【摘要】 在新参量S、H正方形核素图中 ,稳定区奇A核素的上界表现出优美的三点共线对称组 .文中说明了坐标差K(=S -H) =0 ,K ,2K类奇A上界表现出的三点共线对称规律 .当差ΔK =3时 ,这些三点共线对称组序数组成为 (0 ,1,2 ) ,(0 ,4,8) ,(0 ,7,14) ,(0 ,10 ,2 0 )与 (0 ,- 2 ,- 4) .又组成以序数K =1,4,7,10 :K =2 ,8,14,2 0与K =1,2 ;K =- 2 ,- 4的两组平行线 ,以此线性规律为基础 ,可外推得到两种核素40873 3 Zr477,与 842 153 7PO13 14 7,这两核素有可能微量天然存在 ,应该与平行线上的其它核素具有相似的核基本性质更多还原

【Abstract】 In the square chart of nucleus with new parameters S and H,upper limits of nucleus with odd A for stable region are shown graceful regularities of three points collinear symmetry.In this paper,it is illustrated that upper limits of nucleus with difference K(=S-H)=0,K,2K show regularities on collinear line.When difference ΔK=3,the groups of three points collinear symmetry in ordinal numbers are (0,1,2),(0,4,8),(0,7,14),(0,10,20)and (0,-2,-4).The upper limits of difference K=1,4,7,10;K=2,8,14,20 and K=1,-2;K=2, -4 formed two groups of parallel lines.According the linear regularities it is deduced two nuclei 40 8733Zr477, 84 21537Po 131 47.The two nuclei may exist very litter in nature.And the it should have similar basic properties as other nuclei on the parallel lines.更多还原