In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Three s-parameters (modified Rodrigues-Hamilton parameters) and three angular velocity parameters are used as unknown variables. Built equations are particularly useful for analytical and numerical study of rotational motion of a rigid body. The topological structure of configurational s-manifold for a balanced rigid body is investigated. An example of the use of constructed equations to describe the rotational motion of a rigid body in a resisting medium is considered
AbstractThis paper reviews the SerretAndoyer (SA) canonical formalism in rigid-body dynam-ics, and p...
The treatment of rotations in rigid body and Cosserat solids dynamics is challenging. In most cases,...
written before the field of multibody system dynamics had adopted its current name. Indeed, the firs...
In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Thr...
In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Thr...
U ovom je radu izveden novi oblik diferencijalnih jednadžbi koje opisuju dinamiku rotacijskog gibanj...
We present a new method for describing the kinematics of the rotational motion of a rigid body. The ...
Abstract--For p oblems involving rotating rigid bodies (e.g. spin-stabilized satellites inspace) one...
A combination of Euler parameter kinematics and Hamiltonian mechanics provides a rigid body dynamics...
The development of analytic solutions for the forced attitude motion of a rigid body is a formidable...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
In this paper, a general motion of free asymmetrical rigid body to an absolute coordinate system is ...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
AbstractThis paper reviews the SerretAndoyer (SA) canonical formalism in rigid-body dynam-ics, and p...
The treatment of rotations in rigid body and Cosserat solids dynamics is challenging. In most cases,...
written before the field of multibody system dynamics had adopted its current name. Indeed, the firs...
In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Thr...
In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Thr...
U ovom je radu izveden novi oblik diferencijalnih jednadžbi koje opisuju dinamiku rotacijskog gibanj...
We present a new method for describing the kinematics of the rotational motion of a rigid body. The ...
Abstract--For p oblems involving rotating rigid bodies (e.g. spin-stabilized satellites inspace) one...
A combination of Euler parameter kinematics and Hamiltonian mechanics provides a rigid body dynamics...
The development of analytic solutions for the forced attitude motion of a rigid body is a formidable...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
In this paper, a general motion of free asymmetrical rigid body to an absolute coordinate system is ...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
The paper presents an exact, analytical solution for the planar attitude dynamics of a rigid body, l...
AbstractThis paper reviews the SerretAndoyer (SA) canonical formalism in rigid-body dynam-ics, and p...
The treatment of rotations in rigid body and Cosserat solids dynamics is challenging. In most cases,...
written before the field of multibody system dynamics had adopted its current name. Indeed, the firs...