复合褶皱数学模型的应用  

HTE UTILIZATION OF MATHEMATICAL MODEL FOR COMPOUND FOLDS

作　　者：刘德良[1] 杨晓勇[1] 陈增兵[1] 

机构地区：[1]中国科技大学地球和空间科学系

出　　处：《安徽地质》1995年第4期74-79,共6页Geology of Anhui

摘　　要：为便于对褶皱构造的几何形态进行描述、概括和实际应用，在划分出两个基本类型褶皱的基础上，用数学方程式对五种叠加褶皱进行了表述，这样，利用计算机可以快速准确地获得叠加褶皱的具体形态。Most(various and different kind)folds belong to the multiple genesis of superimpored folds,How to clas-sify the folds into different types,especially the complex folds of superimposition ,by means of mathematical method,is always,the focus studied by scholars in the field of structural geology. In this paper the authors gave mathematical equa-tions for 5 kinds of superimposed folds on the basis of division of two basical types of folds,which is simple for descrip-tion,generalization and practical utilization,So it is easy to get the shapo of suporimposed folds both accurately andrapluly by cornputer.

关 键 词：褶皱构造 几何形态 数学模型 计算机成图 

分 类 号：P54[天文地球—构造地质学]