Methods for Processing Information of Radar Topographic Survey for Solving the Tasks for Determining Heights and Wood Stocks For Forest Stands

Q3 Mathematics SPIIRAS Proceedings Pub Date : 2019-04-12 DOI:10.15622/SP.18.2.416-443
D. Chernikhovsky, A. Alekseev
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引用次数: 2

Abstract

The paper studies the possibilities of using global elevation models SRTM (Shuttle radar topographic mission) to assess the  characteristics of forest stands – average heights and wood stocks. It is known that in process of radar shooting  vegetation is considered as a barrier to correctly determining the height of the earth’s surface. The surface, fixed by the sensors above the forest covered territory (scattering phase center height), is located in the upper part of the forest canopy. The review of publications confirms the relevance of this area of investigation in the world.  , A brief theoretical basis of the SRTM survey, factors determining the values of the heights and the errors associated with them are presented based on literature reviews. The possibility of determining the height of forest canopy based on evaluation models is shown. The part of Uchebno-Opytnoe Forest District of the Leningrad region was chosen as the model territory. The geographic information databases, data of radar survey SRTM and topographic maps were the origin data for the study. The model territory is divided by a regular network into cells with  1 km step. Most of the territory is covered with forest vegetation. Relief modeling was performed on the basis of digitized topographic maps of 1:25000 scale by interpolation using  TIN method. A visual and statistical comparison of both evaluation models – a surface model (based on SRTM radar survey data) and a relief model (based on topographic maps) was done. With help of the profiles construction an assessment of the nature of  changes in the heights of the relief and surface models was performed. It is noted that for most of the model territory, the differences in height between the surface and relief models are 15-20 m. The convergence of graphs for heights is observed in areas, which are not covered with forest vegetation. The set of linear regression dependencies between the scattering phase center heights (independent variable) and average heights or wood stocks (dependent variable) within the borders of forest compartments, grouped by the predominated tree species, was obtained. The influence on the closeness of the relationship and the value of the regression coefficient of such factors as the value of basal area and the share of predominant tree species in composition was found. The established regularities can be used to improve the theory and practice of forest inventory, as well as to solve other problems related to the assessment of natural resources at the regional and global level (national forest inventory, carbon stock determination, assessment of biomass).
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雷达地形测量信息处理方法解决林分高度和蓄积量确定问题
本文研究了利用全球高程模型SRTM (Shuttle radar topographic mission)评估林分特征——平均高度和木材储量的可能性。众所周知,在雷达拍摄过程中,植被被认为是正确确定地表高度的障碍。由传感器固定在森林覆盖区域(散射相位中心高度)上方的地表位于森林冠层的上部。对出版物的审查证实了这一调查领域在世界上的相关性。在文献综述的基础上,简要介绍了SRTM调查的理论基础、决定高度值的因素以及与之相关的误差。给出了基于评价模型确定森林冠层高度的可能性。列宁格勒地区的Uchebno-Opytnoe林区的一部分被选为模范领土。地理信息数据库、雷达测量SRTM数据和地形图是研究的原始数据。模型区域由规则网络划分为步长为1 km的单元。大部分领土被森林植被覆盖。以1:25万比例尺的数字化地形图为基础,采用TIN插值方法进行地形建模。对地表模型(基于SRTM雷达测量数据)和地形模型(基于地形图)两种评估模型进行了视觉和统计比较。借助剖面的构建,对地形和地表模型高度变化的性质进行了评估。值得注意的是,对于大多数模式区域,地表和地形模式之间的高度差异为15-20米。在没有森林植被覆盖的地区,可以观察到高度图的收敛性。得到了以优势树种分组的林室边界内散射相位中心高度(自变量)与平均高度或木材蓄积量(因变量)之间的线性回归关系集。发现了基面积值和优势树种在组成中所占份额等因子对关系密切度和回归系数值的影响。所建立的规律可用于改进森林清查的理论和实践,也可用于解决与区域和全球自然资源评估相关的其他问题(国家森林清查、碳储量测定、生物量评估)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
SPIIRAS Proceedings
SPIIRAS Proceedings Mathematics-Applied Mathematics
CiteScore
1.90
自引率
0.00%
发文量
0
审稿时长
14 weeks
期刊介绍: The SPIIRAS Proceedings journal publishes scientific, scientific-educational, scientific-popular papers relating to computer science, automation, applied mathematics, interdisciplinary research, as well as information technology, the theoretical foundations of computer science (such as mathematical and related to other scientific disciplines), information security and information protection, decision making and artificial intelligence, mathematical modeling, informatization.
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