Structural Optimization of an Unmanned Ground Vehicle as Part of a Robotic Grazing System Design

Machines Pub Date : 2024-05-08 DOI:10.3390/machines12050323
N. Korunović, Milan Banić, Vukašin Pavlović, Tamara Nestorović
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Abstract

Unmanned ground vehicles (UGVs) have gained increased attention in different fields of application; therefore, their optimization requires special attention. Lowering the mass of a UGV is especially important to increase its autonomy, agility, and payload capacity and to reduce dynamic forces. This contribution deals with optimizing a UGV unit prototype that, when connected with similar units, forms a moving electric fence for animal grazing. Together, these units form a robotic system that is intended to solve the critical problem of lack of human capacity in herding and grazing. This approach employs topology optimization (TO) and finite element analysis (FEA) to lower the mass of a UGV unit and validate the design of its structural components. To our knowledge, no optimization of this type of UGV has been reported in the literature. Here, we present the results of a case study in which a set of four load cases served as a basis for the optimization of the UGV frame. Response surface analysis (RSA) was used to identify the worst load cases, while substructuring was used to allow for more detailed meshing of the frame portion that was subjected to TO. Thereby, we demonstrate that the prototype of the UGV unit can be built using standard parts and that TO and FEA can be efficiently used to optimize the load-carrying structure of such a specific vehicle.
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无人地面飞行器的结构优化,作为机器人放牧系统设计的一部分
无人地面运载工具(UGV)在不同的应用领域受到越来越多的关注,因此需要特别关注其优化问题。降低无人地面运载工具的质量对于提高其自主性、灵活性和有效载荷能力以及减少动态力尤为重要。本论文涉及 UGV 单元原型的优化,该原型与类似单元连接后可形成移动式电栅栏,用于放牧动物。这些装置共同组成一个机器人系统,旨在解决放牧和放牧过程中人力不足的关键问题。这种方法采用拓扑优化(TO)和有限元分析(FEA)来降低 UGV 单元的质量,并验证其结构部件的设计。据我们所知,文献中还没有关于此类 UGV 优化的报道。在此,我们介绍了一项案例研究的结果,在该案例研究中,一组四种载荷情况成为 UGV 框架优化的基础。我们使用响应面分析 (RSA) 来确定最差的负载情况,同时使用子结构来对受 TO 影响的框架部分进行更详细的网格划分。因此,我们证明了 UGV 单元的原型可以使用标准部件制造,并且 TO 和有限元分析可以有效地用于优化这种特定车辆的承载结构。
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