Extracting More Data from LiDAR in Forested Areas by Analyzing Waveform Shape

TitleExtracting More Data from LiDAR in Forested Areas by Analyzing Waveform Shape
Publication TypeJournal Article
Year2012
AuthorsAdams, Thomas, Beets, Peter, and Parrish, Christopher E.
JournalRemote Sensing
Volume4
Pages682-702
Date Published12 March 2012
PublisherMDPI Publishing
Place PublishedBasel, Switzerland
KeywordsBeer-Lambert law, deconvolution, forests, Gaussian fitting, LAD, leaf area density, waveform LiDAR, Weiner deconvolution

Abstract: Light Detection And Ranging (LiDAR) in forested areas is used for constructing Digital Terrain Models (DTMs), estimating biomass carbon and timber volume and estimating foliage distribution as an indicator of tree growth and health. All of these purposes are hindered by the inability to distinguish the source of returns as foliage, stems, understorey and the ground except by their relative positions. The ability to separate these returns would improve all analyses significantly. Furthermore, waveform metrics providing information on foliage density could improve forest health and growth estimates. In this study, the potential to use waveform LiDAR was investigated. Aerial waveform LiDAR data were acquired for a New Zealand radiata pine plantation forest, and Leaf Area Density (LAD) was measured in the field. Waveform peaks with a good signal-to-noise ratio were analyzed and each described with a Gaussian peak height, half-height width, and an exponential decay constant. All parameters varied substantially across all surface types, ruling out the potential to determine source characteristics for individual returns, particularly those with a lower signal-to-noise ratio. However, pulses on the ground on
average had a greater intensity, decay constant and a narrower peak than returns from coniferous foliage. When spatially averaged, canopy foliage density (measured as LAD) varied significantly, and was found to be most highly correlated with the volume-average exponential decay rate. A simple model based on the Beer-Lambert law is proposed to
explain this relationship, and proposes waveform decay rates as a new metric that is less affected by shadowing than intensity-based metrics. This correlation began to fail when peaks with poorer curve fits were included.

Publication Linkhttp://www.mdpi.com/2072-4292/4/3/682/