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Handbook of Energy Storage for Transmission or ... - W2agz.com

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EPRI Proprietary Licensed Material<br />

Figure 15 Comparison <strong>of</strong> physical packages <strong>of</strong> 12-V, 83A-hour, lead-acid cranking type battery<br />

(Delco 1150) and 42-V, 220 kJ, pulse type electrochemical capacit<strong>or</strong> (ESMA 30EC402)<br />

Voltage responses during charge and discharge are significantly different <strong>f<strong>or</strong></strong> capacit<strong>or</strong>s<br />

and batteries. Figure 16 shows these characteristics <strong>f<strong>or</strong></strong> a 576 V system designed <strong>f<strong>or</strong></strong> a<br />

250 kW, 30-second discharge and a 4 kW, one-hour recharge. Note that the capacit<strong>or</strong> can<br />

recharge faster than shown; the recharge time <strong>f<strong>or</strong></strong> the capacit<strong>or</strong> is limited by the size <strong>of</strong><br />

the charger, which is rated at 4 kW.<br />

Figure 16 Comparison <strong>of</strong> Capacit<strong>or</strong> and Battery discharge and charge characteristics<br />

It is in<strong>f<strong>or</strong></strong>mative to <strong>com</strong>pare the charge/discharge cycle efficiencies <strong>of</strong> a lead acid battery<br />

with a typical electrochemical capacit<strong>or</strong>. Both exhibit the same type <strong>of</strong> losses due to<br />

ohmic heating during charge and discharge, so-called IR losses. Equations <strong>f<strong>or</strong></strong> capacit<strong>or</strong><br />

discharge efficiency are listed in Table 1. The equivalent series resistance, Rs, <strong>of</strong> a<br />

capacit<strong>or</strong> is constant and independent <strong>of</strong> its state <strong>of</strong> charge (i.e., capacit<strong>or</strong> voltage) while<br />

the equivalent series resistance <strong>of</strong> a battery increases as the battery discharges, be<strong>com</strong>ing<br />

highest when the battery is fully discharged. Thus, a capacit<strong>or</strong> with the same initial<br />

equivalent series resistance as a battery, and thus, the same power per<strong>f<strong>or</strong></strong>mance as the<br />

battery, will have higher energy efficiency during charge/discharge cycling. Stated<br />

differently, the battery will dissipate m<strong>or</strong>e energy during charge and discharge than a<br />

capacit<strong>or</strong> <strong>of</strong> the same peak power rating. Note, these efficiencies should not be confused<br />

with standby <strong>or</strong> self-discharge losses, which both technologies experience at low levels<br />

and increase with temperature.<br />

Electrochemical Capacit<strong>or</strong>s 37

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