lixiating00 发表于 2025-1-16 17:27:08

LCD屏幕设置DE信号的方法

我想将DE信号设置为低有效,请问应该怎么做?我看到sysconfig*.fex文件中,有关于DE信号线的电平设置,data:image/png;base64,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>**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**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**ji7NfeWj0Sr/hr803IE9f5nbgwTLcyKUjeqRmMN2ppsatiLZWA/+UfxOxrRok8dNEJ53otYPOX8tRsEct2wKeYuaBjB0SPGaR87Rz0XhrmZ5GzhtHbfNVX+PIugZiBihDv7Whb47385PMVIr+/Qg41JusEywh0ewR45mWL8prpkJQ0ynfRO+s9FrfKgjVlmIRkgH/6fR6+kArstyDxHbR1wfxptR4cXDgfg5KOaCVmu3lJWP+OtZ+NpIAbwYgs4gppKQIt91FA27HLBqwkgVwhEIeuTu0t5XORyLlN/u/7Z88TgRYaL5MM2ie30ZgOdUE4p/KIwCZaRvhKctsgIbJEWxqMiJ/s/oV10ObDudsC8iA+2pHLm/Ct24plwfRhM5ULyzHt3n6L736WFeX4qSmPB9qicfUNunnin44Pk3kRKtmE5Nwg4AAynII+4FNbIg+OlZ9KlJCmnoEoLLr+Dsp1Qus8ywrVbTJOpfRMHFCbuWIeW8KUqJ9v+n7MKNwHK/rI3A545cmyN7pFn294RspoapuBT5c3Xwv3ckQUSQllxYv0O1J+RD/49JJtsUA1C/dCPqtuZBL5lhlj2IQVyLG0ZghKNgCb2ZiFo4Hj9qQZCmLj5pSLlepSebvpfPwkOiqV9sGxkxlwpysXA6/fbBK/HzcarK5u8GYgzzeM8tMK0ulbdBjpBNsRaZ+ruWqSibmXJHdou4GYpX4RNAFkoaV08oN6N0jwln1jRMU7+OD2pMD6pzq7RzxpMQPF2P4g1OtJ9yw3v1JvSzzbBuqCbjSjvSQ0zmRpaZUAL/LyyRIfjP96FpSxG2HQ4vnGiF8Rvi8xr8Z8Tn7WFiZDMPVS1VsIuFgHgbOGYSMlOXWQ+BlVVoiZ4LmhQPOncWoLixG4PnfQhMMyBnqQ2lLV3o2DE6gigrbhOoXdwIey5FtNTpdjj/vhi7wwvcSaK/o8/AF7LCmjdbKLBBeAZJyQwOo337PvQJB4PeLCt6HetF9FMQn5yJNI+1BC4OofelLeiWI0WM0M7MSoaUaflMJsIOAIMZj6sh0vnL5lHeBTDcH7s+Rsq6hEx4freEecsUE0b6wSLM00VPtxgvIdz8g/r1NpFx2U9R2UyH3O8o6wkYHqmONKTUhUylpeXK+Ylq6o3VqKYrbrST8R84VYuyI8LBoINxFRnJXU7FSXzlQ/TFG5BcScbcXPpvImoh3mh7MjLWxScXaclmkOrTbym/pHlYJjv+JDy5eB50IQ/Ovpy5ZE5F2TSub0DNJqu8Rt7dKpuZcntf4/c35BEFw7dFMzEWN5SRz6/ro7y0EqwPiw7t9qEoMgaYHo+d+CBRIyj73v7Dl9gTOk6Mj5OSRJ8xIyqpMkesMiyabu18dOUIz+GMCylg/W21qCSj0V7kVOYRTc9B/ga7egFxSRlJDF3oHLlnzFFcjyHlauYuYvi3X8hlL+9+sL8zYjVfaQ3JtlDs/dmXh3hMqGyusWKJUGZCPriOhddcUA5lbj0zdbiEayJU/sthdGrKMfIoRv1tdIhljhGPf0fuIXDj90pKuthWiZE8usMVlzonNZwXydchCrzXi6b921BcYCeFSZmXql+2FhtH1iAZhO8/xKcfrgptHkcelSflizWo5aRZLyEeZ71KxEbody40HemP2BHGtH6JPA0q5L8k9z/KmhjanU9I0dvbhP5wqLlwULzbivpTymkygiF1FOu/lY/k5MMiFpii1jL+SOpUI+wACIdIq6HRiSILBKnoEmHU+d3Sd/JgpxJ8drkJuuAnGEwUvp4iXnn0lgzQRbbbqDdmXvaTTzbvNGrEmGY3huDpWhw66VamNgquUvv+09gdR0QEb+k6MaocxPA/JYlaSEDGuvhkJA3Z7O8XW/xKWPh39NucZ0nudQj+dhDdmYnmFJVNI2zLcmSnWOBC98h2xfIRXv8pAXevbMaS1Llg2tCAHuE17IrnaR4H/zysrAvwTSuqD5ZSASmrzkMyInddNY7WaOc8nsUlEdM83Ywna+ww04XSbCtKDh5FqbyA2+3jnfOXZKeI8dEaONflqnM3lZWpG8RCNPSr59zrSSvVmPzFTOSqq/CL/LCur0PNo0JFosbwdOIRlaTQg8r+udAN+C9+IjfA0uxc2LbW4XmxWm40K6vQfLQOpWtykSMW0hQEfwf3ud/J7xYxj+hXblyiRN2iQjRXCCdG6mUittYR9arnoCMFJxMz6Tjlgkc2ACzYeLBEDe2SYFxVijpVHry/fj1mG0pBtst+QmVz5tfkDgRfXoP3t355VFSs7uvY1Qzrt8QPd4ast8vjRWx9dIKe49UOVK2K057cLkhBkct37gqqAwnCrqnTdnvpKupPChvLYVuek+C6zFCcXRLM9tI4IY+ZIelzYVLvKfpCx4Ea5M+mk+vDcCVZ/DAZM78q13Dc/HcvPJ/LNRw5jzlQ3WiNG3rteLEDzSKcM9xXESGvm/5WeW/tGiQujxxED+ueOjgeM42ueZCUQXzyb7JEI2eNkhIP3ztueZ963dx8VO+ywyL3V0LundjxmDADqN98J8k2lMEhtIcNtmeKUHksdptlLfr5Zlg3kbx9l14i5MH7v1B/GGEaddvmkX5T3l2i0SHrLaHPhuKPpKZBOFos5xEn7A+lUHMnSjZVB4B+UT7y1liwcHqCyIJ0dIkR1Pndunl4ePNamKlu++neifcMSQ3fhx55epxEukrDXqq7YV1lVo5cps3bM12RPqrsH7KhPAtlP/lkkxA7uLVRvaL+J3LEdXx0bo81nORDXehUbM8onyeZguZ5o3Z04GyTE30x2/rRY695FrkiquHzIbzyVjJJJ6J08VxqUzLWxUdQB01nmLF2qzWlfM+6vjwe2Tz3Ct6/Qr/lPIzSp8zUOvsx1JOpZE5V2aS6IUeyhnDjcy8+EWsuiHqyhvTf55Q1wKKZirKZKUmD23MXKt4ZSIo3qzNmz+j4+7fmrKEXVBWDiL1bg73oPPUwatbkQBJKOmVAxBJKn2m7KB9eGfTg0QITdWSFcHYVqulUKBe9uDZfHZUcJ3H3Jp9ro4JR1w/V7Ese7OlE/9Ia2ObqYS4gwSxQLgkjts/pzNC7jm/moepArCAFznWiKdle88k4M4RLG3OpfIxUUTviLFYWzTTMNJhg3VBFh5o0AhmM/+JSvwv60f6uFQ1P5cD4iANVdEQTf8/+0a11IG+t06nZF5uZGgyi6eQKtGwlQ25+Pkpb6FB/EYQ+68fxeFs8TUDZT6hs/moY3u/nIIcUgZKWLpSoydkhzbZTw9jtcpqsrEZXzFxBCZYyepYy5SyuLIe3PiKlV9766HS3nBxB3L36LSinDrBc/p5gn/50OD8Ajz8PBoOoA9Xo0NQB7XP3/8wFa50NOXPy4CClxbFdSR8h7h7l6fGO+xLWLTBBR8Z/aQsdarq2PxkvhkeqUPeIejKCshDaeO/r+sSLfOpLpcUlaO5KoYZP08MowjnFoSaNEPgQA5q+ytf2Ooa+V47cWSbYNtfRof4QJkGeCIehyMOFf1sI6a3u+Eb/5U4cP2WWdQnD0kJU06Elo34zvOe5ehaBWPCrrRa9MQ+lg+lpJxqiVvsnDRL9/6BdAX98cj/8HinhjxhgEFM5qC8ffdsE8pOKbI4LxQGQu3oe1lqlJJEF6egSo8jzu1fZYXpM6EL0biezMBP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VfGH++j4Oysh4JXZ+rGMa+t2tRSUq3W44CoevP9pHBTkp7Nuav32dFecNG5M6i/HwveRh4eqRZPsIwP1IG52uKURT4qBUDXpErOkzTVkVhOG7YhtqTLniuqE961Y3e05fk59ZN+5qSpuIPyqkwfpcMn1lKWuCiC537t8B5UjlXMGPFArKMQmQA/rgJfR8ppSPu3ddYrzz37IWwKqmRjFn2txsR8bID1m/Su54jw/CUmkwIB1fh0tEFVvWLHag57Bh1MIgw+94sb6U4XYLhQTIW97agaqTN0BD0oHfvFtS+NgQfZV/wSj9q/3FYlglDTtwcn0B86N2nGMbFiWRhJRnVoi7Rc+7b34uhkXrohT+Ox+9xyzyqgWLKzG50kmEuXx30wXVyN968QG8pfQuLMmyvxDSmfVtq0XtW3J/aCGoz5HvDgHkxETcheN/ap6zLoeZ372/8yk8RC18Oov6FYuym>真美妙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是怎么使用的?还是这个选项在这里无法使用?




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查看完整版本: LCD屏幕设置DE信号的方法