Remaining capacity estimation method and system of lithium battery
A technology of remaining power and lithium battery, which is applied in the direction of measuring electrical variables, measuring electricity, measuring devices, etc., and can solve the problems of low SOC estimation accuracy when online in real time.
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Embodiment 1
[0088] Such as figure 1 As shown, a method for estimating the remaining power of a lithium battery comprises the following steps:
[0089] Step 100, set the first cycle number n=0, set the second cycle number k=0, and the current SOC value is expressed as SOC n , SOC n The SOC value of the previous calculation cycle is denoted as SOC n-1 , n and k are both natural numbers; obtain the working parameters of the lithium battery, including the lithium battery’s static time T, current I and terminal voltage V; set the initial parameters of the lithium battery, specifically including setting the rated capacity C of the lithium battery N , SOC calculation cycle t, first threshold T 0 , the second threshold T 1 , the third threshold and set the SOC p , where SOC p It is the SOC value of the extreme point corresponding to the peak or trough of the rechargeable capacity change rate of the lithium battery. The so-called rechargeable capacity change rate is ΔSOC / ΔV, where ΔSOC / ΔV is...
Embodiment 2
[0107] Such as figure 2 As shown, an estimation system for the remaining power of a lithium battery includes a setting module 1, a mode judgment module 2, an extreme value judgment module 3, a first calculation module 4, a second calculation module 5, a third calculation module 6, and a fourth calculation module. Calculation module 7 , fifth calculation module 8 , first time judging module 9 , second time judging module 10 , output module 11 and loop execution module 12 . The second calculation module 5 includes a sixth calculation module 501 , a correction judgment module 502 and a seventh calculation module 503 .
[0108] The setting module 1 is used to set the first number of cycles n=0 before calling the mode judgment module 2, set the second number of cycles k=0, and the value of the current SOC is represented as SOC n , SOC n The SOC value of the previous calculation cycle is denoted as SOC n-1 , n and k are both natural numbers; the setting module 1 is also used to ...
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