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OPTIMAL CONTROL OF TRACTOR-TRAILER SYSTEM IN HEADLANDS

机译:岬角拖拉机拖车系统的最优控制

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A tractor-trailer combination or a tractor with a towed implement is a common form for agricultural machines, such as seed drillers, harrows, fertilizers or sprayers. When optimizing field traffic, it is most significant to minimize the time spent in the headlands. Therefore the behavior of tractor-trailer combination in a headland is studied in this paper. The tractor-trailer combination is modelled as a differential equation system or dynamic model with six states and two inputs. The movement is restricted into 2D-plane. The supplementary requirements for the model are the ability to reverse driving, allowing the switch-back turning and the standard formulation of optimal control problem. The dynamic model is parametrized in terms of mechanical parameters of the vehicle. Optimal control theory and tools are reviewed. The minimum-time optimal control problem of headland turning with tractor-trailer vehicle is presented. Vehicle's mechanical and field's geometrical constraints are considered. The optimal control problem is highly nonlinear so it cannot be solved analytically. Numerical algorithms for solving this kind of optimal control problems demand high computational cost and cannot be solved in real-time even with modern desktop computers. The optimal control problem is solved with fixed vehicle parameters and varying headland parameters, headland angle and width. In order to use optimal control problem solutions in real-time applications, the solutions in variable headland cases are approximated with simple trajectories. The rules for selecting a turning method with fixed vehicle parameters and certain headland parameters are presented.
机译:拖拉机拖车组合或带有拖曳工具的拖拉机是农业机器的常见形式,例如种子钻机,耙,肥料或喷雾器。在优化现场流量时,最重要的是最小化岬角所花费的时间。因此,本文研究了拖拉机拖车组合的行为。拖拉机 - 拖车组合被建模为具有六个态和两个输入的微分方程系统或动态模型。运动被限制成2D平面。该模型的补充要求是能够反转驱动,允许回转转动和最佳控制问题的标准配方。动态模型在车辆的机械参数方面是参数化。综述了最佳控制理论和工具。介绍了拖拉机拖车车辆岬角的最小时间最优控制问题。考虑了车辆的机械和领域的几何约束。最佳控制问题是高度非线性,因此它不能分析解决。用于解决这种最佳控制问题的数值算法需求高计算成本,即使使用现代台式电脑也无法实时解决。通过固定的车辆参数和变化的麦芽区域,脑袋角度和宽度来解决最佳控制问题。为了在实时应用中使用最佳控制问题解决方案,可变岬角案例中的解决方案近似于简单的轨迹。提出了用固定车辆参数和某些岬角参数选择转动方法的规则。

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