DocumentCode
3286675
Title
A fast Maximum Likelihood method for improving AMCW lidar precision using waveform shape
Author
Godbaz, J.P. ; Cree, M.J. ; Dorrington, A.A. ; Payne, A.D.
Author_Institution
Dept. of Eng., Univ. of Waikato, Waikato, New Zealand
fYear
2009
fDate
25-28 Oct. 2009
Firstpage
735
Lastpage
738
Abstract
Amplitude Modulated Continuous Wave imaging lidar systems use the time-of-flight principle to determine the range to objects in a scene. Typical systems use modulated illumination of a scene and a modulated sensor or image intensifier. By changing the relative phase of the two modulation signals it is possible to measure the phase shift induced in the illumination signal, thus the range to the scene. In practical systems, the resultant correlation waveform contains harmonics that typically result in a non-linear range response. Nevertheless, these harmonics can be used to improve range precision. We model a waveform continuously variable in phase and intensity as a linear interpolation. By approximating the problem as a Maximum Likelihood problem, an analytic solution for the problem is derived that enables an entire range image to be processed in a few seconds. A substantial improvement in overall RMS error and precision over the standard Fourier phase analysis approach results.
Keywords
CW radar; Fourier analysis; harmonics; interpolation; laser ranging; maximum likelihood estimation; mean square error methods; optical radar; pulse amplitude modulation; radar imaging; Fourier phase analysis; RMS error; amplitude modulated continuous wave; correlation waveform shape; fast maximum likelihood method; harmonics; imaging intensifier; lidar systems; linear interpolation; nonlinear range response; object range determination; phase shift measurement; precision improvement; time-of-flight principle; Amplitude modulation; Image intensifiers; Image sensors; Intensity modulation; Laser radar; Layout; Lighting; Phase modulation; Sensor systems; Shape;
fLanguage
English
Publisher
ieee
Conference_Titel
Sensors, 2009 IEEE
Conference_Location
Christchurch
ISSN
1930-0395
Print_ISBN
978-1-4244-4548-6
Electronic_ISBN
1930-0395
Type
conf
DOI
10.1109/ICSENS.2009.5398544
Filename
5398544
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