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The SOC estimation for power battery using KF method which parameters are updated by least square method

机译:使用KF方法的电力电池SOC估计由最小二乘法更新的参数

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In this article we first introduced some methods for estimating battery's SOC and their advantages and shortcomings respectively. With experimental data, we proved that parameters of battery model are time variant. So fixed parameter Kalman Filter (FPKF) will not be suitable, then we came up with a new algorithm named adaptive Kalman Filter(APKF), which associated two algorithms-Kalman Filter and Least Square method. Kalman Filer estimates SOC of battery, while Least Square method updates parameters used in Kalman Filter. Then we used battery's discharging data to test whether this new algorithm took effect. The results produced by Ah-counting method was viewed as a reference because of constant current discharging situation. According to the estimating results, the results produced by APKF have much smaller deviation than that produced by fixed parameters Kalman Filter (FPKF).
机译:在本文中,我们首先介绍了一些方法,可以分别估算电池的SOC及其优势和缺点。通过实验数据,我们证明了电池模型的参数是时间变量。所以固定参数Kalman滤波器(FPKF)不会是合适的,然后我们提出了一个名为Adaptive Kalman滤波器(APKF)的新算法,该算法关联了两个算法-Kalman滤波器和最小二乘法。 Kalman Filer估算电池的SOC,而最小二乘方法更新卡尔曼滤波器中使用的参数。然后我们使用电池的放电数据来测试这个新算法是否生效。由于恒定的电流放电情况,通过AH计数方法产生的结果作为参考。根据估计结果,APKF产生的结果比固定参数Kalman滤波器(FPKF)产生的偏差要小得多。

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