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Spatial Interpolation and Visualization of LiDAR Data

Overview

This project uses LiDAR data collected over the UBC Malcolm Knapp Research Forest (MKRF) in Maple Ridge, British Columbia, to generate and evaluate Digital Elevation Models (DEMs) using multiple spatial interpolation approaches. Ground return points were extracted, filtered, and processed using PDAL, and three interpolation methods — Natural Neighbor, Inverse Distance Weighting (IDW), and Spline — were compared against a binned reference DEM using zonal statistics across elevation and slope classes.

Objectives

Data Sources & Tools

LayerDescriptionSource
UBC_MKRF_LiDAR_2016 (16 tiles)LiDAR point cloud tiles over MKRF, collected 2016MGEM Data Store
tile_index.geojsonSpatial tile index for the LiDAR collectionMGEM Data Store
ToolPurpose
PDALPoint cloud filtering, cropping, merging, and thinning
QGISTile selection, point cloud visualization, and 3D mapping
ArcGIS ProDEM generation, interpolation, zonal statistics, and 3D scene visualization

Methods

Sixteen LiDAR tiles covering the AOI were identified using a spatial tile index and downloaded from the MGEM Data Store. A PDAL pipeline was used to filter ground returns, crop to the AOI, and merge tiles into a single LAS file. A thinned point cloud was also created by sampling one point per 5 m radius sphere. In ArcGIS Pro, a reference DEM was generated using binning at 1 m resolution. Three interpolation methods (Natural Neighbor, IDW, Spline) were applied to the thinned point cloud and difference rasters were computed against the reference DEM. Zonal statistics were calculated across reclassified elevation and slope zones to quantitatively evaluate each method.

Outputs

Comparison of IDW, Natural Neighbour and Spline Spatial Interpolation Methods

Panel map showing all three interpolated DEMs (shaded relief) and their difference rasters compared to the binned reference DEM

Zonal Statistics Table

Zonal statistics showing mean error and standard deviation of difference rasters across elevation and slope zones for each interpolation method

Key Findings

Skills Learned