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2D Triangulation of Signals Source by Pole-Polar Geometric Models
Sensors (Basel, Switzerland), 2019-02, Vol.19 (5), p.1020
[Peer Reviewed Journal]
2019 by the authors. 2019 ;ISSN: 1424-8220 ;EISSN: 1424-8220 ;DOI: 10.3390/s19051020 ;PMID: 30818879
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Title:
2D Triangulation of Signals Source by Pole-Polar Geometric Models
Author:
Montanha, Aleksandro
;
Polidorio, Airton M
;
Dominguez-Mayo, F J
;
Escalona, María J
Subjects:
2D point location
;
computational geometry
;
pole-polar geometry
;
signal processing
Is Part Of:
Sensors (Basel, Switzerland), 2019-02, Vol.19 (5), p.1020
Description:
The 2D point location problem has applications in several areas, such as geographic information systems, navigation systems, motion planning, mapping, military strategy, location and tracking moves. We aim to present a new approach that expands upon current techniques and methods to locate the 2D position of a signal source sent by an emitter device. This new approach is based only on the geometric relationship between an emitter device and a system composed of m≥2 signal receiving devices. Current approaches applied to locate an emitter can be deterministic, statistical or machine-learning methods. We propose to perform this triangulation by geometric models that exploit elements of pole-polar geometry. For this purpose, we are presenting five geometric models to solve the point location problem: (1) based on centroid of points of pole-polar geometry, PPC; (2) based on convex hull region among pole-points, CHC; (3) based on centroid of points obtained by polar-lines intersections, PLI; (4) based on centroid of points obtained by tangent lines intersections, TLI; (5) based on centroid of points obtained by tangent lines intersections with minimal angles, MAI. The first one has computational cost On and whereas has the computational cost Onlognwhere n is the number of points of interest.
Publisher:
Switzerland: MDPI
Language:
English
Identifier:
ISSN: 1424-8220
EISSN: 1424-8220
DOI: 10.3390/s19051020
PMID: 30818879
Source:
Geneva Foundation Free Medical Journals at publisher websites
PubMed Central
ROAD: Directory of Open Access Scholarly Resources
ProQuest Central
DOAJ Directory of Open Access Journals
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