稳定区核素边界线的整数联系

Whole numbers connections of limiting hold-lines for region of stable nuclides

在正方形核素图中,说明了稳定区的下界及Z20～8的偶偶核素与偶坐标S18～6连续核素的三种1,2,4分布特点.在以Z43～50与差K15～20的四边形区中,以坐标SH、差K、X(=K-H)四量之二作新坐标联系,建立了稳定区边界核素的整数联系.这些具体作新坐标的整数联系为:以(K,X),(32,16)至(16,0)类联系稳定区下界坐标H=0核素;以(2H,2K),坐标(30,15)至(30,30)类联系着S=H列与偶Z60～82上界;以(2H,2X),(33,15)Ag60至(30,6)类联系偶Z40～24下界的折线;以(2K,2X),(32,14)至(36,8)类联系偶Z42～50下界折线.核素47107以1334(2K,2H)至(42,26)类,联系偶Z80～52下界折线,以(2H,2X)至(26,16),联系Z40,42,44三上界.以(K,H)(32,12)至(20,12)类,联系Z36—24的上界.在这些变换中的新坐标系都是斜坐标系,故能发现直角系难以出现的规律性.

In the square chart of nuclides with S-H,it illustrated that line of coordinate H=0 is lower limits of stable region.and two kinds of 1,2,4 distributed regularities for even-even nuclei with Z20～8 and consecutive nuclei distribution of coordinates S18～6.In the quadrilateral with Z43～50 and K15～20.it takes two among four parameters S H K X as new coordinates to expresses nuclides.It establishes whole numbers connections of nuclides for limits of stable region.It concretely contents are that the coordinate(32,16)changes to(16,0)series of coordinate H0 by(k,x),and it connects upper limits of even Z60～82 also(30,15)changes(30,30)series by(2H,2K).Coordinates(35,15)changes(30,10)series by(2H,2K)connected lower limits of even Z40～24.It connected lower limits of even Z42～50 by (2K,2X) makes (32,14) changes to (36,8).Nucleus (34,13) of difference K21 connected lower limits of even Z80～52 by (2K.2H).and connected upper limits of Z 40,42,44 by (2H,2X)to (26,16).It connected upper limits of even Z36～24 by changed three numbers SHZ corresponding SHZ In the coordinate changing.new coordinates are no-right angle coordinates series,it can find new connections and regularities.