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作 者:HOU Guiting
出 处:《Acta Geologica Sinica(English Edition)》2009年第3期544-549,共6页地质学报(英文版)
基 金:supported by grants from theNational Natural Science Foundation of China(No.:40172066,40314141,and 40772121);the National 973Project(No.:2009CB219302)
摘 要:The fractal dimensions of folds are related to layer thickness and viscosity of the multilayer. This paper discusses how the thickness, viscosity, and anisotropic degree affect the rheological deformation of fractal folds in multilayers. The number of layers, their thicknesses, viscosities, and anisotropic degree of multilayers cooperate to affect the rheological deformation of folds, which is not controlled by a single rheological factor. A greater anisotropic degree of multilayers is favorable to develop the more complex and disharmonious fractal folds.The fractal dimensions of folds are related to layer thickness and viscosity of the multilayer. This paper discusses how the thickness, viscosity, and anisotropic degree affect the rheological deformation of fractal folds in multilayers. The number of layers, their thicknesses, viscosities, and anisotropic degree of multilayers cooperate to affect the rheological deformation of folds, which is not controlled by a single rheological factor. A greater anisotropic degree of multilayers is favorable to develop the more complex and disharmonious fractal folds.
关 键 词:multilayer fold fractal dimension RHEOLOGY viscosity thickness anisotropic degree
分 类 号:P542.2[天文地球—构造地质学] TS213.21[天文地球—地质学]
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