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Improving Markov Chain models for road profiles simulation via definition of states

机译:通过状态定义改进用于道路轮廓仿真的马尔可夫链模型

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Road profiles are a major excitation to the chassis and the resulting loads drive vehicle designs. The physical resources needed to measure, record, analyze, and characterize an entire set of real, spectrally broad roads is often infeasible for simulation. This motivates the need for more accurate models for characterizing roads and for generating synthetic road profiles of a specific type. First order Markov Chain models using uniform sized bins to define the states have been previously proposed to characterize and synthetically generate road profiles. This method, however, was found to be unreliable when the number of states is increased to improve resolution. In an effort to solve this problem, this work develops a method by which states are defined using nonuniform sized, percentile-based bins which results in a more fully populated transition matrix. A statistical test is developed to quantify the confidence with which the estimated transition matrix represents the true underlying stochastic process. The order of the Markov Chain representation of the original and synthetic profiles is checked using a series of preexisting likelihood ratio criteria. This method is demonstrated on data obtained at the Virginia Tech VTTI location and shows a considerable improvement in the estimation of the transition properties of the stochastic process. This is evidenced in the subsequent generation of synthetic profiles.
机译:道路轮廓是底盘的主要动力,所产生的负载驱动了车辆的设计。测量,记录,分析和表征整套真实的,光谱宽阔的道路所需的物理资源通常无法进行模拟。这激发了对用于表征道路和生成特定类型的合成道路轮廓的更精确模型的需求。先前已经提出了使用统一大小的分箱来定义状态的一阶马尔可夫链模型来表征和综合生成道路轮廓。但是,发现增加状态数以提高分辨率时,此方法不可靠。为了解决这个问题,这项工作开发了一种方法,通过该方法可以使用大小不一的,基于百分位数的容器定义状态,从而生成更充分填充的转换矩阵。开发了统计测试以量化置信度,用该置信度估计的过渡矩阵表示真实的基础随机过程。使用一系列预先存在的似然比标准检查原始轮廓和合成轮廓的马尔可夫链表示顺序。该方法在Virginia Tech VTTI地点获得的数据上得到了证明,并且在估计随机过程的过渡特性方面显示出显着的改进。这在合成轮廓的后续生成中得到了证明。

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