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Peukert's Law

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on

Jul 24, 2020, 6:28:07 PM

Created by

on

Aug 16, 2016, 12:14:52 PM

C_{p} = I^{k} \cdot t

$C_p = I ^ k * t$

(I) actual discharge current

$(I)"actual discharge current"$

(k) Peukert's constant

$(k)"Peukert's constant"$

(t) actual time to discharge the battery

$(t)"actual time to discharge the battery"$

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Peukert's Law expresses approximately the change in capacity of rechargeable lead-acid batteries at different rates of discharge. As the rate increases, the battery's available capacity decreases, approximately to Peukert's law. For a one-ampere discharge rate, Peukert's Law is often stated as, $C_{p} = I^{k} t$ $C_p=I^kt$ , where:

$C_{p}$ $C_p$ = capacity at a one-ampere discharge rate
$I$ $I$ = actual discharge current
$t$ $t$ = actual time to discharge the battery
$k$ $k$ = Peukert's constant

References

Wikipedia (https://en.wikipedia.org/wiki/Peukert%27s_law)

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