405759601 发表于 2020-3-11 17:30:34

最近在深入学习OSPF,看到一篇关于DR/BDR选举的文章,求指导!

原文链接如下:

https://blog.csdn.net/jxzdsw/article/details/85007616

疑问部分如下图:
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UiJaNW7MZ6mdfvcl2VfaDeT47Z+nfXdx40TDWOaC933t2KMczfc5OYm53j6dIbExXXkvP6QG8GHWRSMnVMhtBBAh6/BuM9RSNDU4eUr9ECsVvebs8P39T8/vqFXSulSF+/dHWkVP/y5q7ksV2zRdEb9kPJZ3++GOTGXM7udDRL4Sq0uEZNFuyNdvlRGd1YHSQGnA+Qz1z4rjZayU3syxLP42OPK8ldJ+R+GOUhNjFK5TKiSKyC0Dvi2HScRqUQFEKltC2O2VxIi5fvb3TPoCdkS6/iyoQyGk0Y1dare6JtjWJkwoo85dood9IYEyGJpu/KfsyFvRDiRQYFN2ylolDmtOmPCdXZsPjjVD37AvbHVkx/EYU5ilBQzLh9ZUrnjhtidVROSFMbL1JJ4Mb//Qe2bhwDqo4W7GsbghpxqIwSXRQJ+1s6ykxZOaTyLTuZDtHkfc5VXITjw5eHej5wyjGXhm5a6Z6zua/EF1eQ7u/8/UovOVYdY1gnjOSVfXsQ48xt7/lV+FtZ6OBE8ed/kAQ6yFToq4P4GNl4VjwOco6PIsOQt5vRcUKHqXKWhP3mMPp3F0R9G/1G6i2LOe95Q91b1A+XxeWTBVNd/m32+DF5AyurfIB+VitPqkOZ/563ewY0In5cTdSp28X2Fs1db3509cyONw+9SnNnn4jnidZeqfJ9JMNyeiWE0h27noyCQihUQ2rVlpCtRngwuVC+r5G44nmEct1OPMrD3Owd0yuqpWV8vFD9Laq0BX07vR/D32/hK65mZXl1lumtp2dywmpWxhruWPBTUOTYHhQ1HmNGT40RpgznFcu9RvBakxkvRubdsEuhwJ1oh8frN/bwvGDnV7fSi9uuQIXKg+9sKFpBKarvUClWPp2Np7wUrlbJd6p0xphxFyjkYdm2aukq9PBXPe9KroDdXR86+ZdesSLqucjo2MWU4imh+z4r7LNvYc8XdJAJyFTDhHUQHxNVdTAe2VfpMB3ofQ5FYm+1dLSKSLHBHHyn7EpNFki42ZM3YKz+YFtHaeUCnYmVKD5gmhGjkgMsX5QSwm0FtapFhWfq5fmycCBi9cxWELRHylYMNuu4gfP67YFPuvEQjnFCcOx3/8BO+L+eS5aYpNIocrl8GlEwucqk77BNhrB0nFBkiJznOXMMJtNnhpxkNMY4dJpQ9uuyDMMy/CaWFEQIYBVSYNXncySBgFr1vZ635wolXtS3LYjLjTztAb/72ryHUkpUn04J9zacjVa6Q6OnzrvfhjF3WJWZyHh5vJi3WyC40Lu8Fe31wpbC2eElW1JtRjkOXEqNGf8YdEHfURr0GJDyuecKGr+v0+ZWQpDZ5U19aF7ATCbn4B2D5XuGXv0sSoo1ADpMsNYxM1VU3y9bIUqLhLKVZtsAHA3oIAeXqS0T1kEcTFQV0zpDWWKgzmHAjkPFPMvdTlFNxgjMlmkoCOemOlQYfjRcuWNo8kxNFkWRXWp8Ltj5XiaLt8WejNWKiSIQhO3+lWbfSiO0jYdRZ6/UvysF2IRcjpiN78c2GFCnl3EDR5UrroiNGoJjkw2r0fsoK/ZGjIGtoAQrIh21ZqnMe6GlxmAyq1LRzIixPasZb1trpEZCs7Zzdp2cqMzqQsyrqScyb9+rCkGh9smy4Nx2b91nPTHpMNwitPLu/KT3XzAzYVZm3dMZTdOrugs2D+J13H1a82wYcwEHHS8yJaM0vI6tLRUzXeGrG6s/aIfGarVyHAfjEo4HOgyYMACM0tDItEiWxOieVUJhFEoWL4CQHXSb69C8pp/3IR/aa4wtp51GQ4cJFsy34Wdt2jZqDJYDr1IKuSlyTywG2bw2xJ7V2oy5Ixu9Auggo3I4HcRFRlXxZ6911IpyROdX+TqHARuHivU3OvNtbM8qocsMsWc1kXW9v9GrFsZyzpGTur1NDdnQXi6H5x0yJL8X9mSsVkwUMUEo962wJmGL8kS1qcRDuaG9j7zTv3ib+mtTgh+RBq9RDPRAtU6g9umm9+4qg7xI9kkFb/i9O66wMZ+u+N32COk9fqGF42En+PCTXtBhdnQ4nfpOGWuSarT16XwSx/a0E6u5KlmRKMM9KcRUuC71SQe94hmsANGffzg9E282YLIBbYyoIf0cj3YgMCsAZ6f099Di+HsbdUKcgb/ntr/xMuPV+KRkw6d7taJqHCeeES73E4k6uz2T+2T2E2o3ZBiwG9bq3ieSfMauAKHI6OiCZHir6JebE94fR/g0hmekL9kmMj+NgA4LX60W8YgErQQ6Clez0uDJtqDQOsppDyhDVfSte3bOylaI+iz41VAelRDv89BBQqCD0DRjgesGH/RvMlGXdLrNI04lJUuLwvwLk67ZycF8w52U+QNHprVQ+QsqjV4KGZWiVjX38w1uz6kou3x3J8jvzvTCgKUg9AeOWlk62dgZHZ/KlABtCATnBZN5LBNfZMLRISrqVnaGSB325W2Cn306D/dqdPxuW+mKXhQiaU07Aav3LU+C8IYwe/xGDbEwHmFhnH1lZ70nW5PZMe5hVqGf1MrTvNMeF+UBJFZLo+hV2EhiAjXJ6RCbZyvBVOJ+9hhS30NzJ4/X4mVfroTJCatHVsmJjJfZbKblCFOKgmOp2qGvap9MPgNtxbf4unzzdI9IRXwu5giuoH1Yu2WnIiK+nnFlj8nfuislRJIaa17ZqI6xB6VHoZKfnLOr2xs+H9Er641Do4tQIr7fmqJ4X7RvZcq+LAzVVnb2DwM+BBkDEDqIVx3QQYLTI1+2kAhdWcxtot2NfK5deaSOt7Dvu5SK7OftN8xf2fF8FW5hIqIYagjlpuXoVZNFeSKmd8j0jFUCE0rlTH6iUUsG5khKllIMFtprIyaljVIQYh8u54Pmxv+EQTR23u7A6VXpqgQZ0nOUC600yv0+Bo6rQLY6i/Lgdw23EDxehCtpcrWudu+YVgjiZWkTWCjPNTdQmwRLdvZqYhUgCJUMy5xNqtSQ8jZ2M5hVFtN8kqRmxSWZudckl2LynslVP51IQvVTtbIoPLnhZw8Ksw3PPrHzLlklpzZe9L5kmY3R9lqL372VVvF5ljX1QXeJGz6dMwRioWnjIpJ5pFcgTHSCygB/IuWkfH9frlJyVJwoz5MWa2LFKV62XFZO9SmmPSndJgRchhsLZ8VLOMb6JteRyhoVek9TvALpW5kjrdz9bkAHGYLp6iAqYWjmyxbW5+PkPvzcfuhoZnVPNibRzpDEfC91oYk7OB2MbJQhwPz/Lm+blWvXGVMu/wyParJIOwj5ONyqyWJvzs23xmSN1TZkpd0750x+6mNj7sCkBGssFCEwFGKZ+Ih9J41icMPaxSf1/UjWeGfCRyYz4UmDZthQRe8BOmSowKtuvk054sBRSQaIb0aqP7KXDkJBXyyNx+u5HzKrVyirvmFl9oqm6qyd1KL7gYgJhA6V9CYlk1Qps+dSGZX9w3fNaqWZoM0qXi5ZT5kCojCJlxI3a/bf2u8s6nZrfYvzx+jxiNMaL9Iw0/ViyzQpJ83vTid6vPQgAAAgAElEQVTR3yn0V7L16ljvssRWLKOOmLr9kMpJk1qBaMPpcvvw0piQ//Lri7Nkiza434/SLQ0Xz1lx/jC3+qOWZbUZzu1nSKXrOYhyCLFXFOkwftGHGiVwL8bpARMsaWdlUGfQQeK8cx3kh1xRFbpsyaqgGm+h00DtsR66/sy2pJT8o/blHjTBkowgiPXtiGw81Qar/vRQeTSXfWujw+U/N6QczL9pRMEATNZYbWn3MQ0Tyq2VnJKN55EQHF8xsP6i54nIBm3j2SS+u2VCuMIJJj7J1gihRsAUZkWVWTPZeAOHEmYyXFRUqvTg136jk+nJ9jNj96HgthMU5DLU6gu08hAJwWme2WdSS2ElVSLT/7YUG5UN1EfHzTcbLUWiSGGgjcsoOpQm5rE2Rgr1zu23ODWl30Mz4XIV32yd0nhpMxrvgj2a6vuTMW+4Xm2xldOuY8u+623COZiRo/H9kO07fdQG72qTUtT6r3x0Qtd5cX/XMn9Uj7kMm/XHjHJWsKVS0FR0UvlnJ5RDQu+3Fy+qw8zZamXNh7l9jkJpF8/15Y1KGiaNssLVl/57VodIsDQU0EEOLVMFU9ZBjns54ExRriOZwSPJ6rIh3cr4nevvz6fGPbkvd4gESyPQ9EsqCV7wVYiaPtEudpR9io3L7BuEA0fZjcx2vdjxbrDb1F214zryjndu/r/8ezF9EPfcrAqetdmt2GK33iZPSpZts1rp68W92G61sctnP1+9x8J+mCxje42+cLeQ7+SVq+h93PsughdTZQzu3Tx6EZbH+1t4T/G4SBsUQdSLf2+vQLIsXn/QJ8tyrGN/J8qq/jt8vvxd3oPuf05Zmn4YllW1p67vpm1LD1XOVN1H6yzyTnbxzHl+m5vfqX4Qu7fpc1Q9iWuifTFTr1QZvDPJ9lHl9Pu56f9eX93XeDF1RPWTKvQ763uE48GVRerRYTndsZUeh857JcZe2VuF5XPur++TlCt2XXr9yO7X9Yf9vHgfjY4D9RJqnNMvqP4WrcOSPh9B3zt2fWy8EzdS/YtR72iPobAdZfsFN4+MO6LssbFml6tEDlLzhv5D5VwV66vxPpwpmPeO0EGct4EOkn9GolyRM3WdU+1c0fesvqvaInJtoOe47ZJ7L/p+xLNqy28/P2ozVMgX7x60ztHel35nI2upvmv+5t6zXI5Pm19//R0cP3/9tfvz56/dH3/+3P3nv39Erx3dWM1NpqlrVAdqB122QxUI1upBk36gNVFQwq/kt1YJbTukfocOEwV1pOotbSC0Coz7d1dxriYlcCJ/i7Vb2qiLK0z+ZDGoMCgQqMlJp9jApQ0w+yCNFVm2dlyxrMIYK1P6msCoT/TFKuM8MsFEDZaoAjv2eLHlQ0dF1ymvVd+EXG2dLZFrgjIc3li1+0ipY6aaDuUk+0Zq3kgZqzvrPSkFuLPCrcua7N+2okk/Jzn2AiOGdoow9wdaPpG0Y4Zu/ykZq13mvdCxBh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想知道“举例1”中,40s到64s之间,zebOS路由器在选举进程中都在干什么???为什么zebOS在64s收cisco路由器的hello时,有会重新选举??

请大家指点指点~


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查看完整版本: 最近在深入学习OSPF,看到一篇关于DR/BDR选举的文章,求指导!