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基于K均值聚类的厚壁组织区域自动提取
引用本文:王琴,王卫星,张少翃,洪添胜,俞新华.基于K均值聚类的厚壁组织区域自动提取[J].农机化研究,2006(10):197-199.
作者姓名:王琴  王卫星  张少翃  洪添胜  俞新华
作者单位:1. 华南农业大学,信息学院,广州,510642
2. 华南农业大学,工程学院,广州,510642
3. 华南农业大学,设备资产管理处,广州,510642
4. 华南农业大学,生命科学学院,广州,510642
基金项目:华南农业大学校科研和教改项目
摘    要:桉树是我国南方的速生丰产林,区域提取是定量分析各种组织抑制桉树茎生根原因的重要前提。为此,介绍了基于K均值聚类的在桉树茎切片图像中自适应提取厚壁组织区域的图像处理技术。将桉树茎切片彩色图像转换为CIEL*a*b*彩色空间,用K均值聚类分析算法对描述颜色的a*和b*通道进行聚类分析,提取细胞厚壁,然后填充其中白色的细胞腔,构成完整的厚壁组织区域。实验结果表明,在CIEL*a*b*空间使用该算法可以获得较准确的实验结果。

关 键 词:林业基础科学  厚壁组织区域自动提取  应用  数字图像处理  Kmeans均值聚类
文章编号:1003-188X(2006)10-0197-03
收稿时间:2006-02-16
修稿时间:2006年2月16日

Research on Extracting the Sclerenchyma Region in a Eucalyptus Image Based on K-means Clustering
WANG Qin,WANG Wei-xing,ZHANG Shao-hong,HONG Tian-sheng,YU Xin-hua.Research on Extracting the Sclerenchyma Region in a Eucalyptus Image Based on K-means Clustering[J].Journal of Agricultural Mechanization Research,2006(10):197-199.
Authors:WANG Qin  WANG Wei-xing  ZHANG Shao-hong  HONG Tian-sheng  YU Xin-hua
Institution:a.College of Information; b.College of Engineering; c.Equipment Assets Management Department; d.College of Life Science, South China Agricultural University, Guangzhou 510642, China
Abstract:A The Eucalyptus is a fast-growing and fertility tree in south China. The region extraction is very important to analyze quantification ally which kind of organization suppresses the Eucalyptus stem to take root. An image processing method of extracting the sclerenchyma Region from a Eucalyptus Image was introduced. The CIE L*a*b* was utilized to conduct image processing for Eucalyptus slice Color images which satisfies extensive color ranging. The a* and b* are selected and clustered by K-means. After extracting the thick cell wall, the white cell cavity was filled in and the Sclerenchyma Region was formed. An adaptive segmentation method using a K-means clustering algorithm was employed to take out the sclerenchyma Region of eucalyptus.
Keywords:forestry basic science  sclerenchyma region automatic extract  application  digital image processing  K-means clustering
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