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动力锂电池折旧率的规律研究

A Research on Regularity of Depreciation Rate of Power Lithium Batteries
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摘要 碳酸铁锂电池在使用过程中,各项参数会发生规律性变化,其折旧率的规律是反映锂电池能量的重要指标。通过建立电池模型,研究了锂电池剩余电量的估计方法,列举了常见的电池SOC(电池的荷电状态,State of Charge)的估计方法,分析了各种方法的优点和局限性,提出基于人工神经网络模型的SOC预测方法,并在车仿真软件ADVISOR上进行仿真分析。最后通过动力电池SOC的仿真结果,给出了电动汽车动力电池SOH(电池的寿命状态,State of Health)的预测方法,提出通过曲线拟合模型进行预测,得出电池衰减速度的规律。 During operation of iron carbonate lithium batteries, their parameters are changed regularly, and depreciation rate rule is an important index reflecting the energy capacity of the battery. Through establishment of a battery model, this article studies the methods for estimating remaining capacity of the lithium battery. Estimation methods for common SOC ( state of charge) batteries are enumerated, and advantages and limitations of various methods are analyzed. Then, it presents an estimation method based on the artificial neural network model. Simulation analysis is made through ADVISOR aboard simulation software. Finally, with the help of the simulation results of the SOC power battery, it gives an estimation method for the SOH ( state of health) of the vehicle power battery. It proposes that prediction should be made through a curve-fitting model to obtain the regularity of delay rate of the battery.
出处 《电气自动化》 2017年第2期52-55,共4页 Electrical Automation
关键词 锂电池 折旧率 荷电状态 人工神经网络 寿命状态 lithium battery depreciation rate state of charge artificial neural network state of health
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  • 1毛永志,其鲁,吴明,菅刚,安平,娄述德.锰酸锂正极锂离子二次电池纯电动汽车的研制[J].北京大学学报(自然科学版),2006,42(S1):77-82. 被引量:2
  • 2NEWMAN J, TIEDEMANN W.Porous-electrode theory with battery applications[J]. AIChE J, 1975,21(1 ):25-41.
  • 3DOYLE M,FULLER T,NEWMAN J,Modeling ofgalvanostatic charge and discharge of the lithium/polymer/insertion cell[J]. J Electrochern Soc, 1993, 140:1526.
  • 4DOYLE M, NEWMAN J. Comparison of modeling predictions with experimental data fi-om plastic lithium ion cells [J]. J Electrochem Soc, 1996, 143:1890.
  • 5ARORA P, DOYLE M. Comparison between computer simulations and experimental data for high-rate discharges of plastic lithium-ion batteries[J]. Journal of Power Sources, 2000,88:219-231.
  • 6DARLING R, NEWMAN J, Modeling a porous intercalation elec- trode withtwo characteristic particle sizes [J]. J Electrochem Soc, 1997,144:4201.
  • 7NAGARAJAN G S,VAN ZEE J W.A Mathematical model for intercalation electrode behavior I. Effect of particle-size distribution on discharge capacity[J]. J Electrocbem Soc,1998,145:771.
  • 8ONG I J, NEWMAN J.Double-layer capacitance in a dual lithium ion insertion cell[J]. Journal of the Electrochemical Society, 1999, 146 (12) :4360-4365.
  • 9SANTHANAGOPALAN S, GUO Q, RAMADASS P, et al. Review of models for predicting the cycling per-formance of lithium ion batteries[J]. Journal of Power Sources,2006,156: 620-628.
  • 10DARLING R, NEWMAN J.Modeling side reactions in compositeLi3Mn2O4 electrodes[J]. J Electrochem Soc, 1998,145 (3):990.

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