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CN115473306A - A hybrid energy storage system reuse control method based on intelligent algorithm - Google Patents

A hybrid energy storage system reuse control method based on intelligent algorithm Download PDF

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CN115473306A
CN115473306A CN202211118369.3A CN202211118369A CN115473306A CN 115473306 A CN115473306 A CN 115473306A CN 202211118369 A CN202211118369 A CN 202211118369A CN 115473306 A CN115473306 A CN 115473306A
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纪捷
周孟雄
纪润东
王夫诚
郭仁威
汤健康
苏姣月
秦泾鑫
张佳钰
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Zhejiang Senchu Energy Group Co.,Ltd.
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    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02JCIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY
    • H02J7/00Circuit arrangements for charging or depolarising batteries or for supplying loads from batteries
    • H02J7/0047Circuit arrangements for charging or depolarising batteries or for supplying loads from batteries with monitoring or indicating devices or circuits
    • H02J7/005Detection of state of health [SOH]
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    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02JCIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY
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    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02JCIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY
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    • H02J7/007Regulation of charging or discharging current or voltage
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    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02JCIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY
    • H02J7/00Circuit arrangements for charging or depolarising batteries or for supplying loads from batteries
    • H02J7/34Parallel operation in networks using both storage and other DC sources, e.g. providing buffering
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Abstract

本发明涉及电池储能优化配置技术领域,公开了一种基于智能算法的以废旧电池为主的混合储能系统再利用调控方法,在电池多参数综合模型基础上,提出了一种短期策略和长期策略相结合的双策略方法,短期策略采用火烈鸟算法优化配置系统容量,长期策略采用麻雀搜索算法优化配置;利用短期策略可以对系统持续不间断的供能,同时利用短期策略结合电池多参数综合模型经调控模块可对混合电池组进行灵活调控配置;利用长期策略对系统不定时的调整运行策略,使综合运行的经济成本达到最优。本发明可以很好的适用于工业、商业的中小型的能源系统,解决废旧电池处理难的难题,提供了很好的经济效益和社会效益,具有长远的应用前景。

Figure 202211118369

The invention relates to the technical field of battery energy storage optimization configuration, discloses a method for controlling the reuse of a hybrid energy storage system based on an intelligent algorithm based on waste batteries, and proposes a short-term strategy and A dual-strategy method that combines long-term strategies. The short-term strategy uses the flamingo algorithm to optimize the configuration of the system capacity, and the long-term strategy uses the sparrow search algorithm to optimize the configuration; The parameter synthesis model can flexibly control and configure the hybrid battery pack through the control module; the long-term strategy is used to adjust the operation strategy of the system from time to time to optimize the economic cost of the comprehensive operation. The invention can be well applied to small and medium-sized industrial and commercial energy systems, solves the problem of difficult disposal of waste batteries, provides good economic and social benefits, and has long-term application prospects.

Figure 202211118369

Description

一种基于智能算法的混合储能系统再利用调控方法A hybrid energy storage system reuse control method based on intelligent algorithm

技术领域technical field

本发明涉及一种基于智能算法的以废旧电池为主的混合储能系统再利用调控方法,属于电池储能优化配置技术领域。The invention relates to an intelligent algorithm-based recycling control method for a hybrid energy storage system based on waste batteries, which belongs to the technical field of optimal configuration of battery energy storage.

背景技术Background technique

随着能源危机和环境污染的日益严重,混合动力汽车和电动汽车为汽车行业的发展提供了新的方向。由于具有循环寿命长、功率高、能量密度大的优点,锂离子电池可以实现更长的续航时间和行驶里程,被大量用作电动汽车的动力源。然而,对于电动汽车锂电池的使用,当电池的真实容量衰减至额定容量的80%时,则默认锂电池达到了废旧的状态。但是低于80%的锂电池内部仍具有巨大的容量和利用价值,因此如何将废旧电池应用到生产领域中具有重要意义。With the increasingly serious energy crisis and environmental pollution, hybrid electric vehicles and electric vehicles provide a new direction for the development of the automotive industry. Due to the advantages of long cycle life, high power, and high energy density, lithium-ion batteries can achieve longer battery life and mileage, and are widely used as a power source for electric vehicles. However, for the use of lithium batteries for electric vehicles, when the real capacity of the battery decays to 80% of the rated capacity, the default lithium battery has reached the state of waste. However, less than 80% of lithium batteries still have huge capacity and utilization value inside, so how to apply waste batteries to the production field is of great significance.

传统废旧电池的利用是将废旧电池进行拆分分解,并进行重新的工艺生产,这样会遗留下来汞等重金属材料污染环境;尽管有些企业对废旧电池作为储能电源来给设备发电,但是其发电效率不高,只使用于极小功率的供电系统。The traditional use of waste batteries is to disassemble and decompose the waste batteries and carry out new process production, which will leave behind heavy metal materials such as mercury to pollute the environment; although some enterprises use waste batteries as energy storage power sources to generate electricity for equipment, but their power generation The efficiency is not high, and it is only used in very small power supply systems.

发明内容Contents of the invention

发明目的:针对背景技术中指出的问题,本发明提供一种基于智能算法的混合储能系统再利用调控方法,将废旧电池进行充分的利用,极大的节约了经济成本和环境成本。Purpose of the invention: Aiming at the problems pointed out in the background technology, the present invention provides a hybrid energy storage system reuse control method based on intelligent algorithms, which fully utilizes waste batteries and greatly saves economic and environmental costs.

技术方案:本发明公开了一种基于智能算法的的混合储能系统再利用调控方法,包括以下步骤:Technical solution: The present invention discloses a method for regulating and controlling the reuse of a hybrid energy storage system based on an intelligent algorithm, which includes the following steps:

步骤1:建立影响电池老化的电池多参数综合模型,所述电池多参数综合模型包括电池的电功率模型、电池的热模型、电池的老化模型以及电池的经济模型;Step 1: Establishing a battery multi-parameter comprehensive model that affects battery aging, the battery multi-parameter comprehensive model includes a battery electric power model, a battery thermal model, a battery aging model, and a battery economic model;

步骤2:根据步骤1得到的电池多参数综合模型,利用短期策略优化系统容量配置,所述短期策略采用火烈鸟算法优化配置系统容量;Step 2: According to the multi-parameter comprehensive model of the battery obtained in step 1, optimize the system capacity configuration by using the short-term strategy, and the short-term strategy uses the flamingo algorithm to optimize the configuration of the system capacity;

步骤3:根据步骤1得到的电池多参数综合模型,利用长期策略优化系统的经济指标,所述长期策略采用麻雀搜索算法优化配置。Step 3: According to the multi-parameter comprehensive model of the battery obtained in step 1, the economic indicators of the system are optimized using a long-term strategy, and the long-term strategy uses a sparrow search algorithm to optimize configuration.

进一步地,所述步骤1中电池多参数综合模型的建模分为以下步骤:Further, the modeling of the battery multi-parameter comprehensive model in the step 1 is divided into the following steps:

11)建立电池的电功率模型、热模型、老化模型及经济模型;11) Establish battery electric power model, thermal model, aging model and economic model;

12)所述电池的电功率模型如下:12) The electric power model of the battery is as follows:

Figure BDA0003844904320000021
Figure BDA0003844904320000021

Figure BDA0003844904320000022
Figure BDA0003844904320000022

Figure BDA0003844904320000023
Figure BDA0003844904320000023

其中,R1、C1、R2、C2表示电池的电阻、电容,Cbat表示电池总容量,I(t)表示电流,V1、V2表示电压;Among them, R 1 , C 1 , R 2 , and C 2 represent the resistance and capacitance of the battery, C bat represents the total capacity of the battery, I(t) represents the current, and V 1 and V 2 represent the voltage;

13)所述电池的热模型如下:13) The thermal model of the battery is as follows:

Figure BDA0003844904320000024
Figure BDA0003844904320000024

Figure BDA0003844904320000025
Figure BDA0003844904320000025

其中,Rc、Ru、Cc和Cs分别代表导热阻力、对流阻力、堆芯热容和表面热容,两个状态变量是堆芯温度Tc和表面温度Ts,环境温度Tf被视为不可控输入;Among them, R c , Ru , C c and C s represent thermal conduction resistance, convection resistance, core heat capacity and surface heat capacity respectively, and the two state variables are core temperature T c and surface temperature T s , ambient temperature T f is considered an uncontrollable input;

14)所述电池的老化模型如下:14) The aging model of the battery is as follows:

Figure BDA0003844904320000026
Figure BDA0003844904320000026

Qremain=3600·Cbat·f1(N)·TQ remain =3600·C bat ·f 1 (N)·T

其中,SOH表示电池寿命状态,即老化程度,N表示循环次数,Qremain表示电池剩余容量,T=Tc+Ts

Figure BDA0003844904320000027
k1是个定值;Among them, SOH represents the state of battery life, that is, the degree of aging, N represents the number of cycles, Q remain represents the remaining capacity of the battery, T=T c +T s ,
Figure BDA0003844904320000027
k 1 is a fixed value;

15)所述电池的经济模型如下:15) The economic model of the battery is as follows:

Figure BDA0003844904320000028
Figure BDA0003844904320000028

其中,E为经济运行总成本,Batteryex为电池的换购成本,Batteryload为电池运行维护成本,SOHloss为电池寿命损失相关成本的参数,wa为电池成本的权重系数。Among them, E is the total cost of economic operation, Battery ex is the cost of battery replacement, Battery load is the cost of battery operation and maintenance, SOH loss is a parameter related to the cost of battery life loss, and w a is the weight coefficient of battery cost.

进一步地,所述步骤2具体包括如下步骤:Further, the step 2 specifically includes the following steps:

21)初始化参数,输入影响电池负荷的量:电压V1、V2,电池总容量C、电池电流I(t);21) Initialize parameters, input the quantity that affects the battery load: voltage V 1 , V 2 , total battery capacity C, battery current I(t);

22)初始化种群:将种群数量设置为P,最大迭代次数为IterMax,第一部分迁移的火烈鸟比例为MPb22) Initialize the population: set the population size as P, the maximum number of iterations as Iter Max , and the proportion of flamingos migrated in the first part as MP b ;

23)找到每个火烈鸟的适应度,并根据火烈鸟个体的适应度值对火烈鸟种群进行排序;低适应度的前火烈鸟MPb和高适应度的前火烈鸟MPt被视为迁徙火烈鸟,而其他火烈鸟被视为觅食火烈鸟,迭代公式如下式:23) Find the fitness of each flamingo and sort the flamingo population according to the fitness value of individual flamingos; low fitness pre-flamingo MP b and high fitness pre-flamingo MP t is regarded as migrating flamingos, while other flamingos are regarded as foraging flamingos, the iteration formula is as follows:

MPr=rand[0,1]×P×(1-MPb)MP r =rand[0,1]×P×(1−MP b )

其中,MPr为第r次迭代的数量;Among them, MP r is the number of iterations of the rth time;

24)更新迁徙火烈鸟和觅食火烈鸟位置,更新公式如下:24) Update the location of migratory flamingos and foraging flamingos, the update formula is as follows:

Figure BDA0003844904320000031
Figure BDA0003844904320000031

其中,

Figure BDA0003844904320000032
表示第t、(t+1)次迭代中第i只火烈鸟在种群第j维中的位置,
Figure BDA0003844904320000033
在t迭代中种群中具有最佳适应度的火烈鸟的第j维位置;G2和G1遵循标准正态分布的随机数,范围是[-1,1];ε1、ε2是个[-1,1]的随机数;K是一个随机数,遵循卡方分布,它被用来增加火烈鸟觅食范围的大小,模拟自然界中个体选择的机会,提高其全局择优能力;in,
Figure BDA0003844904320000032
Indicates the position of the i-th flamingo in the j-th dimension of the population in the t-th and (t+1) iterations,
Figure BDA0003844904320000033
The j-th dimension position of the flamingo with the best fitness in the population in the t iteration; G 2 and G 1 are random numbers following the standard normal distribution, and the range is [-1, 1]; ε 1 and ε 2 are A random number of [-1, 1]; K is a random number that follows the chi-square distribution, which is used to increase the size of the flamingo's foraging range, simulate the chance of individual selection in nature, and improve its global selection ability;

Figure BDA0003844904320000034
Figure BDA0003844904320000034

其中,ω=N(0,n)是一个具有n个自由度的高斯随机数;Wherein, ω=N(0,n) is a Gaussian random number with n degrees of freedom;

25)检查是否有超出边界的火烈鸟,最大范围公式定义为:25) Check if there are any flamingos out of bounds, the maximum range formula is defined as:

Lmax=|G1×xbj+ε×xij|L max =|G 1 ×xb j +ε×x ij |

其中,Lmax表示最大范围,ε表示[-1,1]的随机数;Among them, L max represents the maximum range, ε represents the random number of [-1, 1];

26)如果达到最大迭代次数,则转至27);否则,转至22);26) If the maximum number of iterations is reached, then go to 27); otherwise, go to 22);

27)输出得到容量配置的最优解和最优值。27) Output the optimal solution and optimal value of the capacity configuration.

进一步地,所述步骤3中,具体包括以下步骤:Further, the step 3 specifically includes the following steps:

31)麻雀种群初始化,输入影响电池的换购成本、运行维护成本、电池寿命损失相关成本的参数;31) Initialize the sparrow population, input parameters that affect battery replacement costs, operation and maintenance costs, and battery life loss costs;

32)麻雀种群初始化适应度排序并分类发现者和追随者;32) Initialize fitness sorting of sparrow population and classify discoverers and followers;

33)更新发现者位置,所述公式如下:33) update the finder's position, the formula is as follows:

Figure BDA0003844904320000041
Figure BDA0003844904320000041

其中,i,j表示第i个麻雀在第j维中的位置信息,itermax表示为最大迭代次数,Q表示为正态分布随机数,L表示为1Xd矩阵且其元素均为1;Among them, i, j represent the position information of the i-th sparrow in the j-th dimension, iter max represents the maximum number of iterations, Q represents a normal distribution random number, L represents a 1Xd matrix and its elements are all 1;

34)根据发现者位置更新追随者位置,所述公式如下;34) Update the follower's position according to the discoverer's position, and the formula is as follows;

Figure BDA0003844904320000042
Figure BDA0003844904320000042

且xworst表示当前全局最差位置,xp表示目前发现者占据的最优位置,表示 lxd矩阵,其每个元素随机赋值1或-1;And x worst represents the current global worst position, x p represents the best position currently occupied by the discoverer, and represents the lxd matrix, each element of which is randomly assigned a value of 1 or -1;

35)以20%占比随机选择侦察预警并更新其位置,所述公式如下;35) Randomly select the reconnaissance warning with a 20% ratio and update its position, the formula is as follows;

Figure BDA0003844904320000043
Figure BDA0003844904320000043

其中,

Figure BDA0003844904320000044
为当前全局最优位置,β作为步长控制参数,服从均值为0,方差为1的正态分布随机数;K是一个随机数,表示麻雀移动方向同时是步长控制参数,fi表示当前麻雀个体的适应度值,fg表示当前全局最佳适应度值,fw表示当前全局最差适应度值,ε为常数,作用于避免分母出现零值;in,
Figure BDA0003844904320000044
is the current global optimal position, β is used as the step size control parameter, and obeys the normal distribution random number with the mean value of 0 and the variance of 1; The fitness value of the sparrow individual, f g represents the current global best fitness value, f w represents the current global worst fitness value, and ε is a constant, which is used to avoid zero values in the denominator;

36)判断是否满足条件,若没有则返回步骤32),反之输出最优位置。36) Judging whether the condition is satisfied, if not, return to step 32), otherwise output the optimal position.

进一步地,所述混合储能系统包括电池组、电池多参数综合模型、超级电容器、调控模块、DC/AC变换器;所述电池组为不同健康程度组成的混合电池组,其通过超级电容将其耦合起来,结合电池多参数综合模型经调控模块利用短期策略和长期策略组合的双策略对能源系统进行调控。Further, the hybrid energy storage system includes a battery pack, a battery multi-parameter comprehensive model, a supercapacitor, a control module, and a DC/AC converter; the battery pack is a hybrid battery pack composed of different health levels. It is coupled, combined with the multi-parameter comprehensive model of the battery, the energy system is regulated by the dual strategy of short-term strategy and long-term strategy combination through the regulation module.

有益效果:Beneficial effect:

1、本发明通过建立综合老化模型,可对电动汽车淘汰下来的废旧电池加以利用,解决了废旧电池处理难的难题;结合短期策略和长期策略,较只使用了一种单策略的方法更加稳定可靠,使系统的灵活性、兼容性更强;引入电池-超级电容混合储能的新型供能方式,较单一储能的供能方式相比,持续的供能时间更长、成本更低、可靠性强。1. By establishing a comprehensive aging model, the present invention can utilize the waste batteries eliminated from electric vehicles, and solve the problem of difficult disposal of waste batteries; combining short-term strategies and long-term strategies, it is more stable than the method that only uses a single strategy Reliable, making the system more flexible and compatible; introducing a new energy supply method of battery-supercapacitor hybrid energy storage, compared with a single energy storage energy supply method, the continuous energy supply time is longer, the cost is lower, Strong reliability.

2、本发明关键在于利用短期策略可以对系统持续不间断的供能,同时利用短期策略结合电池多参数综合模型经调控模块可对混合电池组进行灵活调控配置;利用长期策略对系统不定时的调整运行策略,使综合运行的经济成本达到最优。2. The key of the present invention is that the short-term strategy can be used to continuously and uninterruptedly supply energy to the system, and at the same time, the hybrid battery pack can be flexibly regulated and configured through the regulation module by using the short-term strategy combined with the multi-parameter comprehensive model of the battery; Adjust the operation strategy to optimize the economic cost of comprehensive operation.

附图说明Description of drawings

图1为本发明的短期策略方法的流程图;Fig. 1 is the flowchart of the short-term strategy method of the present invention;

图2为本发明的长期策略方法的流程图;Fig. 2 is the flowchart of the long-term strategy method of the present invention;

图3为本发明系统的结构示意图;Fig. 3 is the structural representation of the system of the present invention;

图4为本发明的系统与以电池为主的混合储能系统、单电池为主的储能系统经济成本对比图;Fig. 4 is a comparison diagram of economic cost between the system of the present invention and the battery-based hybrid energy storage system and the single-battery-based energy storage system;

图5为本发明系统与单废旧电池的储能系统的寿命衰减对比图;Fig. 5 is a comparison chart of life attenuation between the system of the present invention and the energy storage system of a single waste battery;

图6为本发明系统与其他两种系统的能源利用率对比图。Fig. 6 is a comparison chart of energy utilization between the system of the present invention and the other two systems.

具体实施方式detailed description

下面结合附图对本发明的技术方案作进一步说明。The technical solution of the present invention will be further described below in conjunction with the accompanying drawings.

如图1、2所示,本发明发明公开的基于智能算法的以废旧电池为主的混合储能系统再利用的调控方法,包括以下步骤:As shown in Figures 1 and 2, the intelligent algorithm-based control method for the reuse of a hybrid energy storage system based on waste batteries disclosed by the present invention includes the following steps:

步骤1:建立影响电池老化的电池多参数综合模型。Step 1: Establish a battery multi-parameter comprehensive model that affects battery aging.

电池老化模型的建模分为以下步骤:The modeling of the battery aging model is divided into the following steps:

11)建立电池的电功率模型、热模型、老化模型及经济模型;11) Establish battery electric power model, thermal model, aging model and economic model;

12)根据步骤11),建立电池的电功率模型,所述公式如下:12) According to step 11), the electric power model of battery is established, and described formula is as follows:

Figure BDA0003844904320000051
Figure BDA0003844904320000051

Figure BDA0003844904320000052
Figure BDA0003844904320000052

Figure BDA0003844904320000061
Figure BDA0003844904320000061

其中,R1、C1、R2、C2表示电池的电阻、电容,Cbat表示电池总容量,I(t)表示电流,V1、V2表示电压;Among them, R 1 , C 1 , R 2 , and C 2 represent the resistance and capacitance of the battery, C bat represents the total capacity of the battery, I(t) represents the current, and V 1 and V 2 represent the voltage;

13)根据步骤11,建立电池的热模型,所述公式如下:13) According to step 11, establish the thermal model of battery, described formula is as follows:

Figure BDA0003844904320000062
Figure BDA0003844904320000062

Figure BDA0003844904320000063
Figure BDA0003844904320000063

其中,Rc、Ru、Cc和Cs分别代表导热阻力、对流阻力、堆芯热容和表面热容,两个状态变量是堆芯温度Tc和表面温度Ts,环境温度Tf被视为不可控输入。Among them, R c , Ru , C c and C s represent thermal conduction resistance, convection resistance, core heat capacity and surface heat capacity respectively, and the two state variables are core temperature T c and surface temperature T s , ambient temperature T f considered as an uncontrollable input.

14)根据步骤11,建立电池的老化模型,所述公式如下:14) According to step 11, set up the aging model of battery, described formula is as follows:

Figure BDA0003844904320000064
Figure BDA0003844904320000064

Qremain=3600·Cbat·f1(N)·TQ remain =3600·C bat ·f 1 (N)·T

其中,SOH表示电池寿命状态,即老化程度,N表示循环次数,Qremain表示电池剩余容量,T=Tc+Ts

Figure BDA0003844904320000065
k1是个定值;Among them, SOH represents the state of battery life, that is, the degree of aging, N represents the number of cycles, Q remain represents the remaining capacity of the battery, T=T c +T s ,
Figure BDA0003844904320000065
k 1 is a fixed value;

15)根据步骤11,建立电池的经济模型,所述公式如下:15) According to step 11, set up the economic model of battery, described formula is as follows:

Figure BDA0003844904320000066
Figure BDA0003844904320000066

其中,E为经济运行总成本,Batteryex为电池的换购成本,Batteryload为电池运行维护成本,SOHloss为电池寿命损失相关成本的参数,wa为电池成本的权重系数。Among them, E is the total cost of economic operation, Battery ex is the cost of battery replacement, Battery load is the cost of battery operation and maintenance, SOH loss is a parameter related to the cost of battery life loss, and w a is the weight coefficient of battery cost.

步骤2:根据步骤1得到的电池多参数综合模型,利用短期策略优化系统容量配置。短期策略主要采用火烈鸟算法优化配置包括以下步骤:Step 2: According to the battery multi-parameter comprehensive model obtained in step 1, use a short-term strategy to optimize the system capacity configuration. The short-term strategy mainly uses the flamingo algorithm to optimize the configuration, including the following steps:

21)初始化参数,输入影响电池负荷的量:电压V1、V2,电池总容量C、电池电流I(t)。21) Initialize parameters, input the quantities that affect the battery load: voltage V 1 , V 2 , total battery capacity C, battery current I(t).

22)初始化种群:将种群数量设置为P,最大迭代次数为IterMax,第一部分迁移的火烈鸟比例为MPb22) Initialize the population: set the population size as P, the maximum number of iterations as Iter Max , and the proportion of flamingos migrated in the first part as MP b .

23)找到每个火烈鸟的适应度:并根据火烈鸟个体的适应度值对火烈鸟种群进行排序。低适应度的前火烈鸟MPb和高适应度的前火烈鸟MPt被视为迁徙火烈鸟,而其他火烈鸟被视为觅食火烈鸟,迭代公式如下式:23) Find the fitness of each flamingo: and sort the flamingo population according to the fitness value of the individual flamingos. The former flamingos MP b with low fitness and the former flamingos MP t with high fitness are regarded as migratory flamingos, while other flamingos are regarded as foraging flamingos. The iteration formula is as follows:

MPr=rand[0,1]×P×(1-MPb)MP r =rand[0,1]×P×(1−MP b )

其中,MPr为第r次迭代的数量。Among them, MP r is the number of the rth iteration.

24)更新迁徙火烈鸟和觅食火烈鸟位置,更新公式如下:24) Update the location of migratory flamingos and foraging flamingos, the update formula is as follows:

Figure BDA0003844904320000071
Figure BDA0003844904320000071

其中,

Figure BDA0003844904320000072
表示第t、(t+1)次迭代中第i只火烈鸟在种群第j维中的位置,
Figure BDA0003844904320000073
在t迭代中种群中具有最佳适应度的火烈鸟的第j维位置;G2和G1遵循标准正态分布的随机数,范围是[-1,1];ε1、ε2是个[-1,1]的随机数,主要是增加火烈鸟觅食的搜索范围,量化个体选择的差异;K是一个随机数,遵循卡方分布,它被用来增加火烈鸟觅食范围的大小,模拟自然界中个体选择的机会,提高其全局择优能力;in,
Figure BDA0003844904320000072
Indicates the position of the i-th flamingo in the j-th dimension of the population in the t-th and (t+1) iterations,
Figure BDA0003844904320000073
The j-th dimension position of the flamingo with the best fitness in the population in the t iteration; G 2 and G 1 are random numbers following the standard normal distribution, and the range is [-1, 1]; ε 1 and ε 2 are The random number of [-1, 1] is mainly to increase the search range of flamingos foraging and quantify the differences in individual choices; K is a random number that follows the chi-square distribution, which is used to increase the foraging range of flamingos The size of , simulating the chance of individual selection in nature, and improving its global selection ability;

Figure BDA0003844904320000074
Figure BDA0003844904320000074

其中,ω=N(0,n)是一个具有n个自由度的高斯随机数,它用于增加火烈鸟迁徙过程中的搜索空间,模拟火烈鸟在特定迁徙过程中个体行为的随机性。Among them, ω=N(0,n) is a Gaussian random number with n degrees of freedom, which is used to increase the search space in the process of flamingo migration and simulate the randomness of individual behavior of flamingos in a specific migration process .

25)检查是否有超出边界的火烈鸟,最大范围公式定义为:25) Check if there are any flamingos out of bounds, the maximum range formula is defined as:

Lmax=|G1×xbj+ε×xij|L max =|G 1 ×xb j +ε×x ij |

其中,Lmax表示最大范围,ε表示[-1,1]的随机数,G1是遵循标准正态分布的随机数。Among them, L max represents the maximum range, ε represents a random number of [-1, 1], and G 1 is a random number following the standard normal distribution.

26)如果达到最大迭代次数,则转至步骤27);否则,转至步骤22)。26) If the maximum number of iterations is reached, go to step 27); otherwise, go to step 22).

27)输出得到容量配置的最优解和最优值。27) Output the optimal solution and optimal value of the capacity configuration.

步骤3:根据步骤1得到的电池多参数综合模型,利用长期策略优化系统的经济指标,长期策略主要采用麻雀搜索算法优化配置包括以下步骤:Step 3: According to the battery multi-parameter comprehensive model obtained in step 1, use the long-term strategy to optimize the economic indicators of the system. The long-term strategy mainly uses the sparrow search algorithm to optimize the configuration, including the following steps:

31)麻雀种群初始化,输入影响电池的换购成本、运行维护成本、电池寿命损失相关成本的参数。31) Initialize the sparrow population, and input parameters that affect battery replacement costs, operation and maintenance costs, and battery life loss related costs.

32)麻雀种群初始化适应度排序并分类发现者和追随者。32) Initialize the sparrow population to sort the fitness and classify the discoverers and followers.

33)更新发现者位置,所述公式如下:33) update the finder's position, the formula is as follows:

Figure BDA0003844904320000081
Figure BDA0003844904320000081

其中,i,j表示第i个麻雀在第j维中的位置信息,itermax表示为最大迭代次数,Q表示为正态分布随机数,L表示为1Xd矩阵且其元素均为1。Among them, i and j represent the position information of the i-th sparrow in the j-th dimension, iter max represents the maximum number of iterations, Q represents a normal distribution random number, and L represents a 1Xd matrix with all elements being 1.

34)根据发现者位置更新追随者位置,所述公式如下;34) Update the follower's position according to the discoverer's position, and the formula is as follows;

Figure BDA0003844904320000082
Figure BDA0003844904320000082

且xworst表示当前全局最差位置,xp表示目前发现者占据的最优位置,表示 lxd矩阵,其每个元素随机赋值1或-1。And x worst represents the current global worst position, x p represents the best position currently occupied by the discoverer, and represents the lxd matrix, each element of which is randomly assigned 1 or -1.

35)以20%占比随机选择侦察预警并更新其位置,所述公式如下;35) Randomly select the reconnaissance warning with a 20% ratio and update its position, the formula is as follows;

Figure BDA0003844904320000083
Figure BDA0003844904320000083

其中,

Figure BDA0003844904320000084
为当前全局最优位置,β作为步长控制参数,服从均值为0,方差为1的正态分布随机数。K是一个随机数,表示麻雀移动方向同时是步长控制参数,fi表示当前麻雀个体的适应度值,fg表示当前全局最佳适应度值,fw表示当前全局最差适应度值,ε为常数,作用于避免分母出现零值。in,
Figure BDA0003844904320000084
is the current global optimal position, β is used as a step size control parameter, and obeys a normal distribution random number with a mean value of 0 and a variance of 1. K is a random number, indicating the direction of the sparrow's movement and the step size control parameter, f i represents the fitness value of the current individual sparrow, f g represents the current global best fitness value, f w represents the current global worst fitness value, ε is a constant, which is used to prevent the denominator from appearing zero.

36)判断是否满足条件,若没有则返回步骤32),反之输出最优位置。36) Judging whether the condition is satisfied, if not, return to step 32), otherwise output the optimal position.

如图3所示,本发明以废旧电池为主的储能系统包括电池组、电池多参数综合模型、超级电容器、DC/AC变换器;电池组为不同健康程度组成的混合电池组通过超级电容可以器将其耦合起来,结合电池多参数综合模型利用短期策略和长期策略组合的双策略对能源系统进行调控。As shown in Figure 3, the energy storage system based on waste batteries in the present invention includes a battery pack, a multi-parameter comprehensive model of the battery, a supercapacitor, and a DC/AC converter; the battery pack is a hybrid battery pack composed of different health levels through a supercapacitor It can be coupled with the device, and combined with the multi-parameter comprehensive model of the battery, the energy system can be regulated by using the dual strategy of short-term strategy and long-term strategy combination.

以废旧电池为主的储能系统中的电池多参数综合模型包括电池的电功率模型、热模型、老化模型、经济模型,以废旧电池为主的储能系统的能源系统适用于工业、商业等中小型供能场合。The battery multi-parameter comprehensive model in the energy storage system based on waste batteries includes the electric power model, thermal model, aging model, and economic model of the battery. The energy system of the energy storage system based on waste batteries is suitable for industrial, commercial, etc. Small energy supply occasions.

如图4所示,本发明以废旧电池为主的混合储能系统各季节成本在29.2万美元-30.1万美元之间,较电池为主的混合储能系统各季节成本在30.5万美元 -32.7万美元以及单电池为主的储能系统各季节成本在31.7万美元-33.5万美元相比,经过双策略方法的优化,以废旧电池为主的混合储能系统的成本明显降低,有效的解决了废旧电池处理难的问题。As shown in Figure 4, the seasonal cost of the hybrid energy storage system based on waste batteries in the present invention is between US$292,000 and US$301,000, compared with the cost of the battery-based hybrid energy storage system at US$305,000 to US$327,000 per season. Compared with the annual cost of energy storage systems based on single batteries between US$317,000 and US$335,000 in each season, the cost of hybrid energy storage systems based on waste batteries is significantly reduced after optimization of the dual-strategy method, effectively solving the problem. Solved the problem of difficult disposal of used batteries.

如图5所示,本发明以废旧电池为主的混合储能系统的寿命衰减速度明显慢于单废旧电池的储能系统的寿命衰减速度,与此同时单废旧电池的储能系统的比以废旧电池为主的混合储能系统更快的到达报废程度。As shown in Figure 5, the life decay rate of the hybrid energy storage system based on waste batteries in the present invention is significantly slower than that of the energy storage system with single waste batteries. At the same time, the ratio of the energy storage system with single waste batteries is The hybrid energy storage system based on waste batteries will reach the end of life faster.

如图6所示,本发明以废旧电池为主的混合储能系统所采用的短期策略下的能源利用率保持在90.94%-92.55%之间,相较于混合储能系统的73.18-73.68%和单储能系统的25.16%-25.32%有较为明显的提高。As shown in Figure 6, the energy utilization rate under the short-term strategy adopted by the hybrid energy storage system based on waste batteries in the present invention is maintained between 90.94%-92.55%, compared with 73.18-73.68% of the hybrid energy storage system Compared with the 25.16%-25.32% of the single energy storage system, there is a more obvious improvement.

上述实施方式只为说明本发明的技术构思及特点,其目的在于让熟悉此项技术的人能够了解本发明的内容并据以实施,并不能以此限制本发明的保护范围。凡根据本发明精神实质所做的等效变换或修饰,都应涵盖在本发明的保护范围之内。The above-mentioned embodiments are only for illustrating the technical concept and characteristics of the present invention, and its purpose is to enable those skilled in the art to understand the content of the present invention and implement it accordingly, and not to limit the scope of protection of the present invention. All equivalent changes or modifications made according to the spirit of the present invention shall fall within the protection scope of the present invention.

Claims (5)

1. A hybrid energy storage system recycling regulation and control method based on an intelligent algorithm is characterized by comprising the following steps:
step 1: establishing a battery multi-parameter comprehensive model influencing battery aging, wherein the battery multi-parameter comprehensive model comprises an electric power model of a battery, a thermal model of the battery, an aging model of the battery and an economic model of the battery;
step 2: optimizing the system capacity configuration by using a short-term strategy according to the battery multi-parameter comprehensive model obtained in the step 1, wherein the short-term strategy adopts a flamingo algorithm to optimize the system capacity configuration;
and step 3: and (3) optimizing the economic indexes of the system by using a long-term strategy according to the battery multi-parameter comprehensive model obtained in the step (1), wherein the long-term strategy adopts a sparrow search algorithm for optimal configuration.
2. The hybrid energy storage system recycling regulation and control method based on the intelligent algorithm as claimed in claim 1, wherein the modeling of the battery multi-parameter comprehensive model in the step 1 is divided into the following steps:
11 Establishing an electric power model, a thermal model, an aging model and an economic model of the battery;
12 The electrical power model of the battery is as follows:
Figure FDA0003844904310000011
Figure FDA0003844904310000012
Figure FDA0003844904310000013
wherein ,R1 、C 1 、R 2 、C 2 Representing the resistance, capacitance, C of the battery bat Representing the total capacity of the battery, I (t) representing the current, V 1 、V 2 Represents a voltage;
13 The thermal model of the cell is as follows:
Figure FDA0003844904310000014
Figure FDA0003844904310000015
wherein ,Rc 、R u 、C c and Cs Respectively representing heat conduction resistance, convection resistance, core heat capacity and surface heat capacity, and the two state variables are core temperature T c And surface temperature T s Ambient temperature T f Considered an uncontrollable input;
14 The aging model of the battery is as follows:
Figure FDA0003844904310000016
Q remain =3600·C bat ·f 1 (N)·T
wherein SOH represents the state of life, i.e., degree of aging, N represents the number of cycles, Q remain Represents the remaining battery capacity, T = T c +T s
Figure FDA0003844904310000021
k 1 Is a constant value;
15 The economic model of the battery is as follows:
Figure FDA0003844904310000022
wherein E is the total economic operating cost, battery ex Battery cost for replacement of batteries load For battery operating maintenance costs, SOH loss Parameter for cost associated with loss of battery life, w a A weighting factor for the cost of the battery.
3. The hybrid energy storage system recycling regulation and control method based on the intelligent algorithm as claimed in claim 2, wherein the step 2 specifically comprises the following steps:
21 Initialization parameters) input quantities that affect the battery load: voltage V 1 、V 2 Total battery capacity C, battery current I (t);
22 Initialization population): setting the population number as P and the maximum iteration number as Iter Max The proportion of flamingo migrated in the first part is MP b
23 Finding out the fitness of each flamingo, and sorting the flamingo populations according to the fitness value of the individual flamingo; front flamingo MP with low adaptability b High-adaptability front flamingo MP t Considered as migrating flamingos and other flamingos considered as foraging flamingos, the iterative formula is given by:
MP r =rand[0,1]×P×(1-MP b )
wherein ,MPr The number of the r-th iteration;
24 Update the locations of migrating and foraging flamingos, the update formula is as follows:
Figure FDA0003844904310000023
wherein ,
Figure FDA0003844904310000024
represents the position of the ith flamingo in the jth dimension of the population in the t (t + 1) iterations,
Figure FDA0003844904310000025
the j-th dimension position of the flamingo with the best fitness in the population in the t iteration; g 2 and G1 Random numbers following a standard normal distribution, ranging from [ -1,1];ε 1 、ε 2 Is [ -1,1 [ ]]The random number of (2); k is a random number, follows chi-square distribution, is used for increasing the size of the foraging range of the flamingo, simulates the chance of individual selection in nature and improves the global preference capability of the flamingo;
Figure FDA0003844904310000031
where ω = N (0, N) is a gaussian random number with N degrees of freedom;
25 To check for an out-of-bounds flamingo, the maximum range formula is defined as:
L max =|G 1 ×xb j +ε×x ij |
wherein ,Lmax Denotes the maximum range, ε denotes [ -1,1]The random number of (2);
26 Go to 27) if the maximum number of iterations is reached); otherwise, go to 22);
27 Output the optimal solution and the optimal value for the resulting capacity allocation.
4. The hybrid energy storage system recycling regulation and control method based on the intelligent algorithm as claimed in claim 2, wherein the step 3 specifically comprises the following steps:
31 Initializing sparrow population, and inputting parameters influencing the purchase cost, the operation and maintenance cost and the relevant cost of the battery life loss of the battery;
32 Initializing fitness ranking of sparrow population and classifying discoverers and followers;
33 Update finder location, the formula is as follows:
Figure FDA0003844904310000032
wherein, i, j represents the position information of the ith sparrow in the jth dimension, iter max Expressing as the maximum iteration number, Q as a normally distributed random number, L as a 1Xd matrix and elements of the matrix are all 1;
34 Update the follower location based on the finder location, the formula is as follows;
Figure FDA0003844904310000033
and x worst Representing the current global worst position, x p Represents the optimal position occupied by the current finder, represents a 1xd matrix, each element of which is randomly assigned a value of 1 or-1;
35 Randomly selecting a reconnaissance early warning at a ratio of 20% and updating the position of the reconnaissance early warning, wherein the formula is as follows;
Figure FDA0003844904310000041
wherein ,
Figure FDA0003844904310000042
for the current global optimal position, beta is taken as a step length control parameter and obeys a normal distribution random number with the mean value of 0 and the variance of 1; k is a random number representing the direction of movement of the sparrows and is a step size control parameter, f i Representing the fitness value of the current sparrow individual, f g Representing the current global best fitness value, f w Representing the current global worst fitness value, wherein epsilon is a constant and is used for avoiding the denominator from generating a zero value;
36 ) whether the condition is met is judged, if not, the step 32) is returned, otherwise, the optimal position is output.
5. The hybrid energy storage system recycling control method based on the intelligent algorithm as claimed in claim 1, wherein the hybrid energy storage system comprises a battery pack, a battery multi-parameter comprehensive model, a super capacitor, a DC/AC converter; the battery pack is a hybrid battery pack composed of different health degrees, the hybrid battery pack is coupled through a super capacitor, and a battery multi-parameter comprehensive model is combined to regulate and control an energy system by utilizing a short-term strategy and a long-term strategy.
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