The Thomas precession is calculated using three different transformations to the rotating frame. It is shown that for sufficiently large values of $v/c$, important differences in the predicted angle of precession appear, depending on the transformation used. For smaller values of $v/c$ these differences might be measured by extending the time of observation
Historically, Thomas precession came about as an attempt to explain why the thennew quantum theory i...
Measurement is an essential part of empirical research. As such, understanding whether the frame of ...
It is said that the vorticity of a congruence plays the role of rate of rotation for the precession ...
We review the Thomas precession exhibiting the exact form of the Thomas rotation in the axis-angle ...
Non-time-orthogonal analysis of rotating frames is applied to objects in gravitational orbits and fo...
The Thomas precession is shown to be due to the rotation of Minkowski space-time, a rotation which i...
We address the Thomas precession for the hydrogen-like atom and point out that in the derivation of ...
In special relativity a gyroscope that is suspended in a torque-free manner will precess as it is mo...
Unlike the Lorentz transformation which replaces the Galilean transformation among inertial frames a...
Employing a relativistic rotational transformation to study and analyze rotational phenomena, instea...
The goal of the paper is to exhibit the theory of smooth loops, which the second author has develope...
After recalling the rigorous mathematical representations in Relativity Theory (RT) of (i) observers...
In this paper we demonstrate that subsequent application of Lorentz transformations to the cylindric...
Particles in rotating saddle potentials exhibit precessional motion which, up to now, has been expla...
Thomas precession is a curiouse effct in special relativity which is purely kinematical in origin an...
Historically, Thomas precession came about as an attempt to explain why the thennew quantum theory i...
Measurement is an essential part of empirical research. As such, understanding whether the frame of ...
It is said that the vorticity of a congruence plays the role of rate of rotation for the precession ...
We review the Thomas precession exhibiting the exact form of the Thomas rotation in the axis-angle ...
Non-time-orthogonal analysis of rotating frames is applied to objects in gravitational orbits and fo...
The Thomas precession is shown to be due to the rotation of Minkowski space-time, a rotation which i...
We address the Thomas precession for the hydrogen-like atom and point out that in the derivation of ...
In special relativity a gyroscope that is suspended in a torque-free manner will precess as it is mo...
Unlike the Lorentz transformation which replaces the Galilean transformation among inertial frames a...
Employing a relativistic rotational transformation to study and analyze rotational phenomena, instea...
The goal of the paper is to exhibit the theory of smooth loops, which the second author has develope...
After recalling the rigorous mathematical representations in Relativity Theory (RT) of (i) observers...
In this paper we demonstrate that subsequent application of Lorentz transformations to the cylindric...
Particles in rotating saddle potentials exhibit precessional motion which, up to now, has been expla...
Thomas precession is a curiouse effct in special relativity which is purely kinematical in origin an...
Historically, Thomas precession came about as an attempt to explain why the thennew quantum theory i...
Measurement is an essential part of empirical research. As such, understanding whether the frame of ...
It is said that the vorticity of a congruence plays the role of rate of rotation for the precession ...