ameng 发表于 2021-9-26 11:44:18

SPI 口上的 EIM_RW 和 EIM_EB1 可以做 GPIO 用吗?


大佬好,

多谢大佬的帮助,我的开发板已经正常使用,可以接外设了。
我们有个 SPI 口的外设,除了需要 SPI 的四线功能(CLK,CS,MOIS,MISO)以外,还需要两个 GPIO,一个输入,一个输出。
我看到开发板的 SPI 接口上还有另外两根线连过去了,分别是 EIM_RW 和 EIM_EB1,请问这两根线能设成 GPIO 使用吗?

多谢,多谢!


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>**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>**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hdaLTsNnUE98u+oobiZeQ8TSYeg+ZAXizLyUQDDDbXxYHmam4u9WH+PMqUzdHULF5xDdrRnWTg+rgJmykz9hFV+AzT6qSzom2lpyFxf7ukHUZhJSGf8XncP5Ib0RvOYgUkKPqJc7B7fg9Hc/43oGxyqNLAyhvSaz3sSei6TvXoKo0ce4mMLsQ4pcL9Wt2a8j/DzrOTMPTyCyRwss6bsQmfm6divvH0V4t1ZYO247CrRQVRbNzRbl91fA3419F5duv7YSbxyxHQQzpgYefV8RqBxR+LbWp5rDTDYCfxiAH9cG4eTpkzh/RrVEYN2If6H7gusm5gJYK7jKcHdFbzQbtB4FzHiSX8LcTs9ixE7micXc2kIww81OFoeZk3Owf+REHBjcD9s//Qx7hg3Cth4fYe/cAyhUJ/ki5B77B9FD/g+ePB4WdByDM35hKDSAaGV6FOJ8x2NDExcIBW2w4/dluB17Euf7NoeIx1NPLFZNLtYsLvAesgkSDhW80lshuDx3EFa4t8GuOWuRHKd5jpHyyjwETArSVCYVSbjr740Db9WHkOeGVcNFuHL8lm5sSOKR5D0Ou/4zGIFjxyL4mxHYPegrhG+7CBmrDWXV2kKK4lPbcP779+DtwoNnm/4IW7kfOYXcfGdrMcne2kMwwwRZWhO81KEGagwz0gsIPZ6qfzYsO4nf3+6GhTdZZfs66ZsY56a/DI83Z+AicyYuP4tZbzbF0K1ZZumNYIZbQrQ0zNhbQqP2ctOJI9qJYKZOgrzzCs4RB5El+lRjmDGiX8W539Cpm8isFzlaog/G9vHoyPf4F78B3p4QgDS5DA/2jsE73WbhbKWntFY9JghmqrYPY3uCGW52YuxFa8exF8GMkWRAArddgZ85eQfhx2/Xejl+9Bb2BhxG+PGjNrEs8TkKHu8kpk2rre0luPRnJ3TzvKoro9elxkseIOrPLmjqIsCL3Qfg8+9W4GIuM4+Be18ZmJn4/QWb8Bejm8C9h3D08I1a69ESmlbtY+iQXeDxhFjic9Jm2lTjvoXewvFD13AsWLOEHrqG/MwsKIrztUsBSg0uZ1Hs5j6mHM1WBDN1Gejp2GZdalANvlYtl6qDtSpg136ZBR6PX2niLI9XeTKttb7r02e12TbRC0ryGMx5ryu8rtf1JSZWUBWfgbB3KzwtcEHjjhOwN9ngmR0cxoEGZkJsylcaTfzPAjq0hJadYx9vPTcDgaNGapcxOBnCmpjMQUd6Y4W2r12ssTH7EczYmENosLGSoBHfMDCjKqfXZhn37S583O93TJv6o00sw4b8CB7vN4wfn1KrAFN6ZRa6dJ2LOK63tRqxsUU1KI3F6iF98VvYPaTt+wHvNnKBR4fxCM40rzqjgZkC9Oktsgl/MboZMvgXjBi+oVZarI2ODX/7Tse1argaNmSXzbTJsI01/fvnn0IQceJ2rcaHRbX9pMcO7d8sXxPMkGDMEkxdBwMVzDzz9CK7ajMXm1lmzowEN+Z1Qde5seY9Dv6JjQEpEpd8iGa9fZGhvitEhuzDP+DNegJ0mn3RLB8yl5nmzakadrnY2pG3UYGCqmJJSZ904sg6N9Y354aZ4nQUJsejIMnEkpyKx6ozXPE9g+0SIM4rhvx+gva3CRAXVlXWl+Bxhm7bR0XVn5UqMm+bbpeqvRnZ6kd069qg7UNyAgrT7uKxpOpjKHNikHouTffsiCeW0CwbVAhmqrCn4gq8ur2PeVd0z9EwNuit910Bdn/eCC3HHmC9nycXQaOewzNf7SaYeQJj7snBjASKrFQ8yivWxAxFPhQSlRalrDgYjwJV/ElJgaTIQINGYyizTT4KogNwbdNmJJxOQokZdlEW3tXFyXu5+nf1GexHmZeq2/Z+HhRZibq/VTGVifes3ymL7kF8P1v7agYpFMXMO5oMx6EUJQ/vQpxTUGUbrDf2DNvn+H87HupL5AAAIABJREFUNcyUZ15Gyo6fsbmxC0Qv9MXR2bMQqV0ifh6FTS++i8jLEpQ/vIYU/9/h38IVQkEHBK05iMzUh3h05SBivmwPT54LfIb5mXwuQnn6WuxUPV+h/jsI2XwIWfeqAh+V6GR4dO0obkzvBm8XV/j2m1LRrsjZfyB09L+x7L1ZyJKLIb50ELHj3oAXzxW+vSYjauFCnJ4zDUG9X8eqzkMRGRSvNxG0POcCbsz6DGuauGHFj8dt5Aye+0AjmDFtq7I4Ebq/PwvXbeUSU5kUtxZ0RdNu85FYMVGzAEfHv4yPV8QTzLCSpqWSnOVhRgZJ5ALs6doFO0Z9h+CRA7ClW0/s+qQ3QkNUb5LWj0FL3h+OQxO/wa5OL8L37cGIDE5UJ3fjMbQAkN/EtS/bYWGjZvBpyIeQVx+rRm5Cnsy0ztm2Ut6/hKSVX2CVgAdhsyG4/sDESVxJCi7/t4l6/+smbUDy5RRI4o7g+szeWOLKg+fLo3Dp0FkUiTXHLc8Kw5nPu2Djf0bi0HdfYeeH/8bWTz+G/8/B+jGz+Bpuzf4SOz8dhZDpMxD249fY3bsvAr2CUcg8juAJ+JltA/qs8ZlTw4xaBIprONlZAM/35uFhRcDVGOfx3r9w+hQzWTETsf3dIWo9ifWkSTnKov6H1fXcIPR4H6eMTrqUIGvO+1jgxoPnWzPxwIxEo4wTYoNAgPWV3uqajfg5XsjQDviyc79hDd8Nfr5JukpLSSbu/PgqPN1fQWiE5kFSqv6W52VC9jAIwS8ICGZsKMjU/jKTFLcX9kCX2Rf1g21d91Ecg9XDOuHD8b44cOIYgpZNxleTN+M2x2TFBGq6zMQtuVsaZsrv+2FPy9cQGplbAZ/KtH04/EZbBB9WwYymXWWnf8bffDdsXal9N5PsGs73aQJhvTcRdrJAu51hDJVBsnMCAmYfQpEq8UsTED+5Ixa4NsXuzXd1saw6DcvCcezVevDkeWCj1xWjlRFl7F/Y2NANQsGbiLjEVITkQM5qbHdXPa33qG7clNzF9c9bYs20MN3rQOTJSJjwOlZ8p4OZ8gchOPH+s1j1zW4UsXNH8UWc+/h5+Pb3QWYxN78xdqR1ze1FMKO4hTMfGIcZSDIgyWdI3/hL0srO/o6dnw/Hxvp8LJ8QAoXhwCsMwqGew7HvfQE8352NbHNgJnEhNhuFGTlKH2TgsfbplMrLs7BOYAAzZXIor83BeoErlk08ohuoqvbJYxD5tjvBjKGv6vDv2sOMDA8uheKamRNrrRM8xXh4MwrhR47hQmK2XqWQ6/EJZrgFeUvDTGngaCz26IkLaUwc1LRDtnsqwtWVGc3furdm6140+dh/MBbyXLH8h1Bt/DGMoWLc37cP+WwQKNqPA88LsPyHY/oxq6qxqXo308Ch2Ne1PkRtvsedSs8wykXi+I+wb4TqdQadEHWVBTP567HTnY+VP4XrdCnZh6BnPbB1ebI+UD3cgdA/tDBTkoYbw5+H6NnhiMup7BtlnBc2urth9c8nKueEqvpC/6sAZK6xgdmOYMYEzCiTgpHEFn2Z4UDUCFgFM7t+2Y/rI5pD1OQ/uJzOHvQyFK0ZjJ0+R3Gmh6VgRoqCkGA9KDIFM6XhU7DC1cgr7uWXENWJYIYZBLawrj3MVA6ottAvS7WBYIabfy0NM8rLf2GdwBU+3X7CrXimwiKH6nJ1JuvljMZgRg1CLux3FBmPoXoakZ9B+Ov1sXHBDaMVFr1tmcSvftHkNNz2H47Frk2wc32KHoSUp65CwH+9kbKoOzeYkV9EVCcBRM/8G6F74nRzeEoy8SDmlrpdyjgRNri5wPvzbbrqDdMe1VpxHae6CCBsMhjXjcCO0X6wf0+fzYYaghkGZl6bgBuREUiPjkB6eCBivumP4xG6Miqqgpnp4ZCf+hl/CwT4569zukEoO4vIvqNw80E8ztYCZlZP9MddVbuiI5B2YDkODPgZaazrsRqYEWDL4gTtscWQXvbHkXcbweulobjKCjrqQUQwY/ZAedLBh2Cm6mRNMFO1fRh9WhpmUJaFtFldsciFB2HDdtg5YwuyHrJP2DTtqgQzJZm4Pa4NRPw2OHSYuURVPcyUZ67FzpZ9EZNU3bxClj2Yt2YXRuH4KwJ4dvwTmRUVcDEy/+qDoN0ZKFjMEWbK5JBFzMSmpi4Q8hpi5X9/xfXYB3qAJNs0APN5Aqz986wu3usBSBHiRz0NoetLOBzKziOsduttT98zGq7pmmBGCzOifw1G1N8rcXH1SlxcNhsH3u+EY+FsERofiOrKzPRwlCnicaF3Q4hafY2EPI0wH+8fC//folCqSKgFzPCxYshsTbtWr8D5uV9jw7s/GoEZF/i81R/7xnyDoGG98U/L+hA1fAWBq05Cwi7jqgYQwQzBjJ0FUoIZbsnO8jCjOm4B8vbNxM72DdUvgvRs/j4OrT9XcZlblXw0MMPHysG/ItrzLxwb8joWP98JgStPs+5kMx5DdclLgmzPntg8+zT3S0wqHTMwI5OiYEUvLHBthQP7szVjPG8vgvtMR4ZUahbMqNpUEr8HEQPbYYHqBZiC5tg4fi0y81QgJ0Ph0h7w5AmwodJ8RsZPxUiZ+BJELk2xf6+pO6CYbWmt00DNbUEww1RmDCYAl51ajphoM2CmTI7H+0djqWtDbF0eD6UiATGDB+GC6gyjVjBjOAFYjIxVy5BeqTJjMGdGnobUv3pgkYsbVo7dg0est78SzNR8wFhi0BnbB1VmqvYJwUzV9mE09WRgRntsSQKSvb/Cuqf5ELo0hZ/PpYqTAl1lJgUleRl49CBHezszu91Vw0zZDV/sG74U2azYxvSrynUFzMiBvL0IaumKBb19UaCQomDlIOxeEa9+jIU5lRnd8YpQELIAge88DRHPBYt6eiNbJsfjrZ9iAc/IJfyKk4Qi3B7THEJ+e4RGMzeRsG1Bn3U2towtCGZMwAzkedrnKDCGNj4QKyoz6jOEs4h4SwDPV35GWtQM+I/dA5nqe4vCjBzKojy9MxdTc2agmuXfng+hR2/EZLBKw1SZqQjClh5QNd0fwQwzzoyvCWaM28VQb5aGGWXiCaQZXPIpS9yMfa35ELWZXDGOdDCjmwBs2DZTl+pV25U/DEXkt3/gThYrTlWAQTV9Z8NMmRiZf74JT8HLOB4RjvC+3yI+V/V7MyoziltIi1ABEOu4slu4NqI1RK5tcOREMZSJi7DFg4f5/Vfrnygyv1HE42x3AUStvkVipQnJrP0y29O6QkuVdcPNXgQzpmBGLS4xsrduRIb6TIEDzJTJULT2E3i7NsWKlz9CxHktkVsYZtTOll3CtS1RaqgxCTPyi4h8RwChRx+CGRsPFrWGmZJcJEfsgv/mbQi7kaW7M8Na/VZk4mrYaTxgVwBZxxbfPo49W7chLE71sEduwYkd1AhmuNnM0jBTFj0DB5feNPCZGPdmvArPlmMrElCtYKboLC5MmIq4O6x5MiVilFXMe6mm73owI0d56t/Y3tgVi9p2gN+fZ7RjwQyYkUUgfOxi/busyuQoO/srVgtaIvhQMVByD/GjX4CoYU+cN5yTqLrsFjcfm+o1wmbvWAPbVdOXGowN9jhx5s8EM8xzZjpVvm368Zl52DNln2a2esldXOzrBlGbSUhllUHLIqdi6w+sW58LDyL4JT4WfrIShUxgV81sV92a/cYM3Oc6QNUDQvOcmXVzDQdENu6JhuBIoGZiXdmZX7Da8DkzZWIU7PgKK/h8+I7coX/2IL+AiLfc9J+tYCeDiB6aZyQYii/i7+E9MdpnH6KOrcWkLu3R3/sUxNbwaUkmrmyfiWFvNIF72ymIYo0NTWAtwo3VQ/DBZ/NwIOIAFn/+Ab5cf834HSBVtJdgxojfjdjL8jAzFX+3+hhnTrFe6Fh8DtHdmmHt9LAKmCk7+RNW8QXY7GNQ0WC30VgMLTqH80N6I3jNQaSEHlEvdw5uwenvfsZ1djWZvR/Dz7IwhPaazHr+Vy6SvnsJokYf42IKU+mRItdLdWv26wg/r7s1u/z+Cvi7se+4Us3BiUDoy62w3TsKUiaGl+UjU/hv+Lz5M+5qnx1T/vAEInu0wJK+C5GZr/OP8v5RhHdrhbXjtqPAjHjvzCBiib47Ncwok48hdt4IrGnAg9CjLbaOGovgcarlWwQN7YblDVogcF8ulOlRiPMdjw2qp/gK2mDH78tw+9o95B5bi6jB/4JXm4GIWh+Mh2qRS5AtGoyQgxrQUKaG47rP11hbnwehW3vs9VqPlMTqrqFKUXBiNaK/eF09+cyrbU8Eqts1FsFjRyHgg9ZY0GIk4guLkHvsH0QPaad+CrF3u39j+5AvcOCbrxDQpxP+fq0b9s7cgYfap1qqBFOeeRo3l47FuoYu8Hr1S5zZFlURkCwhqCe9D4IZXdDU2FqM2Nmd0HpUAIq0Qb40dhbebfgKpkfqbqV9Yn4pyUbewwc4PO4FuBmBGcWl2ej8TG+s0iaVsqTF6PXsB/C5rksoXNpGMGPod+N/WxxmTs7B/pETcWBwP2z/9DPsGTYI23p8hL1zD6BQnaiZGPR/8OTxsKDjGJzxC0OhwU0HRmNo7Emc79scItUEW73FBd5DNpl8ojpbL6W3QnB57iCscG+DXXPWIjlO84BQ5ZV5CJgUpIFmRRLu+nvjwFv1IeS5YdVwEa4cv4GCU9tw/vv34O3Cg2eb/>**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**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查看完整版本: SPI 口上的 EIM_RW 和 EIM_EB1 可以做 GPIO 用吗?