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基于松弛序列凸优化的轮式机器人协同轨迹规划
引用本文:邓云山,夏元清,孙中奇. 基于松弛序列凸优化的轮式机器人协同轨迹规划[J]. 无人系统技术, 2021, 0(1): 24-32
作者姓名:邓云山  夏元清  孙中奇
作者单位:北京理工大学自动化学院
基金项目:中国国家重点研究与发展项目(2018YFB1003700);国家自然科学基金国际交流与合作项目(61720106010)。
摘    要:针对威胁环境下的多智能体协同轨迹规划问题,以轮式机器人为对象,研究了基于序列凸优化方法的协同轨迹规划方法.首先通过对轮式机器人模型的分析,给出单独轮式机器人实际物理约束,同时以状态量、控制量加权为性能指标,考虑运动学方程、避障避碰约束、个体物理性能约束、终端约束,建立多轮式机器人协同轨迹规划问题;其次,对运动学方程、避...

关 键 词:协同轨迹规划  轮式机器人  二阶锥优化  序列凸优化  松弛因子  碰撞规避

Coordination Trajectory Planning of Wheeled Robot Using Relaxation Sequential Convex Programming
DENG Yunshan,XIA Yuanqing,SUN Zhongqi. Coordination Trajectory Planning of Wheeled Robot Using Relaxation Sequential Convex Programming[J]. Unmanned Systems Technology, 2021, 0(1): 24-32
Authors:DENG Yunshan  XIA Yuanqing  SUN Zhongqi
Affiliation:(School of Automation,Beijing Institute of Technology,Beijing 100081,China)
Abstract:Aiming at the problem of multi-agent coordination trajectory planning in threat environment,a method based on sequential convex optimization is proposed for wheeled robot.Firstly,through the analysis of the wheeled robot kinematic model,the actual input constraint of wheeled robot is given.The state variables and control variables are weighted as the cost.Secondly,a nonconvex cooperative trajectory planning problem of multi-wheeled robot is established,considering kinematics constraint,obstacle avoidance constraint,actual input constraint and terminal constraint.Thirdly,the noncovex problem is covexified,and it is proved that the solution which satisfies the convex constraint also satisfies the original constraint,and then the convex subproblem is discretized and relaxed,the sequential convex optimization framework is adopted to solve the problem.Finally,the efficiency of numerical simulation is compared with the existing nonlinear optimization solver.The results show that the relaxation sequential convex optimization method can ensure the optimality as much as possible and greatly shorten the calculation time,which has a certain engineering significance.
Keywords:Coordination Trajectory Planning  Wheeled Robot  Second-order Cone Optimization  Sequential Convex Optimization  Relaxation Factor  Collision Avoidance
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