{"title":"Indirect Measurement of Forest LAI to Deal with the Underestimation Problem Based on Beer-Lambert Law","authors":"H. Ronghai","doi":"10.3724/sp.j.1047.2012.00366","DOIUrl":null,"url":null,"abstract":"Leaf area index(LAI) defined as one half of the total green leaf area per unit ground surface area.It is an important parameter of canopy structure,because it relates to many biophysical and physiological processes of canopy,including photosynthesis,respiration,transpiration,carbon cycling,net primary productivity,precipitation interception,and energy exchange,etc.Accurate measurement of forest leaf area index by means of remote sensing has been an important task in remote sensing research.The direct method of LAI measurement is time-consuming,labor-intensive and may destroy plants.Compared to the direct method,indirect methods by means of optical methods are quicker and more efficient.These methods are all based on the Beer-Lambert law.As an important means to validate remote sensing LAI products,indirect LAI ground measurement is the basis and standard of remote sensing inversion.However,indirect ground measurement method based on Beer-Lambert law has serious underestimation problem in forest.The derivation of Beer's law was originally in uniform gas medium,when applied to discrete vegetation measurement on a pixel scale.Its applicability has not got enough attention and validation.In this paper,by theory analysis,we find that the underestimation of leaf area index comes from the spatial heterogeneity of foliage area volume density,extinction depth and leaf angle projection function G if Beer-Lambert law is applied to LAI measurements in forest.Quantitative assessment of impact on LAI measurement from non-random distribution of canopy was made.It was shown that non-random distribution of canopy may bring 20-40% measurement error of LAI.An important conclusion is that the simple correction of Beer-Lambert law has significant limitations on the in situ forest LAI measurement.This method is not a fundamental solution to this underestimation problem,and the theories and methods for LAI indirect measurement need to be changed.","PeriodicalId":67025,"journal":{"name":"地球信息科学学报","volume":"1 1","pages":""},"PeriodicalIF":0.0000,"publicationDate":"2012-01-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"3","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"地球信息科学学报","FirstCategoryId":"1087","ListUrlMain":"https://doi.org/10.3724/sp.j.1047.2012.00366","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 3
Abstract
Leaf area index(LAI) defined as one half of the total green leaf area per unit ground surface area.It is an important parameter of canopy structure,because it relates to many biophysical and physiological processes of canopy,including photosynthesis,respiration,transpiration,carbon cycling,net primary productivity,precipitation interception,and energy exchange,etc.Accurate measurement of forest leaf area index by means of remote sensing has been an important task in remote sensing research.The direct method of LAI measurement is time-consuming,labor-intensive and may destroy plants.Compared to the direct method,indirect methods by means of optical methods are quicker and more efficient.These methods are all based on the Beer-Lambert law.As an important means to validate remote sensing LAI products,indirect LAI ground measurement is the basis and standard of remote sensing inversion.However,indirect ground measurement method based on Beer-Lambert law has serious underestimation problem in forest.The derivation of Beer's law was originally in uniform gas medium,when applied to discrete vegetation measurement on a pixel scale.Its applicability has not got enough attention and validation.In this paper,by theory analysis,we find that the underestimation of leaf area index comes from the spatial heterogeneity of foliage area volume density,extinction depth and leaf angle projection function G if Beer-Lambert law is applied to LAI measurements in forest.Quantitative assessment of impact on LAI measurement from non-random distribution of canopy was made.It was shown that non-random distribution of canopy may bring 20-40% measurement error of LAI.An important conclusion is that the simple correction of Beer-Lambert law has significant limitations on the in situ forest LAI measurement.This method is not a fundamental solution to this underestimation problem,and the theories and methods for LAI indirect measurement need to be changed.
期刊介绍:
Journal of Geo-Information Science is an academic journal under the supervision of Chinese Academy of Sciences, jointly sponsored by Institute of Geographic Sciences and Resources, Chinese Academy of Sciences and Chinese Geographical Society, and also co-sponsored by State Key Laboratory of Resource and Environmental Information System, Key Laboratory of Virtual Geographic Environment of Ministry of Education and Key Laboratory of 3D Information Acquisition and Application of Ministry of Education. Founded in 1996, it is openly circulated in the form of a monthly magazine.
Journal of Geoinformation Science focuses on publishing academic papers with geographic system information flow as the main research object, covering research topics such as geographic information cognitive theory, geospatial big data mining, geospatial intelligent analysis, etc., and pays special attention to the innovative results of theoretical methods in geoinformation science. The journal is aimed at scientific researchers, engineers and decision makers in the fields of cartography and GIS, remote sensing science, surveying and mapping science and technology. It is a core journal of China Science Citation Database (CSCD), a core journal of Chinese science and technology, a national Chinese core journal in domestic and international databases, and it is included in international databases, such as EI Compendex, Geobase, and Scopus.