汕头大学学报：自然科学版
汕頭大學學報：自然科學版
산두대학학보：자연과학판
Journal of Shantou University(Natural Science Edition)
2012年
1期
52-58,73
,共8页
核素分类%6%×%6核素区%并列3区%3中心共线平行线
覈素分類%6%×%6覈素區%併列3區%3中心共線平行線
핵소분류%6%×%6핵소구%병렬3구%3중심공선평행선
nuclear classification%region with 6 × 6 nuclei%parallel three region%threecenter collinear and parallel lines
在氘氚结团核素图中说明了坐标S=2Z—N与加J=S＋K常数列确定的13个6×6核素区分布情况．这类核素分布区可组成14个由3个6×6核素区组合成的单位区或16个并列双3区；8个6×6核素区组合成5个亚区，一个亚区是坐标S的2×4区．一个亚区是差K的3＋5区，还有3个是3平行线共线组合区，5个亚区中心沿5核素32 53 127 I 21 74,33 55 132 Cs22 77，34 57 137 La 23 80 , 34 58 140 Ce 24 82 和34 59 143 Pr 25 84分布，核素区的范围是坐标S24-S42，H42～H2与（S＋K）=34-54，组合区中心的数值显示出美妙的联系．
在氘氚結糰覈素圖中說明瞭坐標S=2Z—N與加J=S＋K常數列確定的13箇6×6覈素區分佈情況．這類覈素分佈區可組成14箇由3箇6×6覈素區組閤成的單位區或16箇併列雙3區；8箇6×6覈素區組閤成5箇亞區，一箇亞區是坐標S的2×4區．一箇亞區是差K的3＋5區，還有3箇是3平行線共線組閤區，5箇亞區中心沿5覈素32 53 127 I 21 74,33 55 132 Cs22 77，34 57 137 La 23 80 , 34 58 140 Ce 24 82 和34 59 143 Pr 25 84分佈，覈素區的範圍是坐標S24-S42，H42～H2與（S＋K）=34-54，組閤區中心的數值顯示齣美妙的聯繫．
재도천결단핵소도중설명료좌표S=2Z—N여가J=S＋K상수렬학정적13개6×6핵소구분포정황．저류핵소분포구가조성14개유3개6×6핵소구조합성적단위구혹16개병렬쌍3구；8개6×6핵소구조합성5개아구，일개아구시좌표S적2×4구．일개아구시차K적3＋5구，환유3개시3평행선공선조합구，5개아구중심연5핵소32 53 127 I 21 74,33 55 132 Cs22 77，34 57 137 La 23 80 , 34 58 140 Ce 24 82 화34 59 143 Pr 25 84분포，핵소구적범위시좌표S24-S42，H42～H2여（S＋K）=34-54，조합구중심적수치현시출미묘적련계．
In the nuclear chart with clusters of deuteron and trition, the distribution of thirteen 6 x 6 nuclei sectors determinated by coordinate S = 2Z - N and add J = S ＋ K constant array is illustrated. This kind of nuclei distribution sector can form 14 unit sectors combined with three 6 × 6 nuclei areas, or 16 paralleling double 3 areas, 8 areas of 6 × 6 nuclei constitute five subregions. One subregion is at the 2 × 4 sector of coordinate S, one is at the 3 ＋ 5 sector of difference K, and another three are at 3 parallel collinear combination sector. The centers of the five subregions are distributed 127 132 137 140 along the nuclei 32 53 127 I 21 74,33 55 132 Cs22 77,34 57 137 La 23 80 , 34 58 140 Ce 24 82 and 34 59 143 Pr 25 84 The limiting coordinates of this kind nuclei region is S24-42, H42-2 and （S ＋ K）=34- 54. Numerical values of combinations centre show wonderful connections.
