This paper employs transmission matrices to investigate the motion of a rigid body about a fixed point. Formulas to calculate coordinates, velocities, and the accelerations of points on the body are presented. The method separates generalized velocities and accelerations making it particularly useful to the study of a wide range of problems in dynamics such as, for example, the calculation of the inertia matrix
The theory of rigid body kinematics is used to de-rive equations that govern the control and measure...
In the diploma thesis I discuss the rotation of a rigid body about a fixed axis that is not a princi...
This updated second edition broadens the explanation of rotational kinematics and dynamics — the mos...
The inertia matrix of any rigid body is the same as the inertia matrix of some system of four point-...
Matrix equations to describe motions of spacecraft consisting of interconnected rigid bodie
This work re-examines some classical results in the kinematics of points in space using modern vecto...
This text discusses the use of transformation matrices to determine the motion equations of the comp...
[EN] The sliding vector theory is a powerful tool for the study of the three parts of Classical Mech...
In this dissertation I introduce a new notation for representing rigid-body dynamics, and use it to...
The equations of motion for a system of coupled flexible bodies, rigid bodies, point masses, and sym...
Two motions of motion quality have been developed for planar motion. They are the best motion measu...
© 2014, Springer-Verlag Wien. In this work, several classical ideas concerning the geometry of the i...
In this paper, a general motion of free asymmetrical rigid body to an absolute coordinate system is ...
In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Thr...
In this paper the dynamics of rigid bodies is recast into a Clifford algebra formalism. Specifically...
The theory of rigid body kinematics is used to de-rive equations that govern the control and measure...
In the diploma thesis I discuss the rotation of a rigid body about a fixed axis that is not a princi...
This updated second edition broadens the explanation of rotational kinematics and dynamics — the mos...
The inertia matrix of any rigid body is the same as the inertia matrix of some system of four point-...
Matrix equations to describe motions of spacecraft consisting of interconnected rigid bodie
This work re-examines some classical results in the kinematics of points in space using modern vecto...
This text discusses the use of transformation matrices to determine the motion equations of the comp...
[EN] The sliding vector theory is a powerful tool for the study of the three parts of Classical Mech...
In this dissertation I introduce a new notation for representing rigid-body dynamics, and use it to...
The equations of motion for a system of coupled flexible bodies, rigid bodies, point masses, and sym...
Two motions of motion quality have been developed for planar motion. They are the best motion measu...
© 2014, Springer-Verlag Wien. In this work, several classical ideas concerning the geometry of the i...
In this paper, a general motion of free asymmetrical rigid body to an absolute coordinate system is ...
In the paper, a new form of differential equations for rigid body attitude dynamics is obtained. Thr...
In this paper the dynamics of rigid bodies is recast into a Clifford algebra formalism. Specifically...
The theory of rigid body kinematics is used to de-rive equations that govern the control and measure...
In the diploma thesis I discuss the rotation of a rigid body about a fixed axis that is not a princi...
This updated second edition broadens the explanation of rotational kinematics and dynamics — the mos...