This paper presents a continuum mechanics-based approach for real-time deployment (RTD) of a multi-quadcopter system between moving initial and final configurations arbitrarily distributed in a 3-D motion space. The proposed RTD problem is decomposed into spatial planning, temporal planning and acquisition sub-problems. For the spatial planning, the RTD desired coordination is defined by integrating (i) rigid-body rotation, (ii) one-dimensional homogeneous deformation, and (ii) one-dimensional heterogeneous coordination such that necessary conditions for inter-agent collision avoidance between every two quadcopter UAVs are satisfied. By the RTD temporal planning, this paper suffices the inter-agent collision avoidance between every two individual quadcopters, and assures the boundedness of the rotor angular speeds for every individual quadcopter. For the RTD acquisition, each quadcopter modeled by a nonlinear dynamics applies a nonlinear control to stably and safely track the desired RTD trajectory such that the angular speeds of each quadcopter remain bounded and do not exceed a certain upper limit.
翻译:本文介绍了在3D运动空间任意分布的移动初始和最终配置之间实时部署多管式机械化系统(RTD)的连续机械化方法。拟议的RTD问题被分解成空间规划、时间规划和获取子问题。空间规划方面,RTD所希望的协调是通过整合(一)硬体旋转,(二)一维同质脱形,(二)一维多元协调加以界定,从而满足了每两台四立式UAV之间避免试剂碰撞的必要条件。根据RTD时间规划,本文足以使每两台独立四立式计算机之间避免试剂碰撞,并确保每个四立式计算机的旋转角速度的界限。对于RTD的获取,每台以非线性动态为模型的四立晶体都采用非线性控制,以稳固和安全的方式跟踪所需的RTD轨迹,使每台四立方形计算机的角速仍受约束且不超过一定上限。