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• 基础地质·矿床·盆地 • 上一篇    下一篇

格里戈良分带指数法的改良

王建新1,臧兴运1,2, 郭秀峰1,3, 谢海东1,赵利刚1,孙永杰2   

  1. 1.吉林大学 地球科学学院,长春 130061;2.吉林省地质调查院,长春 130061;3.西北大学 地质学系,西安 710069
  • 收稿日期:2007-01-16 修回日期:1900-01-01 出版日期:2007-09-26 发布日期:2007-09-26
  • 通讯作者: 王建新

The Improved Gregorian’s Zoning Index Calculating Method

WANG Jian-xin1,ZANG Xing-yun1,2,GUO Xiu-feng1,3,XIE Hai-dong1,ZHAO Li-gang1,SUN Yong-jie2   

  1. 1.College of Earth Sciences, Jilin University,Changchun 130026,China;2.Institute of Geologic Investigation of Jilin Province, Changchun 130026, China;3.Department of Geology, Northwest University,Xi’an 710069, China
  • Received:2007-01-16 Revised:1900-01-01 Online:2007-09-26 Published:2007-09-26
  • Contact: WANG Jian-xin

摘要: 以烟筒砬子铜金矿区ZK001元素垂向分带序列的计算为例,对格里戈良分带指数法进行了两个方面的改良:在原始数据换算中,采用正规化法将原始数据变换为\[0,1\]区间的数值,避免了传统方法的人为因素,减少了计算量;在计算分带指数的变化梯度时采用原格氏法变化度的倒数,解决了原格氏法计算中可能出现的某一层位的分带指数为零则无法计算的问题。新旧两种格氏法计算结果相比,新方法更符合实际地质情况。

关键词: 格里戈良法, 分带序列, 分带指数, 变化梯度

Abstract: The text takes the calculation of elemental vertical zoning of ZK001 in Yantonglazi Cu-Au deposit as an example, puts forward two improved aspects of calculating the Gregorian’s zoning index: in preparing the original data, normalization method of cluster analysis is used to get data format of \[0,1\] for deceasing calculation and for avoiding some manmade error; in calculating the variation degree, the reciprocal of the variation degree from traditional Gregorian’s zoning index method is used to represent the variation degree. This improvement can solve the problem that sometimes calculation cannot be carried out when some zoning index are zero. The calculation result by the method present here seems to match the geology in study area better than that by traditional Gregorian’s zoning index calculation method.

Key words: Gregorian’s method, zoning sequence, zoning index, variation degree

中图分类号: 

  • P618.2
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