请问HWL8032芯片的电路该怎么理解？

最近在做智能插座，用到HWL8032芯片，下图是HLW8032电能计量电路，看不懂，求解释说一下这个电路怎么理解！拜托拜托！
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border="0" alt="">
图中芯片引脚没有改过来，左边从上到下是1234，右边从上到下是8765，下图是芯片引脚功能

求大神解救！谢谢！