关于中间路由器设置两条默认路由的问题
本帖最后由 C、 于 2014-12-27 01:30 编辑-------------------------------------------------------------------------------
拓扑图
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R1路由表:
R2路由表:
S* 0.0.0.0/0 via 192.168.23.3
via 192.168.12.1
R3路由表:
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**sgep+HVI59QgTOUUi58HtaMpgExb0hyhfTxKTpjkltnmXmvjM2e9UUYn8O3v8233xsNz85KWcil38DiG/iEIDQvJh8cn1BgDPK8YVUOKVveZJ1KnxvpNBgMXSOCdCNdBu7kCJBcjKTTdArvS51OiuOy60wnT2cr+AMOdN4QCM4uhlaONw0eNw7WGgdPdVA0w8RisVAoJBPfkI444IUeZH5K3A+aeAM4FfeviDeI+IzRHoRGYKRPw9ZhAiKOCX1Qg8Ky9HilFQ1vgLsP8sUbpL50+bdw9XWKxeEupynAybG1ualQzPR4or8PK/GGZFnkOQHIU4M1toETl+QNrROp4+ynLr1zgXc88qd/lLq0CHADRMKtqXsdS7AcaZ/9j1aeeOfCpXcu/ebqV7wTvOwm9rdO7LeHwzw54IzYqKNVciPogPGGsCymBpoMBoOhaWCgE/IC2zmSTGMwdI5Ib20amEr+PQKTkL4zk6KpqQmQKiMLAjXzFDPhcMRin6g1Dtaesru9s9zHG5aXl2V4Q9rS83gD/yogHkFg1WUdFymzLzppl+UN6VKkJiIkEZTpqAl53sAD7xEj1AEZhWXp8UqT9f0XEG9QjKBTqQKWVhBloVBpinWKc0lhBgqaSr56IV9M4CoH/GVLD1SgQBHp+g+lU1og1jTJG1q8oOPspy69c/7SO+f/4uz+Fu9+bzQ8G54PLaYTtM7SbOrP1lmajdBhNurgrnqj4dng/hbv/pagL3L2GxvvnP/lh4rVO+8FFkPdoY03JK15ymKnKYLBYOik0gmStCJ9JsUBBERCekZ0eqTT0NnZaeD+EaedGmjCyRtmZgJnziwshlYsdq91yBeNxsKrq+FweGUlDOcNgnABGG8QnNDsb8hc85iN9qDHbFDPG4J2YzooI80fkL8XiSemaeegsCw9XmnFEd8gW5w8xTdk8kiKUeIFstdh31nRX0q1msq0HF7SIFc2SF2J21RPiIYsAJrK8gbv/paHPrXxy/Mbr6+MLc6zEUeLt3WWTlr3wZUwG0myhMGVcGSltSWZZn+Ld783Ep4N7G/x7m+5/xu/2n73TU6Id3+L1xFiWR75cIRYNn1Xi3d/SwC6pCKy0ppN3kB1GgxNA5PpXxxF6OwU8AQqfRKEpoHJZBIIOEkURVFJsdz/6VuaBqiBpmQpsPCGNBiGoWla9O1IIG8I2o0G6eQE77cwBoHVFReZ8jukfnNxkCLBcvMU/NKmi28AxzeAsXMWoWFBYVl6zNKKYT2FQoq8rKfgwDNcqO4EFasOsYT4qdQU+raOcXoCoWzg1aDiCsmOtwysaZI3NI9Djk8sP/6L8y/84vG/YsPBAHfSHuJujdjFiRfm0ifHI+FgYH/zJ5Yfv/nuB9vvXn3a0zy+vxnOCVh2bpwTEvBF0pJ5ApsX5iIrLdByZg4ob1hZkT+SvGFyoMlg6KRWkhSBSp3nkqVOCu4ydFJgmZMDTbx7+QfHF7jbOymq09A0MEl18niDbFGztz9F0G408Kw8nzekzX/S1vOXM6jnDZwQszl5jeMMwcxFmL+BFSURykvTCvT9KcjyTHUoMEuPV1rhf79B0feRz+83pPNeV3yoZB47iIpYPO6qNIXFYur4mJK2soFXgyL6G/QMcFBNk7zBNAY5/tv9L/zi0m+2N7++wJ1pCdIsy7IROsyybGhBmHhhjo3Yud/jkXDws9/4FZfpM8upk2xoIflvMk1g/2CgxRTwRdi5cUHWXEbh4Mocy7Is7RuElVB8wHjDihKoToOhqbOzydBk8aX+NnRSqZ+ZX8mfmbsyJ3wWULyC0Cdh8fEkiv0NFsqSLgAc2dkP02M2SBZh8uMQMjEP8vMU8l955CRx0QxySbnVEhLGkfE9pN0NvD8zgKzDFD092XhtKHGgjLzowe8FJ038rpuT70VKkqr0JoDS5Od7kcrx/qygUHArCZymzypvWNvYAi2mQPmulgyw9F5ApoD4BpmQB1mx8rNFQE3TvMFz7sb5cw8KbfCD9z9/4/zP//33H7wWG086CsLBmdRVdvm1DxKJRGLzgs8msd/jDz51/eb552/82Z+wYlZhWxF/7CG0sN80Zg+xc+MzaYcEL6Ox/abU+chKi1besKwEqtNgaLL4BH8bOilpIu4kjyKIE6XhszQJZQrkdFKp/6lOQ5PFlxIJvEEAso+2IqD4JMQAACAASURBVODfbwCARDcoAT7jjDryF4s0YDfJ8v4UqCqgBlqoVQGj1yeTNSBDubgFkAEUXN7Q/t6MVr0oO0DI**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**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在第一次互ping的时候:
1. R2可以ping通 192.168.23/12.0和3.0 网段的地址
2. R3 可以ping通 192.168.23/12.0和1.0 网段的地址
就是除了 R1不能ping 3.0 网段的地址
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第二次修改了R2的路由表:
1.0.0.0/24 is subnetted, 1 subnets
S 1.1.1.0 via 192.168.12.1
3.0.0.0/24 is subnetted, 1 subnets
S 3.3.3.0 via 192.168.23.3
然后大家都可以相互ping通了 。
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本人疑惑在默认路由是有考虑优先级的么? R1ping 不到3.3是因为匹配到第一条默认路由了么?
@tea 亲测以第一种方式可以ping通
R1路由表:
R2:路由表:
R3路由表:
效果图:
\_兲鏜有罪 发表于 2014-12-28 01:01
亲测以第一种方式可以ping通
R1路由表:
还是只能ping通一边{:soso_e103:}
本帖最后由 ★浓_眉☆※兴 于 2015-1-5 16:49 编辑
ip cef默认是基于“流”的,楼主可以show ip ro 0.0.0.0 打“*”的就是默认走的,这实验没有意思。。。。
R1 R3终端搞条默认,中间直线两边的静态即可
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