2016
DOI: 10.1007/s11771-016-3194-x
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Design and optimization in multiphase homing trajectory of parafoil system

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Cited by 10 publications
(4 citation statements)
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“…Under the same conditions, when considering the landing accuracy of the target point, the accuracy of the trajectory planned by the method in this paper is basically the same order of magnitude compared with the existing classical segmented trajectory method. For example, when the coordinates of the starting point is at (800, 800, 2000) and the initial flight direction = − /3 rad, landing direction of the segmented trajectory planning strategy proposed in this paper is 3.14, and the landing error is 0.6685 m, which is about 0.3742 m higher than the accuracy of 1.0427 m in Ref [23].…”
Section: Discussionmentioning
confidence: 74%
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“…Under the same conditions, when considering the landing accuracy of the target point, the accuracy of the trajectory planned by the method in this paper is basically the same order of magnitude compared with the existing classical segmented trajectory method. For example, when the coordinates of the starting point is at (800, 800, 2000) and the initial flight direction = − /3 rad, landing direction of the segmented trajectory planning strategy proposed in this paper is 3.14, and the landing error is 0.6685 m, which is about 0.3742 m higher than the accuracy of 1.0427 m in Ref [23].…”
Section: Discussionmentioning
confidence: 74%
“…In the trajectory design process, performance indicators such as energy consumption, stability, and safety are taken into account to make the planned trajectory as optimal as possible. In Ref [23], the target point was set in the center of the hovering height elimination area, and the homing trajectory of the parafoil system was designed in sections. And the optimal solution of the objective function was solved through the AP-QDEA optimization algorithm proposed in the paper to determine the homing trajectory of each section.…”
Section: Introductionmentioning
confidence: 99%
“…Due to the complexity of the indirect method, the direct method is often used in the design of the homing trajectory of the parafoil system. Zhang and Gao used the Gaussian pseudospectral method to transform the discrete processing of the homing trajectory of the parafoil system into a large-scale nonlinear optimization problem with a series of algebraic constraints, and solved it with a quadratic programming method [12,13]. Xie studied the flight path of the parafoil system under terrain and fire threats, modeled the two threats, generated a three-dimensional search space, optimized the flight path of the parafoil system using a particle swarm optimization algorithm, and planned a homing path that can avoid threats and meet the range and height constraints [14].…”
Section: Introductionmentioning
confidence: 99%
“…Zhao adopted the design scheme of the sub-section homing based on the four-degrees-of-freedom model and optimized the design parameters of the homing trajectory using the improved Artificial Fish-Swarm Algorithm (AFSA) [23]. Gao took the minimum homing energy consumption as the optimization goal, adopted a five-segment homing strategy, used the pseudospectrum method to optimize the trajectory, and gave the optimal reference path for homing [24]. Zhang proposed a 3D trajectory planning method based on a compound optimization random tree (CO-RRT) algorithm for parafoil trajectory planning under specific conditions [25].…”
Section: Introductionmentioning
confidence: 99%