2000 · 31 citations · 7 references
ComputingGeoinformaticsGeodesyGeographic Information SystemsRemote SensingDisplacement MeasurementElevation Data AcquisitionInterpolation Of Elevation SurfacesPhotogrammetryRaster Data ProcessingTerrain InterpolationBlock AdjustmentGeographic Information Systems (Gis)Grid Cell SizeLaser AltimetryLaser ScannersLaser ScanningLaser SurveyingPhotogrammetric Block Adjustment
For certain applications irregularly distributed scanning laser altimeter data need to be rasterised - such as for use in GIS systems and for creating DEMs. Also, least squares matching on a raster grid can enable the measurement of planimetric and height shifts between overlapping strips of laser data. The shifts are a manifestation of errors in the laser altimeter, most of which are caused by the positioning elements of the system (GPS and/or INS). These translations form the input into a block adjustment to correct for relative and absolute errors. Here a discussion of the issues related to deriving a regular grid of 2.5D points from the original data is presented, with particular reference to the interpolation method, grid size, and quantisation level. An interpolation method based on a TIN of the original points with a grid size that relates as closely as possible to the point density at acquisition is found to give the best results. 8-bit quantisation is found to be sufficient for height differences of up to 100m.
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