開關電源功率因數(shù)校正電路設計與應用實例之：概述（二） 作者： 時間：2014-01-18 來源：網絡 英飛凌汽車電子生態(tài)圈 掃碼關注獲取最新最全汽車電子技術方案與實用技巧 收藏 <a target='_blank'><img src='https://ad.eepw.com.cn/www/delivery/avw.php?zoneid=88&cb=INSERT_RANDOM_NUMBER_HERE&n=a635e61e' border='0' alt='' /></a> <a target='_blank'><img src='https://ad.eepw.com.cn/www/delivery/avw.php?zoneid=87&cb=INSERT_RANDOM_NUMBER_HERE&n=a576c0a2' border='0' alt='' /></a> 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" 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