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简介
MII是英文Medium Independent Interface的缩写,翻译成中文是“介质独立接口”,该接口一般应用于以太网硬件平台的MAC层和PHY层之间,MII接口的类型有很多,常用的有MII、RMII、SMII、SSMII、SSSMII、GMII、RGMII、SGMII、
TBI、RTBI、XGMII、XAUI、XLAUI等。
MII支持10Mb/s和100Mb/s,4bit的data宽度,支持自协商,
TX_CLK:连续的发送端参考时钟,为TXD、TX_EN、TX_ER提供参考时钟,100Mbps速率下,时钟频率为25MHz,10Mbps速率下,时钟频率为2.5MHz。注意,TX_CLK时钟的方向是从PHY侧指向MAC侧的,因此此时钟是由PHY提供的。
RX_CLK:连续的接收数据参考时钟,为RXD/RX_DV/RX_ER提供参考时钟,100Mbps速率下,时钟频率为25MHz,10Mbps速率下,时钟频率为2.5MHz。RX_CLK也是由PHY侧提供的。
TXD(Transmit Data)[3:0]:数据发送信号,共4根信号线;
TX_EN(Transmit Enable): 发送使能信号,只有在TX_EN有效期内传的数据才有效;
TX_ER(Transmit Error): 发送数据错误提示信号,同步于TX_CLK,高电平有效,表示TX_ER有效期内传输的数据无效。对于10Mbps速率下,TX_ER不起作用;
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">
RXD(Receive Data)[3:0]:数据接收信号,共4根信号线;
RX_DV(Reveive Data Valid): 接收数据有效信号,作用类型于发送通道的TX_EN;从接收到的第一个半bit一直到接受到的最后一个半bit。
RX_ER(Receive Error): 接收数据错误提示信号,同步于RX_CLK,高电平有效。当PHY接收到code error或者其他PHY可以检测到的error时,将此信号拉高,表示RX_ER有效期内传输的数据无效。对于10Mbps速率下,RX_ER不起作用。
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