In this study, we obtain the basic equations of a point trajectory in Lorentzian spatial motion. We derive the invariants of Lorentzian axodes and their kinematic meaning. The instantaneous properties of a point trajectory are discussed and the Euler-Savary analogue equations of a point trajectory are set up in Lorentzian spatial motion
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this article, the properties of the homothetic motions in three-dimensional Lorentz space are inv...
In this note, it is shown how to compute in special relativistic mechanics with numerical formulas w...
WOS: 000319772400007In this study, we obtain the basic equations of a point trajectory in Lorentzian...
In this article, we investigate the relationships between the instantaneous invariants of a one-para...
An analytical treatment of plane kinematics can be based upon the concepts of instantaneous invarian...
In this paper the dependencies between the instantaneous invariants of a spatial motion and the loca...
Abstract: In this study all one parameter motions obtained from two parameters motion on the Lorentz...
In this paper Disteli diagram is introduced for hyperbolic spatial motion by considering the E. Stud...
Abstract. In this paper, first of all we have given the relations between the absolute, relative and...
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this paper we have introduced one-parameter Lorentzian spherical motion. In addition to that, we ...
In this work, we approach the interesting problem of representing and studying the position, velocit...
In this paper, defining one-parameter dual Lorentzian motion in three-dimensional dual Lorentzian sp...
In a previous note (1) we showed that a free particle Action= t Lagrangian, -mo t sqrt(1-vv/cc) (rel...
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this article, the properties of the homothetic motions in three-dimensional Lorentz space are inv...
In this note, it is shown how to compute in special relativistic mechanics with numerical formulas w...
WOS: 000319772400007In this study, we obtain the basic equations of a point trajectory in Lorentzian...
In this article, we investigate the relationships between the instantaneous invariants of a one-para...
An analytical treatment of plane kinematics can be based upon the concepts of instantaneous invarian...
In this paper the dependencies between the instantaneous invariants of a spatial motion and the loca...
Abstract: In this study all one parameter motions obtained from two parameters motion on the Lorentz...
In this paper Disteli diagram is introduced for hyperbolic spatial motion by considering the E. Stud...
Abstract. In this paper, first of all we have given the relations between the absolute, relative and...
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this paper we have introduced one-parameter Lorentzian spherical motion. In addition to that, we ...
In this work, we approach the interesting problem of representing and studying the position, velocit...
In this paper, defining one-parameter dual Lorentzian motion in three-dimensional dual Lorentzian sp...
In a previous note (1) we showed that a free particle Action= t Lagrangian, -mo t sqrt(1-vv/cc) (rel...
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this article, the properties of the homothetic motions in three-dimensional Lorentz space are inv...
In this note, it is shown how to compute in special relativistic mechanics with numerical formulas w...