Charging method, electronic device and storage medium
A charging method and charging current technology, applied in battery circuit devices, circuit devices, secondary battery charging/discharging, etc., can solve the problems of prolonged constant voltage charging, long total battery charging time, shortening constant current charging time, etc. problem, achieve the effect of shortening the full charging time, shortening the constant voltage charging time, and improving the constant current charging time
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Embodiment 1
[0137] (1) Parameter U m set up
[0138] U during battery cycling m Change according to the following rules:
[0139] u m =U cl +b 1 ×m+b 2 , where U cl=4.45V, U cl is the cut-off voltage of the battery at the end of the constant current charging phase in the first charge-discharge cycle, 1≤m≤80, b 1 =0,b 2 =0; 81≤m≤500, b 1 =0.0002,b 2 =0.
[0140] (2) Charging process
[0141] Ambient temperature: 25°C;
[0142] Charging process:
[0143] Step 1: Obtain the current actual capacity Q of the battery;
[0144] Step 2: Use a constant current of 1.5C to charge the battery until the voltage of the battery reaches the cut-off voltage U m , U m Change with the number of cycles m according to the preset formula;
[0145] Step 3: Continue to use U m Charge the battery with a constant voltage until the total capacity of the battery is Q;
[0146] Step 4: Let the battery stand for 5 minutes;
[0147] Step 5: Discharge the battery with a constant current of 1.0C unti...
Embodiment 2
[0151] (1) Parameter U m set up
[0152] U during battery cycling m Change according to the following rules:
[0153] u m =U cl +b 1 ×m+b 2 , where U cl =4.45V, 1≤m≤80, b 1 =0,b 2 =0; 81≤m≤500, b 1 =0.0001,b 2 = 0.01.
[0154] (2) Charging process
[0155] Same as Example 1, except that the U set in Example 2 is used m .
Embodiment 3
[0157] (1) Parameter U m set up
[0158] U during battery cycling m Change according to the following rules:
[0159] In each loop, U m Take U and U cl The one with the larger value, where U=OCV 1 +(U cl -OCV 1 ) × k, U cl =4.45V, OCV 1 =4.10V, U cl and OCV 1 are the cut-off voltage and open-circuit voltage of the battery at the end of the constant current charging phase in the first charge-discharge cycle, and k is the impedance growth rate of the battery. It is necessary to collect the actual impedance of the battery at any time during the battery cycle and calculate the growth rate rate, k=R 2 / R 1 , R 2 is the battery impedance when SOC=50% in the m-1th charging process of the battery, R 1 It is the battery impedance when SOC=50% in the first charging process of the battery, and the value is R 1 =60mOhm;
[0160] (2) Charging process
[0161] Same as Example 1, except that the U set in Example 3 is used m .
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