From the 3D Constructions of Gell-Mann’s 1960 to the Higgs Field Constructions with Data of all Elementary Particles

H. J. Scheuber
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Abstract

In 1960 Gell-Mann completed the “Particle Zoo” with pseudo 3D constructions: a Spin-Strangeness plane and an oblique incident charge. In this way he investigated with the crossing Kaon connections (1/2 Spin, -1, 0, 1 Strangeness, -1, 0, 1 Charge) 3 quark-points with simple proper fractions. With the new media the construction can be better detected with a perpendicular charge axis as could be done with the GeoGebra 5 program. But 1960 the Quantum Mechanics didn’t want the Strangeness and prevented a construction for everyman. Only experts were mathematically according to Lagrange allowed to get an idea about the real matter. But according to the Euclid Geometry 3 points lay on a circle line; if twice, then with 6 exact Quark points all other known requirements of the particle physics can be done by construction.
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从盖尔曼1960年的三维结构到所有基本粒子数据的希格斯场结构
1960年,盖尔曼用伪三维结构完成了“粒子动物园”:一个自旋奇异面和一个斜入射电荷。用这种方法,他研究了具有简单固有分数的3个夸克点的交叉介子连接(1/2自旋,- 1,0,1奇异度,- 1,0,1电荷)。与GeoGebra 5程序一样,使用新介质可以用垂直电荷轴更好地检测结构。但是1960年,量子力学不想要奇异性,并阻止了对普通人的构建。只有在数学上遵循拉格朗日理论的专家才能对真实的事物有所了解。但根据欧几里得几何,三个点位于一条圆线上;如果两次,那么有6个精确的夸克点,所有其他已知的粒子物理要求都可以通过构建来完成。
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