双叠置悬架系统的模型预测控制

Nathan Batta, D. Doscher
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For the multi-mode input, the low frequency sinusoidal inputs showed a dramatic reduction in vertical displacement in the steady state behavior as the MPC will produce an output that is tuned to cancel the disturbance. The high frequency effects are also effectively removed by the passive components of the suspension. This ability to mitigate both sources of disturbance is a marked advantage of the double-stacked suspension design. MPC allowed for the overall reduction of chassis movement by 54.0% with preview information. This improvement is due to the ability of the double stacked suspension with MPC to use the additional degrees of freedom to attenuate disturbances at more than one frequency. The random input demonstrates the ability of the controller to maintain a smooth chassis trajectory even with a chaotic road profile. 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摘要

本研究探讨了模型预测控制器(MPC)在主动悬架设计中的新概念实现。有源和无源元件串联放置,以减轻轮胎-道路界面的高频和低频干扰输入。这是使用一个额外的质量弹簧阻尼器来调节高频输入,使有源组件响应低频输入。建立了该系统的通用半车模型,并在等速和输出条件下进行了各种干扰输入,以验证系统动力学。输入包括阶跃、多模态和随机干扰,以及一个返回零的阶跃输入。这些试验可作为评估被动悬架性能以及模型预测控制器性能的基准。目前在主动悬架设计中使用MPC的研究主要集中在传统的4自由度半车模型上[4]。MPC应用于这个新的6自由度模型,并将预览信息整合到每个测试用例的控制器响应中。MPC的代价函数对底盘相对于基于每个干扰轮廓的参考状态的平移和旋转位置和速度进行惩罚。感兴趣的参数是由于底盘的线性和旋转运动的驱动器吸收功率。每个测试用例的结果都展示了MPC的实用性。对于每个响应,由于旋转源和线性源的吸收功率在98-100%的量级上下降。预览信息的结合还通过在其运动上放置重物来消除每个测试用例的底盘旋转。对于阶跃输入,控制器使底盘的峰值变化率降低了71.4%。对于多模输入,低频正弦输入在稳态行为中显示出垂直位移的显著减少,因为MPC将产生一个经过调谐以消除干扰的输出。高频效应也被悬架的被动元件有效地去除。这种减轻两种干扰源的能力是双堆叠悬架设计的显著优势。MPC允许底盘移动的整体减少54.0%与预览信息。这种改进是由于具有MPC的双堆叠悬架能够使用额外的自由度来衰减多个频率的干扰。随机输入证明了控制器即使在混乱的道路轮廓下也能保持平稳的底盘轨迹。最后,阶跃上下输入证明了控制器使用悬架系统的其他组件来减轻干扰以保持底盘稳定的能力。这些结果表明,利用预览信息可以充分利用双堆叠主动悬架,并进一步提高在不同地形上的机动性。未来的工作包括研究其他预测控制方法的有效性,如两点边值问题或动态规划,优化所使用的权重,或向模型添加约束。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Model Predictive Control of Double Stacked Suspension System
This study examines implementation of a Model Predictive Controller (MPC) to a new concept in active suspension design. Active and passive components are placed in series to mitigate both high and low frequency disturbance inputs at the tire-road interface. This is modelled using an additional mass spring damper tuned to regulate high frequency inputs, leaving the active components to respond to low frequency inputs. A generic half car model for such a system is developed and subjected to various disturbance inputs at constant velocity and output to verify the system dynamics. Inputs include step, multimodal, and random disturbances as well as a step input that returns to zero. These trials serve as a baseline to evaluate the performance of the passive suspension as well as a Model Predictive Controller. Current research that uses MPC in active suspension design focuses heavily on the traditional half car model with 4 DOF[4]. MPC is applied to this new 6 DOF model and incorporates preview information into the controller response for each of the test cases. The cost function for the MPC places penalties on the translational and rotational position and velocity of the chassis relative to a reference state that is based on each disturbance profile. Parameters of interest are driver absorbed power due to both linear and rotational movement of the chassis. The results for each test case demonstrate the utility of MPC. For every response, there is a decrease in the absorbed power due to rotational and linear sources on the magnitude of 98–100%. The incorporation of preview information also removed the rotation of the chassis for each test case by placing a heavy weight upon its movement. For the step input, the controller reduced the peak rate of change of the chassis by 71.4%. For the multi-mode input, the low frequency sinusoidal inputs showed a dramatic reduction in vertical displacement in the steady state behavior as the MPC will produce an output that is tuned to cancel the disturbance. The high frequency effects are also effectively removed by the passive components of the suspension. This ability to mitigate both sources of disturbance is a marked advantage of the double-stacked suspension design. MPC allowed for the overall reduction of chassis movement by 54.0% with preview information. This improvement is due to the ability of the double stacked suspension with MPC to use the additional degrees of freedom to attenuate disturbances at more than one frequency. The random input demonstrates the ability of the controller to maintain a smooth chassis trajectory even with a chaotic road profile. Finally, the step up-down input demonstrates the ability of the controller to use other components of the suspension system to mitigate a disturbance in order to keep the chassis stable. These results demonstrate that preview information can be used to take full advantage of double stacked, active suspensions and further enhance mobility over different kinds of terrain. Future work includes investigating the effectiveness of other predictive control methods such as two-point boundary value problem or dynamic programming, optimizing the weights used, or adding constraints to the model.
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