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Hydrodynamic model of neutral pion

机译:中性介子的流体力学模型

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In a groundbreaking article in Physical Review in 1961 it was suggested by Sternglassthat the neutral pion consisted of an electron and a positron in a mutual orbit about the center ofmass with velocity of magnitude near the speed of light so that the mass is increased by a Lorentzfactor of about 274. The present author has developed a hydrodynamic theory of particles and fields,which removes the obvious problem with the Sternglass model that real orbital motion of chargesshould result in radiation of energy. The hydrodynamic theory explains the stability of the stationarystates of atoms without the presence of real orbital motion. The author has calculated the mass ofthe neutral pion to be 264.07 times the rest mass of the electron in very close agreement with theexperimental value 264.14m0. While the experimental data appear to support the standard model ofparticles based on quarks and gluons, the same data also can be interpreted to support a model basedon the assumption that the only fundamental elementary particles with mass are the electron and thepositron. The asymptotic freedom of the partons in deep electron inelastic scattering from nucleonscan be accounted for without assuming the existence of quarks and gluons with color charges.Similarly, the strong force is not necessarily due to the interaction of color charges on quarks andgluons, but may be better explained as the relativistic enhancement of the electrostatic attractiveforce between suitably oriented electrons and positrons in adjacent pions separated by shortdistances as originally suggested in 1965 by Sternglass. Heavy mesons are not necessarily formedfrom strange and charmed quarks and their antiparticles, but can be accounted for by themultiple-pion theory of hadrons proposed by Sternglass. A hydrodynamic model of the neutroninvolving six bound neutral pions and a positive muon and a negative muon (as partons) ispresented.
机译:在1961年《物理评论》的开创性文章中,斯特恩格拉斯(Sternglass)提出,中性介子由电子和正电子组成,该电子和正电子围绕质心在相互轨道中运动,其大小速度接近光速,因此质量由洛伦兹因子增加约274.作者开发了粒子和场的流体力学理论,它消除了Sternglass模型的明显问题,即电荷的真实轨道运动应导致能量辐射。流体力学理论解释了在没有实际轨道运动的情况下原子稳态的稳定性。作者计算出中性离子的质量为电子其余质量的264.07倍,与实验值264.14m0非常接近。尽管实验数据似乎支持基于夸克和胶子的粒子的标准模型,但基于唯一具有质量的基本元素粒子是电子和正电子的假设,同样的数据也可以解释为支持模型。在不假设存在带有色电荷的夸克和胶子的情况下,解释了核子深电子非弹性散射中各部分的渐近自由度。类似地,强力不一定是由于色电荷在夸克和胶子上的相互作用所致,但可能是1965年Sternglass最初建议,将适当定向的电子与正电子之间的静电引力进行相对论性提高,相邻引子中的电子之间被短距离隔开。重介子不一定是由奇异的,迷人的夸克及其反粒子形成的,但可以由斯特恩格拉斯提出的强子的多重介子理论来解释。提出了一个中子涉及六个束缚的中性介子和一个正介子和一个负介子(作为partons)的流体动力学模型。

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