Point Cloud Generation From Gaussian Decomposition of the Waveform Laser Signal With Genetic Algorithms

Oliveira, Andrey Augusto Alves de; Centeno, Jorge Antônio Silva; Hainosz, Fabiano Scheer

doi:10.1590/s1982-21702018000200018

Cited by 1 publication

(2 citation statements)

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“…Consequently, the number of initially approximated Gaussian components is equal to the number of OPs, and the estimated peaks (EPs) of each component are derived. The fitness of an approximated Gaussian mixture model is typically evaluated using residual-based measures, such as the error ratio [31]. In this study, R 2 is used to measure the residual between the original waveform (y) and approximated Gaussian mixture model ( ŷ):…”

Section: Progressive Gaussian Decompositionmentioning

confidence: 99%

“…Linearly approximated iterative Gaussian decomposition (LAIGD) linearly estimates the degree of overlap between adjacent Gaussian components and performs Gaussian modeling according to the deformation impact rank by overlap [30]. Another flexible Gaussian decomposition method utilizes a genetic algorithm to estimate overlapping peaks that are not detected in the initial peak detection [31]. These flexible Gaussian decomposition approaches offer a general applicability regardless of waveform types or characteristics, facilitating the extraction of physical properties (waveform features) from each decomposed component.…”

Section: Introductionmentioning

confidence: 99%

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Progressive Gaussian Decomposition of Airborne Bathymetric LiDAR Waveform for Improving Seafloor Point Extraction

Kim,

Jung,

Lee

et al. 2023

Applied Sciences

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Airborne bathymetric LiDAR (ABL) acquires waveform data with better accuracy and resolution and greater user control over data processing than discrete returns. The ABL waveform is a mixture of reflections from the water surface and bottom, water column backscattering, and noise, and it can be separated into individual components through waveform decomposition. Because the point density and positional accuracy of the point cloud are dependent on waveform decomposition, an effective decomposition technique is required to improve ABL measurement. In this study, a new progressive waveform decomposition technique based on Gaussian mixture models was proposed for universal applicability to various types of ABL waveforms and to maximize the observation of seafloor points. The proposed progressive Gaussian decomposition (PGD) estimates potential peaks that are not detected during the initial peak detection and progressively decomposes the waveform until the Gaussian mixture model sufficiently represents the individual waveforms. Its performance is improved by utilizing a termination criterion based on the time difference between the originally detected and estimated peaks of the approximated model. The PGD can be universally applied to various waveforms regardless of water depth or underwater environment. To evaluate the proposed approach, it was applied to the waveform data acquired from the Seahawk sensor developed in Korea. In validating the PGD through comparative evaluation with the conventional Gaussian decomposition method, the root mean square error was found to decrease by approximately 70%. In terms of point cloud extractability, the PGD extracted 14–18% more seafloor points than the Seahawk’s data processing software.

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Section: Progressive Gaussian Decompositionmentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%