Full Coverage of Confined Irregular Polygon Area for Marine Survey

This paper considers the coverage path planning (CPP) problem for marine surveys, where the survey vehicles’ movements are confined in the irregular polygon search area. So this is a sort of milling problem with the minimum number of turns in order for improvement of the acquired sonar im...

Full description

Bibliographic Details
Main Authors: Ji-Hong Li, Hyungjoo Kang, Min-Gyu Kim, Hansol Jin, Mun-Jik Lee, Gun Rae Cho, Chulhee Bae
Format: Article
Language:English
Published: IEEE 2023-01-01
Series:IEEE Access
Subjects:
Online Access:https://ieeexplore.ieee.org/document/10229114/
_version_ 1797692215798005760
author Ji-Hong Li
Hyungjoo Kang
Min-Gyu Kim
Hansol Jin
Mun-Jik Lee
Gun Rae Cho
Chulhee Bae
author_facet Ji-Hong Li
Hyungjoo Kang
Min-Gyu Kim
Hansol Jin
Mun-Jik Lee
Gun Rae Cho
Chulhee Bae
author_sort Ji-Hong Li
collection DOAJ
description This paper considers the coverage path planning (CPP) problem for marine surveys, where the survey vehicles’ movements are confined in the irregular polygon search area. So this is a sort of milling problem with the minimum number of turns in order for improvement of the acquired sonar image quality. For this purpose, this paper proposes a novel method called CbSPSA (calculation based shortest path search algorithm). Especially in the irregular corner area, this algorithm can easily calculate a kind of shortest path for its full coverage of this irregular area. For any given polygon, it can always be partitioned into convex polygon(s). In this paper, we only consider the case where these divided convex polygons are all connected one by one. In this case, the shortest path with minimum turns in each convex polygon can be easily searched by CbSPSA. And further by simply linking all of these pieces, the total coverage path for any given polygon area can be constructed. On the other hand, for a given polygon, usually there are several different cases of partition. Among the searched coverage paths for each of these different partitions, the final optimal coverage path is determined through a predefined criteria. Numerical simulation and analyses are carried out to demonstrate the effectiveness of the proposed method.
first_indexed 2024-03-12T02:24:25Z
format Article
id doaj.art-c447bd66c1714f75841f76c97affb570
institution Directory Open Access Journal
issn 2169-3536
language English
last_indexed 2024-03-12T02:24:25Z
publishDate 2023-01-01
publisher IEEE
record_format Article
series IEEE Access
spelling doaj.art-c447bd66c1714f75841f76c97affb5702023-09-05T23:00:58ZengIEEEIEEE Access2169-35362023-01-0111922009220810.1109/ACCESS.2023.330814510229114Full Coverage of Confined Irregular Polygon Area for Marine SurveyJi-Hong Li0https://orcid.org/0000-0002-5162-2737Hyungjoo Kang1Min-Gyu Kim2Hansol Jin3Mun-Jik Lee4Gun Rae Cho5https://orcid.org/0000-0002-8536-4844Chulhee Bae6Autonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaAutonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaAutonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaAutonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaAutonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaAutonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaAutonomous Systems Research and Development Division, Korea Institute of Robotics and Technology Convergence, Pohang, Republic of KoreaThis paper considers the coverage path planning (CPP) problem for marine surveys, where the survey vehicles’ movements are confined in the irregular polygon search area. So this is a sort of milling problem with the minimum number of turns in order for improvement of the acquired sonar image quality. For this purpose, this paper proposes a novel method called CbSPSA (calculation based shortest path search algorithm). Especially in the irregular corner area, this algorithm can easily calculate a kind of shortest path for its full coverage of this irregular area. For any given polygon, it can always be partitioned into convex polygon(s). In this paper, we only consider the case where these divided convex polygons are all connected one by one. In this case, the shortest path with minimum turns in each convex polygon can be easily searched by CbSPSA. And further by simply linking all of these pieces, the total coverage path for any given polygon area can be constructed. On the other hand, for a given polygon, usually there are several different cases of partition. Among the searched coverage paths for each of these different partitions, the final optimal coverage path is determined through a predefined criteria. Numerical simulation and analyses are carried out to demonstrate the effectiveness of the proposed method.https://ieeexplore.ieee.org/document/10229114/Coverage path planning (CPP)marine surveyslawn mowingmillingconvex polygon
spellingShingle Ji-Hong Li
Hyungjoo Kang
Min-Gyu Kim
Hansol Jin
Mun-Jik Lee
Gun Rae Cho
Chulhee Bae
Full Coverage of Confined Irregular Polygon Area for Marine Survey
IEEE Access
Coverage path planning (CPP)
marine surveys
lawn mowing
milling
convex polygon
title Full Coverage of Confined Irregular Polygon Area for Marine Survey
title_full Full Coverage of Confined Irregular Polygon Area for Marine Survey
title_fullStr Full Coverage of Confined Irregular Polygon Area for Marine Survey
title_full_unstemmed Full Coverage of Confined Irregular Polygon Area for Marine Survey
title_short Full Coverage of Confined Irregular Polygon Area for Marine Survey
title_sort full coverage of confined irregular polygon area for marine survey
topic Coverage path planning (CPP)
marine surveys
lawn mowing
milling
convex polygon
url https://ieeexplore.ieee.org/document/10229114/
work_keys_str_mv AT jihongli fullcoverageofconfinedirregularpolygonareaformarinesurvey
AT hyungjookang fullcoverageofconfinedirregularpolygonareaformarinesurvey
AT mingyukim fullcoverageofconfinedirregularpolygonareaformarinesurvey
AT hansoljin fullcoverageofconfinedirregularpolygonareaformarinesurvey
AT munjiklee fullcoverageofconfinedirregularpolygonareaformarinesurvey
AT gunraecho fullcoverageofconfinedirregularpolygonareaformarinesurvey
AT chulheebae fullcoverageofconfinedirregularpolygonareaformarinesurvey