Copyright © 2013 A. Martín-Ruiz et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. The classical limit of the quantum mechanical Kepler problem is derived by using a simple mathematical procedure recently proposed. The method is based both on Bohr’s correspondence principle and the local averages of the quantum probability distribution. We illustrate in a clear fashion the difference between Planck’s limit and Bohr’s correspon-dence principle. We discuss the confinement effect in macroscopic systems
The classical Kepler problem is reviewed in depth in preparation to studying the Bohr model of the a...
We consider the wave function for the atomic elliptic state using Nelson's stochastic mechanics. The...
We consider the wave function for the atomic elliptic state using Nelson's stochastic mechanics. The...
Copyright © 2013 A. Martín-Ruiz et al. This is an open access article distributed under the Creative...
In this paper we suggest a simple mathematical procedure to derive the classical probability density...
Classical physics is approached from quantum mechanics in the macroscopic limit. The technical devic...
Using a procedure based on the limit (h) over bar --> 0, we show that the classical limiting method ...
International audienceClassical physics is approached from quantum mechanics in the macroscopic limi...
International audienceClassical physics is approached from quantum mechanics in the macroscopic limi...
An analysis is made of the relation between quantum theory and classical mechanics, in the context o...
Based on the talk given at the Biannual IQSA Meeting in Cesena, Italy, March 31 - April 5, 2001. Sub...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
The classical Kepler problem is reviewed in depth in preparation to studying the Bohr model of the a...
We consider the wave function for the atomic elliptic state using Nelson's stochastic mechanics. The...
We consider the wave function for the atomic elliptic state using Nelson's stochastic mechanics. The...
Copyright © 2013 A. Martín-Ruiz et al. This is an open access article distributed under the Creative...
In this paper we suggest a simple mathematical procedure to derive the classical probability density...
Classical physics is approached from quantum mechanics in the macroscopic limit. The technical devic...
Using a procedure based on the limit (h) over bar --> 0, we show that the classical limiting method ...
International audienceClassical physics is approached from quantum mechanics in the macroscopic limi...
International audienceClassical physics is approached from quantum mechanics in the macroscopic limi...
An analysis is made of the relation between quantum theory and classical mechanics, in the context o...
Based on the talk given at the Biannual IQSA Meeting in Cesena, Italy, March 31 - April 5, 2001. Sub...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
In this paper, I describe a general strategy for deriving Newtonian mechanics from Bohm’s theory in ...
The classical Kepler problem is reviewed in depth in preparation to studying the Bohr model of the a...
We consider the wave function for the atomic elliptic state using Nelson's stochastic mechanics. The...
We consider the wave function for the atomic elliptic state using Nelson's stochastic mechanics. The...