References
- Chen, Z. (2020). On Dubins paths to a circle, Automatica 117: 108996.
- Chen, Z. and Shima, T. (2019a). Relaxed Dubins problems through three points, 27th Mediterranean Conference on Control and Automation (MED), Akko, Israel, pp. 501–506.
- Chen, Z. and Shima, T. (2019b). Shortest Dubins paths through three points, Automatica 105: 368–375.
- Drchal, J., Faigl, J. and Váňa, P. (2020). WiSM: Windowing surrogate model for evaluation of curvature-constrained tours with dubins vehicle, IEEE Transactions on Cybernetics 52(2): 1302–1311.
- Dubins, L.E. (1957). On curves of minimal length with a constraint on average curvature, and with prescribed initial and terminal positions and tangents, American Journal of Mathematics 79(3): 497–516.
- Eng, P. (2011). Path Planning, Guidance and Control for a UAV Forced Landing, PhD thesis, Queensland University of Technology.
- Gao, X.-Z., Hou, Z.-X., Zhu, X.-F., Zhang, J.-T. and Chen, X.-Q. (2013). The shortest path planning for manoeuvres of UAV, Acta Polytechnica Hungarica 10(1): 221–239.
- Guo, A., Zhou, Z., Wang, R., Zhao, X. and Zhu, X. (2021). Vector field path following of a full-wing solar-powered unmanned aerial vehicle (UAV) landing based on dubins path: a lesson from multiple landing failures, The Aeronautical Journal 125(1290): 1283–1312.
- Gupta Manyam, S., Casbeer, D.W., Von Moll, A. and Fuchs, Z. (2022). Shortest Dubins paths to intercept a target moving on a circle, Journal of Guidance, Control, and Dynamics 45(11): 2107–2120.
- Haghighi, H., Delahaye, D. and Asadi, D. (2022). Performance-based emergency landing trajectory planning applying meta-heuristic and dubins paths, Applied Soft Computing 117: 108453.
- Ismail, A., Tuyishimire, E. and Bagula, A. (2018). Generating dubins path for fixed wing UAVs in search missions, Ubiquitous Networking: 4th International Symposium, UNet 2018, Hammamet, Tunisia, Springer, pp. 347–358.
- Izuta, S. and Takahashi, M. (2017). Path planning to improve reachability in a forced landing, Journal of Intelligent & Robotic Systems 86(2): 291–307.
- Kim, Y.-W., Lee, D.-Y., Tahk, M.-J. and Lee, C.-H. (2020). A new path planning algorithm for forced landing of UAVs in emergency using velocity prediction method, 28th Mediterranean Conference on Control and Automation (MED), Saint-Raphael, France, pp. 62–66.
- Liu, G., Wu, S., Zhu, L., Wang, J. and Lv, Q. (2022). Fast and smooth trajectory planning for a class of linear systems based on parameter and constraint reduction, International Journal of Applied Mathematics and Computer Science 32(1): 11–21.
- Manyam, S.G., Casbeer, D., VonMoll, A. and Fuchs, Z. (2019a). Optimal Dubins paths to intercept a moving target on a circle, American Control Conference (ACC), Philadelphia, PA, USA, pp. 828–834.
- Manyam, S.G., Casbeer, D., Von Moll, A.L. and Fuchs, Z. (2019b). Shortest Dubins path to a circle, AIAA Scitech 2019 Forum, p. 0919.
- Manyam, S.G. and Rathinam, S. (2018). On tightly bounding the dubins traveling salesman’s optimum, Journal of Dynamic Systems, Measurement, and Control 140(7): 071013.
- Parlangeli, G. (2019a). A low-complexity algorithm for shortest dubins paths with intermediate via points, 2019 27th Mediterranean Conference on Control and Automation (MED), Akko, Israel, pp. 495–500.
- Parlangeli, G. (2019b). Shortest paths for Dubins vehicles in presence of via points, IFAC-PapersOnLine 52(8): 295–300.
- Váňa, P. and Faigl, J. (2022). Bounding optimal headings in the Dubins touring problem, Proceedings of the 37th ACM/SIGAPP Symposium on Applied Computing, Brno, Czech Republic, pp. 770–773.
- Váňa, P., Sláma, J., Faigl, J. and Pačes, P. (2018). Any-time trajectory planning for safe emergency landing, 2018 IEEE/RSJ International Conference on Intelligent Robots and Systems (IROS), Madrid, Spain, pp. 5691–5696.