2022
DOI: 10.3390/ijgi11020112
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FC-RRT*: An Improved Path Planning Algorithm for UAV in 3D Complex Environment

Abstract: In complex environments, path planning is the key for unmanned aerial vehicles (UAVs) to perform military missions autonomously. This paper proposes a novel algorithm called flight cost-based Rapidly-exploring Random Tree star (FC-RRT*) extending the standard Rapidly-exploring Random Tree star (RRT*) to deal with the safety requirements and flight constraints of UAVs in a complex 3D environment. First, a flight cost function that includes threat strength and path length was designed to comprehensively evaluate… Show more

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Cited by 27 publications
(14 citation statements)
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“…Compared with ordinary UAVs, it reduces human resources, saves working time, and greatly reduces the difficulty of work. Moreover, compared with the new type of UAV, the ordinary UAV is larger in size, faster in power consumption, and higher in cost, and its production and use are not a small amount [19]. The emergence of new unmanned aerial vehicles not only reduces human and material resources but also greatly reduces expenditure [20].…”
Section: Development Status Of Reinforcement Learning Uav In Various ...mentioning
confidence: 99%
“…Compared with ordinary UAVs, it reduces human resources, saves working time, and greatly reduces the difficulty of work. Moreover, compared with the new type of UAV, the ordinary UAV is larger in size, faster in power consumption, and higher in cost, and its production and use are not a small amount [19]. The emergence of new unmanned aerial vehicles not only reduces human and material resources but also greatly reduces expenditure [20].…”
Section: Development Status Of Reinforcement Learning Uav In Various ...mentioning
confidence: 99%
“…Since the RRT algorithm is a probabilitybased search method, there is randomness as well as blindness in its search process. The above deficiencies will lead to lower search efficiency, as well as the possibility of getting into a local deadlock and failing to find a path [24]. Moreover, the paths obtained by the RRT algorithm do not have continuity, and trajectories need to be optimized [25].…”
Section: Rrt Algorithm Principlementioning
confidence: 99%
“…Algoritma perencanaan jalur disebut bersifat asimtotik optimal jika dapat menjamin bahwa algoritma tersebut akan menghasilkan solusi optimal jika diberikan jumlah iterasi/waktu yang mencukupi [1,2]. Kriteria solusi optimal dapat didasarkan pada satu atau beberapa kondisi, seperti jarak terpendek, kenyamanan, risiko terendah, ataupun kebutuhan bahan bakar yang lebih sedikit [3].…”
Section: Pendahuluanunclassified