zhouyang111 发表于 2012-5-24 18:45

编码器ABM脉冲倍频求助????????????????

接了个项目,要把编码器的AB两路脉冲4倍频。AB两路有90度的相位差,4倍频后,AB两路信号任然要
保证90度的相位差。
如图:
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yDiDliuapsmyfMcdd8yZM6e2tnbevHnQLJFsmDdv3uWXX75w4UK4ha+44orq6uoFCxYsWLDg4MGDrEOMk5K5oqrqkSNHrrzyyrlz59bW1lZVVVVXV9fW1jpd4SJxxRVXzJ07t66ubt68eVVVVQsXLqypqVm8eDF6jjyHbVMG/5w0aRLL4n6/H06uglMPYLtxO0+yyBXbtGUJqHr33XfpcCey0O4l80DLnDt3rpsr2rXA+QDs6L7x48ezMoRtkePPmEw4AQrJTFdXFzvYr6ysDF47XeEiAUUHR1vAVt2BQOBb3/oWeo48hx0VDf+cPn06tIYVK1Y0NDQ0NjbCf+FQCXhhGzkZDjuFZcPixYvhIO**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


各位大侠,有什么好的解决方案没有?如果有集成芯片解决更好?

zhouyang111 发表于 2012-5-24 18:51

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

zhouyang111 发表于 2012-5-24 18:53

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