In this paper, we deal with the three degrees of freedom Hamiltonian systems describing the Klein鈥揋ordon chains with three particles of equal masses and periodic boundary conditions. Specially, we focus on the case that the frequencies of the linearization are in 1:2:2 resonance. After ...
When two of the three particles have equal masses, the three-dimensional three-body problem has a subsystem consisting of motions for which the configuration of the particles is always an isosceles triangle. This subsystem has only two degrees of freedom. Geometrical methods are used to construct ...
For three finite masses, it is found that the equilateral triangular configuration satisfies the post-Newtonian equation of motion in general relativity, if ... Takumi,Ichita,Kei,... - 《Physical Review D Particles & Fields》 被引量: 18发表: 2011年 Chaotic Amplification in the Relativistic Res...
A Remarkable Periodic Solution of the Three-Body Problem in the Case of Equal Masses The theoretical three body problem, with three given non infinitesimal point masses,has two types of oscillating motions. In the first type at least two mu... Alain,Chenciner,Richard,... - 《Annals of Mathe...
Exact solution of a one-dimensional three-body scattering problem with two-body and/or three-body inverse-square potentials The exact solution is presented of the scattering problem of three equal particles interacting in one‐dimension via two‐ and/or three‐body inverse‐squa... Calogero,F. ...
Monoterpene indole alkaloids comprise a diverse family of over 2000 plant-produced natural products. This pathway provides an outstanding example of how nature creates chemical diversity from a single precursor, in this case from the intermediate stricto
Sánchez, Systematic study of 3-3-1 models, in Proceedings of the VIII Mexican Workshop of Particles and Fields, Zacatecas, Mexico, 2001, edited by J.L. Dí az-Cruz et al. (AIP Conf. Proc. Vol. 623, New York, 2002), pp. 341-346 [hep-ph/0201133] Article MATH Google Scholar L...
This is a mathematical meaning of non... Iwai,Toshihiro - 《Journal of Mathematical Physics》 被引量: 37发表: 1987年 The many body problem in relativistic quantum mechanics We discuss a relativistic Hamiltonian for an n-body problem in which all the masses are equal and all spins take value...
The exact solution is presented of the scattering problem of three equal particles interacting in one‐dimension via two‐ and/or three‐body inverse‐square potentials. Both the classical and the quantal problems are treated. It is shown that the outcome of this scattering problem is an extremely...
Three new bosons, referred to as S, T and U, have been observed in the reaction π - + p → p + X - using the missing-mass spectrometer; their masses are 1929, 2195 and 2382 MeV, respectively. Their physical widths are equal to our experimental resolution and compatible with zero-wid...