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style="font-family:SimSun;"><img src="/Upload/?；ば酒?BW6101-14373860986.jpg" alt="" /><br /></span></span></span></h3><h3><span style="font-weight: normal;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><br /></span></span></span></h3><h3><span style="font-family:SimSun;"><span style="font-size:16px;">BW6101超级电容?；ば酒?/span></span></h3><h3><span style="font-family:SimSun;"><span style="font-size: 12px; font-weight: normal;">　　是专门针对超级电容串联模组的电容单体过压?；ざ杓频囊豢罡咝阅?、低价格芯片，此芯片应用简单，性能可靠，可以替换原有的TL431、XC61C及其它的分立元件方案，电路简单，外围器件小，电压精度高，是一款专门为超级电容?；ざ蟹⒌淖判酒?。</span></span></h3><h3><span style="font-weight: normal;"><span style="font-size: 12px;"><span style="font-family:SimSun;">　　BW6101采用高精度内部电压基准，确保?；さ缪咕仍?%以内，内置功率管可以提供大电流泄放能力，在没有外部扩流管的条件下，可以提供200mA的电流泄放能力，如果需要大电流泄放?；?，可以采用外部增加扩流MOS管，最大泄流能力可以达到几安培甚至几十安培，满足大容量法拉电容模组?；ひ?。</span></span></span></h3><h3><span style="font-weight: normal;"><span style="font-size: 12px;"><span style="font-family:SimSun;">　　BW6101采用SOT23-5封装，器件体积小，集成度高，外围器件少，可以满足高密度安装要求，极大地降低应用成本，提高了电路可靠性。</span></span></span></h3><p></p><p style="text-align: left;"></p><p class="MsoNormal" style="line-height: 18px;"><span style="font-size: 12px;"><strong><span style="font-family:SimSun;"><br /></span></strong></span></p><p class="MsoNormal" style="line-height: 18px;"><span style="font-size:16px;"><strong><span style="font-family:SimSun;"><br /></span></strong></span></p><p class="MsoNormal" style="line-height: 18px;"><span style="font-family:SimSun;"><span style="font-size:16px;"><strong>芯片简介</strong>:</span><img src="/Upload/?；ば酒??；ば酒?-10210969523.jpg" align="right" alt="" /></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-family:SimSun;"><span style="font-size: 12px;"></span></span></p><p class="MsoNormal" style="line-height: 18px;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -21pt;"><span style="text-indent: -28px;">?</span></span><span style="text-indent: -21pt;">SOT23-5封装</span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -28px;">?</span>高精度电压基准：1%<o:p></o:p></span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -28px;">?</span>电压?；ば狗拍芰η?o:p></o:p></span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -28px;">?</span>具有LED报警输出功能<o:p></o:p></span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -21pt;"><span style="text-indent: -28px;">?</span></span><span style="text-indent: -21pt;">功耗极低，</span><span class="16" style="text-indent: -21pt; color: rgb(0, 0, 255);"><a href="mailto:20uA@2.8V">20uA@2.8V</a></span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -28px;">?</span>芯片体积小，便于高密度安装<br /></span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span><span style="font-size: 12px;"><span style="font-family:SimSun;"><span style="text-indent: -28px;">?</span>可以实现对2.5V与2.7V的电容进行?；?/span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="text-indent: -21pt;"><span style="font-size: 12px;"><span style="font-family:SimSun;">BW6101超级电容应用?；な纠?</span></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><img src="/Upload/?；ば酒??；ば酒?-10341429319.jpg" align="middle" alt="" /><br /></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size: 12px;"><strong><span style="font-family:SimSun;"><br /></span></strong></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><strong><span style="font-size:16px;"><span style="font-family:SimSun;"><br /></span></span></strong></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><strong><span style="font-size:16px;"><span style="font-family:SimSun;">典型应用电路:</span></span></strong></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><img src="/Upload/?；ば酒??；ば酒?-10342372856.jpg" align="middle" alt="" /><br /></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><br /></span></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size:16px;"><strong><span style="font-family:SimSun;"><br /></span></strong></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size:16px;"><strong><span style="font-family:SimSun;">特性曲线:</span></strong></span></p><p class="MsoNormal" style="margin-left: 21pt; text-indent: -21pt; line-height: 18px;"><span style="font-size: 12px;"><span style="font-family:SimSun;"><img 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