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)
信昌電子陶瓷股份有限公司
DCM-003-8.1 Rev 2
Prosperity Dielectrics Co., Ltd.
No.566-1, Kaoshi Rd., Yangmei, Taoyuan 32668, Taiwan (R.O.C.)
Tel : 886-3-4753355 Fax : 886-3-4854959
Messrs. : 一般共用
Date : 2020/01/31
APPROVAL SHEET
Product Name : Automotive General Multilayer Ceramic Capacitors
Part No. : MT Series
Description : AEC-Q200 Size 0201~1210, C0G/X7R, 10Vdc~1000Vdc
PREPARED BY APPROVED BY
信昌電子陶瓷股份有限公司
PROSPERITY DIELECTRICS CO., LTD.
桃園市楊梅區高獅路 566-1 號 http://www.pdc.com.tw
Tel : 03-4753355 ext : Fax : 03-4854959
Contactor : Mobile :