Self-adaptive fuzzy Kalman estimation SOC algorithm
An adaptive fuzzy, extended Kalman technology, applied in computing, computer-aided design, complex mathematical operations, etc., can solve the problems of obtaining SOC, difficult to reflect the real state of SOC, SOC jump, etc., to avoid SOC jump Effect
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[0015] An adaptive Kalman Fuzzy SOC estimation algorithm, comprising the steps of:
[0016] Sl, third-order equivalent circuit model of a battery, such as figure 1 , The application extended Kalman algorithm to estimate the state variables, comprising a short voltage polarization, when the polarization voltage, the polarization voltage of the battery state of charge when the SOC long, state space equations and observation equations are as follows:
[0017] x (k) = A · x (k-1) + B · I bat (K) + v (k) (1)
[0018] V term (K) = C · x (k) + R 0 · I bat (K) + w (k) (2)
[0019]
[0020]
[0021] τ st = R st · C st
[0022] τ mt = R mt · C mt
[0023] τ lt = R lt · C lt
[0024] Wherein the current time k, k-1 is the previous time, x is the state variable, V oc Search for the open circuit voltage OCV-SOC SOC, S is the battery SOC, V term Real time measurement of the terminal voltage, R 0 The internal resistance of the battery, I bat (K) at time k for the charge and discharge curr...
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