ARTICLES

GLCM Based Quantitative Analysis of Terrain Texture from DEMs

Expand
  • 1. Key Laboratory of Virtual Geographical Environment, Ministry of Education, Nanjing Normal University, Nanjing 210023, China;
    2. Geomatics Center of Jiangsu Province, Nanjing 210013, China

Received date: 2012-09-06

  Revised date: 2012-11-01

  Online published: 2012-12-25

Abstract

Terrain texture is an important natural texture. DEM based terrain texture attracts more attention in the research area for its purity in representing surface topography and its derivability in terrain analysis. In this paper, 10 sample areas from different landform types of Shaanxi Province were selected to make a quantitative analysis on the terrain texture by Gray level co-occurrence matrix (GLCM) model. Experiments show that, when using the DEM data with 25m resolution, the suitable analytic distance of GLCM model is not less than 3 pixels. Among all the parameters in the model, correlation could be used for texture direction detection. Contrast, variance, and different variance could be applied for texture periodicity analysis. Entropy, angular second moment and inverse different moment are suitable for texture complexity investigation. In this research, quantitative analysis is conducted to terrain texture by using DEM data, hillshade data, slope data and curvature data. The terrain texture directivity experiment shows that the correlation of hillshade data reacts sensitively to the terrain texture direction and can detect main terrain texture direction. The correlation of slope data reacts obviously in rugged topography such as hilly region and mountainous regions so it can play an auxiliary role for hillshade data in the detecting of terrain texture direction. Results of terrain texture periodicity and complexity analysis shows that among DEM data and its derived data, the mean variation coefficient of each texture parameter based on hillshade data is the highest, and it further proves that the hillshade data is most suitable for quantitative analysis of terrain texture. Quantification is conducted by variance of hillshade data to texture periodicity of different terrain texture, variance eigenvalue of flat, platform, hill and mountain region gradually increases which indicates the increase of terrain texture periodicity. Analysis is also conducted to the terrain texture complexity through angular second moment parameters computed by hillshade data. Eigenvalue has clear peak value in the sample region of flat and the eigenvalue of platform decreases obviously. Eigenvalue of hills and mountain region verge to zero which shows that texture of plat has lowest complexity, followed by the lower complexity of platform and the highest complexity of hills and mountain region. This paper also proposed a multi-parameter integrated method which employs both comprehensive periodicity and comprehensive complexity in terrain texture quantitative analysis. This method not only reduces replicate analyses but also makes full use of various texture parameter information, it also unifies range through normalization for the convenience of quantitative analysis. The result showed that these two parameters have significant response to the different terrain texture, which shows a great potential in landform recognition and classification.

Cite this article

LIU Kai, SHANG Guo-An, DAO Yang, JIANG Ku . GLCM Based Quantitative Analysis of Terrain Texture from DEMs[J]. Journal of Geo-information Science, 2012 , 14(6) : 751 -760 . DOI: 10.3724/SP.J.1047.2012.00751

References

[1] Haralick R M. Statistical and structural approaches to texture[J]. Proceedings of the IEEE, 1979, 67(5): 786-804.

[2] 刘丽,匡纲要. 图像纹理特征提取方法综述\[J]. 中国图象图形学报,2009,14(4):622-635.

[3] Ilea D E, Whelan P F. Image segmentation based on the integration of colortexture descriptors-A review[J]. Pattern Recognition,2011,44(10-11): 2479-2501.

[4] Haralick R M,Shanmugam K,Dinstein I H. Textural features for image classification[J]. IEEE Trans. on SMC,1973, 3(6): 610-621.

[5] 龚衍,舒宁. 基于马尔柯夫随机场的多波段遥感影像纹理分割研究[J]. 武汉大学学报·信息科学版,2007,32(3): 212-215.

[6] Tsaneva M G,Krezhova D D,Yanev T K. Development and testing of a statistical texture model for land cover classification of the Black Sea region with MODIS image[J]. Advances in Space Research,2010,46(7): 872-878.

[7] 汤国安,刘学军,闾国年. 数字高程模型及地学分析的原理与方法[M]. 北京:科学出版社,2006.

[8] 陶旸. 基于纹理分析方法的DEM地形特征研究 [D]. 南京师范大学博士学位论文,2011.

[9] 于海鹏,刘一星,张斌,等. 应用空间灰度共生矩阵定量分析木材表面纹理特征[J]. 林业科学,2004,40(6): 121-129.

[10] 黄桂兰,郑肇葆. 纹理模型法用于影像纹理分类[J]. 武汉测绘科技大学学报,1998(1):40-42.

[11] Dutta S,Datta A,Chakladar N D,et al. Detection of tool condition from the turned surface images using an accurate grey level co-occurrence technique[J]. Precision Engineering,2012,36(3): 458-466.

[12] 寿亦萱,张颖超,赵忠明,等. 暴雨过程的卫星云图纹理特征研究[J]. 南京气象学院学报,2005,28(3): 337-343.

[13] 周成虎,程维明,钱金凯,等. 中国陆地1:100万数字地貌分类体系研究[J]. 地球信息科学学报,2009,11(6):707-724.

[14] Backes A R,Gonalves W N,Martinez A S,et al. Texture analysis and classification using deterministic touristwalk[J]. Pattern Recognition,2010,43(3):685-694.

[15] 朱长青,杨启和,朱文忠. 基于小波变换特征的遥感地形影像纹理分析和分类[J]. 测绘学报, 1996 (4): 252-256.

[16] 王晗,白雪冰,王辉. 基于空间灰度共生矩阵木材纹理分类识别的研究[J]. 森林工程,2007,23(1):32-36.

[17] Ulaby F T, Kouyate F, Brisco B, et al. Textural information in SAR Images[J]. IEEE Transactions on Geoscience and Remote Sensing, 1986, 24(2): 235-241.

[18] 薄华,马缚龙,焦李成. 图像纹理的灰度共生矩阵计算问题的分析[J]. 电子学报,2006,34(1): 155-158.

[19] Szczypiński P M, Strzelecki M, Materka A, et al. MaZda—A software package for image texture analysis[J]. Computer Methods and Programs in Biomedicine, 2009, 94(1): 66-76.

Outlines

/