general central force problem with an attractive, i...
The family of orbits given in advance in the inverse problem of dynamics can be described in implici...
Abstract. In the framework of the 3D inverse problem of dynamics, we establish the conditions which ...
Connected multi-body systems exhibit notoriously complex behaviour when driven by external and inter...
Connected multi-body systems exhibit notoriously complex behaviour when driven by external and inter...
We develop a theory of orbits for the inverse-square central force law which differs considerably f...
Two different approaches to derive the dynamic model of a class of parallel robots are discussed and...
In this investigation, a new algorithm for the nonlinear control of mechanical systems is developed....
summary:The paper deals with the control of underactuated mechanical systems between equilibrium pos...
Abstract: The known intergrable in quadratures problem is examined about motion in the cen...