首页> 外文期刊>Journal of Mechanisms and Robotics: Transactions of the ASME >Singularity Loci, Bifurcated Evolution Routes, and Configuration Transitions of Reconfigurable Legged Mobile Lander From Adjusting, Landing, to Roving
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Singularity Loci, Bifurcated Evolution Routes, and Configuration Transitions of Reconfigurable Legged Mobile Lander From Adjusting, Landing, to Roving

机译:奇点基因座,分叉的演化路线,以及可重新配置的腿移动登陆的配置过渡调整,降落到粗纱

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This paper presents the reconfigurable legged mobile lander (ReLML) with its modes from adjusting, landing, to roving. Based on the invented metamorphic variable-axis revolute hinge, the actuated link has three alternative phases of rotating around either of two orthogonal topological axes or locking itself to the base as a rigid body. This property enables the ReLML to switch among three modes and within two driving states (as the adjusting and roving modes are active mechanisms driven by motors, while the landing truss is regarded as a passive mechanism driven by the touchdown impact force exerted on footpad). The unified differential kinematics for the ReLML is established by the screw-based Jacobian modeling, unifying both active and passive operation phases throughout all modes. Afterward, the distributions of workspaces and singularity loci in three modes are discussed for the multi-solution sake, and the selection principle of the practicable solution pattern is proposed to obtain the actual workspace, singularity loci, and configurations. The results stemming from the Jacobian-matrix-based method and the Grassmann-geometry-based method give mutual authentication. Finally, as prospects for promising applications, four bifurcated evolution routes and configuration transitions are figured out and compared.
机译:本文介绍了可重构腿式移动着陆器(ReLML)及其从调整、着陆到漫游的模式。基于发明的变轴旋转铰链,驱动连杆具有三个可选阶段,即绕两个正交拓扑轴旋转或将自身作为刚体锁定在基座上。该特性使ReLML能够在三种模式和两种驱动状态之间切换(因为调整和漫游模式是由电机驱动的主动机制,而着陆桁架被视为由施加在脚垫上的着陆冲击力驱动的被动机制)。ReLML的统一微分运动学由基于螺旋的雅可比模型建立,在所有模式中统一主动和被动操作阶段。然后,为了多解的目的,讨论了三种模式下工作空间和奇异轨迹的分布,并提出了可行解模式的选择原则,以获得实际工作空间、奇异轨迹和构型。基于雅可比矩阵的方法和基于格拉斯曼几何的方法的结果给出了相互验证。最后,作为有前途的应用前景,我们找出并比较了四种分叉进化路径和构型转换。

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