4.7 Article

Using Tree Detection Algorithms to Predict Stand Sapwood Area, Basal Area and Stocking Density in Eucalyptus regnans Forest

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REMOTE SENSING
卷 7, 期 6, 页码 7298-7323

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MDPI
DOI: 10.3390/rs70607298

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资金

  1. Melbourne Water
  2. Australian Research Council [LP110200194]
  3. [VR0286]
  4. Australian Research Council [LP110200194] Funding Source: Australian Research Council

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Managers of forested water supply catchments require efficient and accurate methods to quantify changes in forest water use due to changes in forest structure and density after disturbance. Using Light Detection and Ranging (LiDAR) data with as few as 0.9 pulses m(-2), we applied a local maximum filtering (LMF) method and normalised cut (NCut) algorithm to predict stocking density (S-Den) of a 69-year-old Eucalyptus regnans forest comprising 251 plots with resolution of the order of 0.04 ha. Using the NCut method we predicted basal area (BA(Ha)) per hectare and sapwood area (SA(Ha)) per hectare, a well-established proxy for transpiration. Sapwood area was also indirectly estimated with allometric relationships dependent on LiDAR derived S-Den and BA(Ha) using a computationally efficient procedure. The individual tree detection (ITD) rates for the LMF and NCut methods respectively had 72% and 68% of stems correctly identified, 25% and 20% of stems missed, and 2% and 12% of stems over-segmented. The significantly higher computational requirement of the NCut algorithm makes the LMF method more suitable for predicting S-Den across large forested areas. Using NCut derived ITD segments, observed versus predicted stand BA(Ha) had R-2 ranging from 0.70 to 0.98 across six catchments, whereas a generalised parsimonious model applied to all sites used the portion of hits greater than 37 m in height (PH37) to explain 68% of BA(Ha). For extrapolating one ha resolution SA(Ha) estimates across large forested catchments, we found that directly relating SA(Ha) to NCut derived LiDAR indices (R-2 = 0.56) was slightly more accurate but computationally more demanding than indirect estimates of SA(Ha) using allometric relationships consisting of BA(Ha) (R-2 = 0.50) or a sapwood perimeter index, defined as (BA(Ha)S(Den))(1/2) (R-2 = 0.48).

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