张宝强 发表于 2022-9-14 10:27:35

两台设备的MAC地址相同,MAC地址的生成机制是怎样的?

data:image/png;base64,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**0zs0ry/Q2WzQvDXrKd14EFC4MEr09vVZjeCH+PtauM9fLl1lpzjhDTfrrCpdDGRKsTR7n77585fnyuMp0bCmxBp+0qkqbbQSK2z9DQXyypaqopWdYnHp1KJHO7M192SY0xXLUzm3oPNMaYbVtaY1tuYoYHmqg9laKDSfHCvVVa/exIVdOcx06Rj6nr7uU3bR0RERPQMMA5mHMw4+NgYB58M4+ATYBxMlDxgICR6odExHePcb0EYWHijlNbTGqjWAp1yYD2weQ9YtlHkueFUQvn0RvvdMljQF9G1H6vAvVciy327wULky6WCm/cAJuQEzeW4eMcWePBUlHZkamR8fQrVfftjMmlh0e9DUeqod3RYeeaPVbqY+3mfj9BcD9HP8+QZOq6H6my6e2AN7rPnaC7bqOdJc3stAOtxiU2jhaRHJevJG9G/v0OlTJqWRL09xLrZw3w+z79+YZayZQcAfYwZmogdlE7bVzZNz/ato5wRy9vHJaq9HqrLx8tNUTz7dbegyw7qfsDUmnhrcx7QYjYrvIWFpzXcgOftCodNbD2EP+01OL06MtVbSJhJb7Kl7SMiIiK6VoyDGQczDmYczDg4BeNgxsF0CzKWJPKnNtq7KUC5ppCljW4GPnzeWoOhjsWSqCvKWR6eQlMqR43wzqQyWBL94RJ3vcl2qqaf/e2XS0W3jg5AxaC53k05LGIzw3g3tywylS+jPssIrjWoKO4DVuHj+lg2R7u8BPa1hwYq3UHiA0+QeGiiYizch0vrEctN8nRMUcu3emdqmpaOTr0eWLeym3udxUQly+5lCHK6Tng7KW1f2TRdekcp9iVp1iOWiLwldWXOft1fGktHZ2iE326yJOpJb7Kl7SMiIiK6aoyD9zAOznkc4+AtxsFXgXHwgRgH041KHzCI3DB3N/0jKbsu4DFEp1RGbwrRLxYKsHSJTr2OuqKgPVujO3FHYVPfrFBbaFR2D57b9dey1leznpB7JbxAfVq6O+Lb7y/QmngjvsdcZy47M4nXNrTO4tvV3pc4iVrVm6roTp1DY7R9K6FbQeLbPfd3Ffc4fQEj8foVSPME7TO8xmRO+gJGowdZK7ivSJqpdZaH+8B+0bekzn7dvfVQbRv2pAUsvDeYbuHJwHrCOulzm7aPiIiI6Dl>**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**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>**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

hai 发表于 2022-9-15 15:09:49

您好,您可以看一下源码中这两个文件:
1.flexbuild/packages/firmware/u-boot/net/eth_legacy.c
2.flexbuild/packages/firmware/u-boot/common/fdt_support.c
如果想快速修改mac,您可以参考一下这个网址,使用system服务去重新设定mac。http://bbs.witech.com.cn/portal.php?mod=view&aid=687

510235506 发表于 2022-11-23 13:02:28

正常存在uboot环境变量中,启动时uboot通过修改设备树向kernel传递,如果没有环境变量,kernel自己随机产生。
页: [1]
查看完整版本: 两台设备的MAC地址相同,MAC地址的生成机制是怎样的?