swzbl12345 发表于 2022-11-28 14:58

车灯IC介绍-内置MOS管、耐压100V可以做3A的降压恒流驱动IC

◆芯片供电
AP5127 采用外部供电,需要提供约 800uA 的
电流才能保证芯片的正常工作,外部供电分压电阻可
以根据这个电流参数设计,同时注意选择合适的电阻
封装适应不同输入电压情况。


◆过温保护
芯片内置了智能过温保护电路,随着温度的升高,逐
渐降低输出电流,既能防止温度过高烧毁电路,又能
防止突然关闭电流引起照明异常。



data:image/png;base64,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

页: [1]
查看完整版本: 车灯IC介绍-内置MOS管、耐压100V可以做3A的降压恒流驱动IC