¡á Primary Lithium-thionyl chloride Battery (Li-SOCl©ü) (¸®Æ¬¿°È¹° 1Â÷¹èÅ͸®)
- 2/3A Size bobbin cell
¡Þ Nominal Capacity : 2.1 Ah (2100 mAh)
¡Þ Open circuit voltage : 3.67 V (at + 20 ¡É)
¡Þ Nominal Voltage : 3.6 V (at 0.2 mA + 20 ¡É)
¡Þ Nominal energy : 7.56 Wh
¡Þ Pulse Capability : Typically up to 120 mA
¡Þ Maximum Recommended Continuous Current : 25 mA
¡Þ Storage Temperature : +30 ¡É (max)
¡Þ Operating temperature range : -60 ~ 85 ¡É
¡Þ Diameter 16.5 mm (max)
¡Þ Height : 33.4 mm (max)
¡Þ Typical Weight : 14.4 g
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)
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