| 顾及多分析尺度的地形部位面向对象分类方法 |
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| 引用本文： | 江岭,凌德泉,赵明伟,王春,曾微波.顾及多分析尺度的地形部位面向对象分类方法[J].地球信息科学,2018,20(3):281-290. |
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| 作者姓名： | 江岭 凌德泉 赵明伟 王春 曾微波 |
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| 作者单位： | 1. 滁州学院 安徽地理信息集成应用协同创新中心,滁州 2390002. 安徽省地理信息智能感知与服务工程实验室,滁州 2390003. 南京信息工程大学 地理与遥感学院,南京 210044 |
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| 基金项目： | 国家自然科学基金项目（41501445、41571398）;安徽省自然科学基金项目（1608085QD77）;安徽省高等学校自然科学研究项目（KJ2015A171） |
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| 摘 要： | 地形部位是地表形态的基本单元,其分类和提取在地貌发育、数字土壤制图、景观生态制图等领域有着重要的应用。康鑫等提出的多尺度Geomorphons地形部位分类法（简称多尺度Geomorphons法）利用高程相对差异信息和地形部位多尺度特征,可避免受地形属性计算及单一分析尺度约束而误分类,然而其存在分类破碎及分析尺度域难以确定的问题。基于此,本文以多尺度Geomorphons法为基础,提出了其适宜分析尺度域确定方法,建立了以初始地形部位数据层组合的对象多尺度分割和分类方法,进而构建了顾及多分析尺度的地形部位面向对象分类方法。以陕北黄土高原区域5 m分辨率DEM为实验数据,对面向对象分类方法进行了验证与评价。实验结果表明：①均值变点法可有效解决分析尺度域难以确定的问题,实验样区适宜分析尺度域为5×5, 33×33]栅格单元;②以0,255为二值化的地形部位数据层组合适用于多尺度分割,尺度、形状及紧致度参数组合影响分割结果,且对于实验样区存在最优分割参数;③与多尺度Geomorphons法相比,本文方法得到的地形部位分类结果完整性较好,在地表形态对应和地理认知等方面更具合理性。
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| 关 键 词： | 地形部位 DEM 面向对象 多尺度分析 数字地形分析 |
| 收稿时间： | 2017-07-28 |
Object-oriented Terrain Position Classification Based on Multi-scale Geomorphons |
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| JIANG Ling,LING Dequan,ZHAO Mingwei,WANG Chun,ZENG Weibo.Object-oriented Terrain Position Classification Based on Multi-scale Geomorphons[J].Geo-information Science,2018,20(3):281-290. |
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| Authors: | JIANG Ling LING Dequan ZHAO Mingwei WANG Chun ZENG Weibo |
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| Institution: | 1. Anhui Center for Collaborative Innovation in Geographical Information Integration and Application, Chuzhou University, Chuzhou 239000, China2. Anhui Engineering Laboratory of Geo-information Smart Sensing and Services, Chuzhou University, Chuzhou 239000, China3. School of Geography and Remote Sensing, Nanjing University of Information Science & Technology, Nanjing 210044, China; |
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| Abstract: | Terrain position is the basic morphologic feature on the surface of the Earth. The classification and extraction of terrain position have been widely applied in many research fields such as landform evolution, digital soil mapping and landscape ecological mapping. Proposed by Kang X et al. (2016), the multi-scale Geomorphons method maps terrain position by recognizing the morphology of each interest cell in a DEM according to its relative altitudes within the neighboring window. Multi-scale Geomorphons method can avoid the shortnesses of other classificaton methods, which are caused by different terrain attributes and a single analysis scale. However, there are still some drawbacks in the multi-scale Geomorphons method. For example, the classification results are fragmented and the domain of the analysis scale is difficult to determine. To solve the above problems, this paper presents a new method to classify terrain position, which is based on object-oriented segmentation and multi-scale Geomorphons. First of all, we propose an approach of determining the domain of optimal analysis scale of the multi-scale Geomorphons method. Then, the multi-scale segmentation and classification methods are constructed according to the initial terrain position data via the multi-scale Geomorphons method. At last, the presented method is evaluated by the experimental data of the DEM with 5 m resolution in the loess plateau region of northern Shaanxi. The experimental results show that: (1) the method of mean change-point analysis can effectively solve the problem which is difficult to determine the domain of the analysis scale of the multi-scale Geomorphons method. The domain of optimal analysis scale of the sample area is 5×5 to 33×33 cells. (2) The layer of each terrain position type with the value 0 for non-type cells and 255 for type cells is suitable for multi-scale segmentation. The parameters (i.e. scale, weight of shape and weight of compactness) for multi-scale segmentation have deep influence on segmentation results. There is optimal segmentation parameters for a experimental region. There is optimal segmentation parameter for an experimental region. (3) Comparing with the multi-scale Geomorphons method, the classification results of the present approach are more integrity and reasonable in the aspects of morphology correspondence and geological interpretation. |
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| Keywords: | terrain position DEM object-oriented multi-scale analysis DTA |
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