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铌酸锂晶体中的分形几何观察
引用本文:黄晖,许京军,孔勇发,张国权,舒永春,孙军,徐晓轩,张光寅. 铌酸锂晶体中的分形几何观察[J]. 人工晶体学报, 2004, 33(4): 647-650
作者姓名:黄晖  许京军  孔勇发  张国权  舒永春  孙军  徐晓轩  张光寅
作者单位:昆明物理研究所,昆明,650223;南开大学物理科学学院光子学中心,天津,300071
基金项目:theNationalHighTechnologyDevelopmentProgramofChina (No .2 0 0 1AA31 30 2 0 )andpartiallybythekeyNaturalScienceFoundationofYunnanProvince (No.2 0 0 3E0 0 1 2Z)
摘    要:研究了铌酸锂晶体沿c轴的真实生长界面及腐蚀坑模式,在两种情况中均观察到了明显的塞尔宾斯基(Sierpinski)三角垫分形几何特征,两种情况的分形维度通过计算得出均为ln3/ln2≈1.58.

关 键 词:铌酸锂晶体  塞尔宾斯基(Sierpinski) 三角垫  分形几何

Observation of Fractal Geometry in Lithium Niobate Crystal
Abstract. Observation of Fractal Geometry in Lithium Niobate Crystal[J]. Journal of Synthetic Crystals, 2004, 33(4): 647-650
Authors:Abstract
Abstract:We investigated both a true grown interface of lithium niobate crystal and a etch pit pattern on axial c surface of lithium niobate crystal. We observed the fractal pattern that demonstrates all of the geometric characters of Sierpinski gasket (triangle). The fractal dimension of grown interface and etching pit pattern in lithium niobate crystal have been calculated to be ln3/ln2≈1.58. It is suggested that an etching potential plays a key role in the formation of fractal geometry in the etch pit pattern.
Keywords:lithium niobate  Sierpinski triangle gasket  fractal geometry
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