Method for quickly obtaining resistance values of all single batteries in battery pack

A single battery and battery pack technology, applied in the direction of measuring resistance/reactance/impedance, measuring electricity, measuring electrical variables, etc., can solve problems such as poor practicability, battery damage, and inability to obtain the internal resistance of a single battery, and achieve small errors Effect

Active Publication Date: 2019-07-19
SHANGHAI MAKESENS ENERGY STORAGE TECH CO LTD
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Problems solved by technology

This method requires an external large current signal, which is likely to cause unnecessary damage to the battery, and the internal resistance of the single battery cannot be obtained, so the practicability is poor

Method used

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  • Method for quickly obtaining resistance values of all single batteries in battery pack
  • Method for quickly obtaining resistance values of all single batteries in battery pack
  • Method for quickly obtaining resistance values of all single batteries in battery pack

Examples

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example 1

[0040] The target lithium-ion battery is CATL lithium iron phosphate battery, and the battery reference curve data uses the SOC-OCV relationship curve data, and the data interval is ΔSOC=0.1%. The capacity value corresponding to each OCV point is calculated by the formula: Q=SOC*180.

[0041] Use the five-point cubic smoothing filter method (by selecting 2 data before and after the position to be smoothed, a total of 5 data, using a third-order polynomial for fitting, and calculating the value after smoothing) to obtain the SOC-OCV relationship data The capacity increment curve of the obtained capacity increment curve. Such as figure 2 As shown by the dotted line in dQ / dV, figure 2 Take SOC as the abscissa, the left ordinate is the open circuit voltage OCV of the battery, the right ordinate is dQ / dV, and the position of the first eigenvalue is figure 2 Point A in the position, the corresponding voltage V 1 =3.202V, current I 1 =0, the position of the second eigenvalue ...

example 2

[0048] The target lithium-ion battery is Lishen 21700 ternary battery, and the battery reference curve data uses the SOC-OCV relationship curve data, and the data interval is ΔSOC=2%. The capacity value corresponding to each OCV point is calculated by the formula: Q=SOC*4.5.

[0049] The capacity increment curve and d 2 Q / dV 2 curve, the obtained capacity increment curve is as follows Figure 4 dQ / dV dotted line in dQ / dV, d 2 Q / dV 2 curve like Figure 4 As shown by the dotted line, Figure 4 The abscissa is the open circuit voltage OCV, the left ordinate is the battery SOC, the first right ordinate is dQ / dV, and the second right ordinate is d 2 Q / dV 2 , the position of the first eigenvalue in the figure is Figure 4 The point E in the position, the corresponding voltage V 1 =3.661V, current I 1 = 0, the position of the second eigenvalue in the figure is Figure 4 The point F in the position, the corresponding voltage V 2 =3.887V, current I 2 =0.

[0050] The targ...

example 3

[0056] The target lithium-ion battery is Guoxuan Hi-Tech's soft-pack ternary battery, with a nominal capacity of Cap initial =15Ah, the battery pack is composed of 32 batteries through 2 parallel 16 strings, the battery reference curve data uses the SOC-OCV curve data calibrated by itself, and the data interval is ΔSOC=3%. Q=SOC*30Ah is calculated.

[0057] The capacity increment curve and d 2 Q / dV 2 curve, the voltage V corresponding to the first eigenvalue position 1 = 3.54V, current I 1 =0, the voltage V corresponding to the second eigenvalue position 2 =3.723V, current I 2 =0.

[0058] For the battery pack assembled with the target lithium-ion battery, the target lithium-ion battery is charged at a constant current of 15A until the voltage of any single battery reaches 4.2V, that is, the charging is stopped. The SOC of the battery pack in the early stage of charging is 13%.

[0059] After charging is complete. Extract the data of ΔV ≥ 2mV in the charging data, the ...

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Abstract

The invention relates to a method for quickly obtaining resistance values of all single batteries in a battery pack. The method comprises the following steps that S1, battery reference curve data anda nominal capacity Capinitial of a battery are acquired aiming at a target lithium ion battery; S2, the reference curve data of the lithium ion battery are processed, and the voltage and current of the battery at the position of the characteristic value are recorded; S3, a charging curve of the battery pack is processed, and the voltage and current of the battery at the position of the characteristic value are recorded; and S4, the resistance values of all single batteries in the battery pack are calculated one by one according to the data obtained in the S2 and the S3. The method is applicable in the normal charging process of the battery pack and does not affect the input and output of the battery operation; the battery SOC-OCV curve data and nominal battery capacity are only need to beobtained in advance, and no additional battery parameters need to be tested; the resistance values of all the single batteries in the battery pack can be obtained in real time; and the calculation ofbattery resistance is controlled under the same state of charge of the battery, and the error is small.

Description

technical field [0001] The invention relates to a method for quickly obtaining the resistance values ​​of all single cells in a battery pack. Background technique [0002] The present invention is related to the resistance value of all the single cells in the battery pack, especially the resistance value of all the single cells in the battery pack composed of a plurality of single cells connected in series. Lithium-ion batteries have been widely used in the fields of electric vehicles, electrochemical energy storage, and 3C electronic products because of their advantages such as high energy, high battery voltage, wide operating temperature range, and long storage life. The effective capacity of the battery is related to the continuous working time of the battery, and the resistance of the battery is closely related to the instantaneous charge and discharge capacity of the battery. In addition, in the battery packs connected in series, the distribution of the resistance value...

Claims

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Application Information

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Patent Type & AuthorityApplications(China)
IPC IPC(8): G01R31/389G01R31/388G01R31/396G01R27/08
CPCG01R27/08G01R31/388G01R31/389G01R31/396
Inventor刘中财王东征严晓黄碧雄马非凡丁家宝郭海龙
OwnerSHANGHAI MAKESENS ENERGY STORAGE TECH CO LTD