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21ic问答首页 - TAG - VDMA
  • vdma读写异常 sos

    [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]VDMA读写DDR3仿真,m_axi_s2mm_wlast信号异常,前两个数据传输正常,然后一直是低电平,不知道该怎么找出问题,麻烦大家给点思路吧[/size][/font][/backcolor][/color][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvQAAADYCAYAAACELXdyAAAgAElEQVR4nO3dfZAjZ30n8G97d70elp147T0gNuHNtDCTwcYVw20rdwHPEht3U4eMw2DiHFvlpJUlORapzFSl8BTlS2a5KgandZCEnJr11cZxsMcBj8HdENd5DQ5IxriOwjdM2d1Zv+AFO4W9LF7vi3dm9rk/uiW1NC2ppVHr9ftxdXnVb89L98z89OjXjyQAAkQ0NIRY/yMtSVIPakKjjPdhZx06dAhTU1O9rgb5eD16p/SrJfjrhNcDOKfXFSAiIiIiovYxoCciIiIiGmAM6ImIiIiIBhgDeiIiIiKiAba51xUgIiKiER**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[/img]

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