本文介绍binlog的作用以及几个重要参数的使用方法,同时通过实验来描述binlog内部记录内容:row 、statement跟mixed的设置下,记录了哪些东西,最后会简单介绍下binlog server的搭建以及一些关于binlog使用的小Tips。
理解跟熟悉binlog相关内容,对复制原理及故障处理会有很大帮助的。
aaarticlea/png;base64,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" alt="" />
1 what's binary log
Binary log 用来记录数据库中发生的修改情况,比如数据的修改、表格的创建及修改等,它既可以记录涉及修改的SQL,也可以记录数据修改的行变化记录,同时也记录了执行时间。比如,执行sql:update tabname set cola='a' where id between 1 and 5,修改了5行记录。当开启binlog记录的时候,根据设置的binlog格式,可能记录的是这一条SQL语句,也可能记录的是5行数据记录的修改情况,也可能两者都有,这部分详情可以看本博文的第3部分:binlog formats。
这里注意跟general log区分下,binnary log是记录数据库内部的修改情况,而general log是记录所有数据库的SQL操作情况,比如像select或者show这种语句,不会发生数据修改,则不会记录到binnary log,但是属于数据库操作记录,会记录到general log。
那么,开启它,有什么好处,有什么确定呢 ?
首先,好处有3个:
- 搭建复制架构的时候,需要binary log 来记录数据库的修改event;
- 数据库宕机恢复使用;
- 异常操作,紧急恢复数据使用;
那么,当开启binlog记录日志的时候,也就以为着有一定的IO量被占用,相对而言,数据库会比不开启的时候稍微慢些。但是由于带来的好处比较多且重要,这点性能影响在大多数情况下可以忽略。
2 Binary Logging Options and Variables
2.1 基础参数
- 文件大小
- max_binlog_size
- 范围4k-1G,默认为1G;这里注意下,并非设置了 max_binlog_size=1G,binlog文件最大就为1G,当事务短且小的情况下,binlog解决1G的时候,就会flush log,生成新的binlog文件,但是,但是,但是,但是同个事务是不能够跨多个binlog文件存储,一个事务只能存储在一个binlog文件。如果这个时候,有个大事务,假设单个SQL UPDATE了100w行数据,SQL产生的binlog日志记录有5G,那么当前的binlog文件则会出现大于5G的情况,该事务结束后,才会切换binlog文件。
- 缓存大小
- binlog_cache_size
- binlog写缓冲区设置大小,由于是内存,写速度非常快,可以有效提高binlog的写效率,如果数据库中经常出现大事务,可以酌情提高该参数。
- 那么,如果观察自家DB实例的binlog_cache_size设置是否合理呢?可以通过show status like 'Binlog_cache%';查看Binlog_cache_use and Binlog_cache_disk_use的使用情况,Binlog_cache_use表示用到binlog缓冲区的次数,Binlog_cache_disk_use ,使用临时文件来存放binlog cache的次数,如果Binlog_cache_disk_use的次数过多,可以酌情提高该参数。详见下图。
- aaarticlea/png;base64,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" alt="" />
- binlog_stmt_cache_size
- 保留一个事务内,非事务语句文本的缓存大小。默认32k。
- 与binlog_cache_size一样,也可以通过show status like 'binlog_stmt_cache%'来查看是否设置合理。查看参数为:Binlog_stmt_cache_use (使用缓存区的次数),Binlog_stmt_cache_disk_use(使用临时文件的次数)
- aaarticlea/png;base64,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" alt="" />
- max_binlog_cache_size
- 默认为4G,如果发生大事务占用binlog cache超过设置值,则会报错 : multi-statement transaction required more than 'max_binlog_cache_size' bytes of storage。
- 这时候,就有个疑问了,为啥存在了 binlog_cache_size的设置,还需要 max_binlog_cache_size呢?
- 其实是这样,当一个线程连接进来并开始执行事务的时候,数据库会按照binlog_cache_size的大小分配给它一个缓冲区域,如果使用到的空间要大于binlog_cache_size,则会使用临时文件来存储,线程结束后再删除临时文件。
- 而max_binlog_cache_size则是严格限制了一个多SQL事务总的使用binlog cache的大小,保留分配缓冲区域跟临时文件,总大小不能超过max_binlog_cache_size的限制值,一旦超过,则会报错multi-statement transaction required more than 'max_binlog_cache_size' bytes of storage。
- max_binlog_stmt_cache_size
- 默认4G。超过则报错。注意事项跟 max_binlog_cache_size 类似。
- binlog文件相关
- log_bin_basename
- log_bin_index
- expire_logs_days
- binlog保留的有效天数,过期的会自动删除
- 这里有个小tips,假设当前binlog文件过多且大占用磁盘空间,可以修改小改参数,改参数只有在切换新的binlog文件时,才会删除过期文件,也就是可以等数据库把当前binlog写满后切换到新文件的时候删除,也可以手动执行flush logs,手动切换binlog,同时会触发对过期binlog文件的删除。
2.2 重要参数
- binlog开关
- log_bin
- 需要在数据库配置文件中添加或者指定--log-bin=[base-name]启动DB服务,重启后修改才生效
- aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiUAAAAyCAYAAACDIavhAAAWp0lEQVR42u1de5gdRZW/YJ5CXhPiJIZgmMxsiASNhshjCQ+RJJORRbIaX2A+N7o8kpDJKOuGoKvsgrKuInneT0RdddkFl08MJuY5vmB5KbobMiRMZjKTzIAkE0QJ8q2sqa3qe7qnurqe3X379tw5f/y+e7uru+vU8/zq1KmqQqFQIFZoaCGtrS2kwfZ5BAKBQCAQCDdgJiAQCAQCgUBSgkAgEAgEAqEhJU1F0tPT46HYlD+hG1paA/l6MphS0sY3KKa1mkgR0t/a0lDdDYLV/UEyTZl1O6re/GslLQ227zWQllaX5wdxfbHqW1l+5lNPIdImJRl2Uqyyx1J2WSsQWXxlJCWx86VM8WUtT9nkYGXWUyRNKdSpssqSJyKWlpzed3oC5RbKO00YrxCj+V1STNkOpBhRj5MfA5eUZN7voh8jkpI8kpIQOxc7ASQl+SAlXB40Fcvf4SbNl6aixuKTMSnRypIjJZOOnFSRh+LhR7m6MH1+h2VjZCEDpR+bpCEpQVKCSJGUQINqKUbNePwoR6a4ZWHcNJGMeHiEhHuedT49xSaznDpZNKMq7/s686SGlLQE7wodjkaWMOHi3jPki/VIlI9PlNOhHIwKmL5fuu8yeoxRDknyRTfC5fKsWCxG61wMWYx1SZTFK59WkKNI5RCtAhJly9VHZV0ypM9OyaQnp+uARAyL3ouWpz1RVNRBbZsOv5PJ9I22/DR9siBrkCe6viAJKbHUAdI6qCElKjn5Oh8ir6Y+GVFtpESt6P2KER656MI0nYhsJCLek8qpjy9y3aLuLEMESEdKuEYRfk8jSyR99NlitNG5jU5N8cUoB124VDHbdQJJyiGJdSL6bjTPdAo0jizSuiS+G9SHkjze/aYoQRLrsie3ti5ZpM9ASlKTU+Gr5BIWyW/ZaJrJI8lv6zqobdNZW0pM5afqkzX9sEVf4E5K3HSANSkxyimxqNmUH6K6SEmkE5GRBb8S6MJ0HTv3XMCIvRGagZS4yOLa8GzjC1mPdLLoOydn5VuOcjCGszpR+q61vAnLIT4pkYzirYhuQlmk3xRkCU2BccpDtM4E14L1QlWXbNKnJSUpyhkZvYt1QBemIcYsLl4RJfWRscmzrEiJURbLPpnPO4u+INY0tkvfY01KTHKqSEmM+BADePqmwTD3JypmZYdlY6blOkXbzsJWFq3/So89KYmb9pBjXzRfY5GSlMvByqLlfcehs01YDokco2UjXk2+xJXFqi7xstgoe64tREZ/qrpkUe5GIpamnBJriLws5WGpWUp0ddAmz7IkJVpZNH2yzIrJ8sUmfUl965z6Hp6MOtZdFSlJkj5ElZCSlEfoUlIijrrStJTEHVGaGqPtiCQNi0CmlpL+ZcIijDInLId4pMSh7urKz0YWq9GtxGJjVPZ+fE36ZZCOaXBq72nKadMmjHU0pk+JqQ7miZS41iUb0lXtlhIkJYOclKTgUyL13xCnb0SzrrRjiOlTInxLOu+p8nNRNgC9j0dRXPIo6YDd5kKT+5To4lOtfAhM5g6yJimHWHPEllOSofjiymJ6z0Budcq+fwQcbgfqumQxn69SsGnLGThEh/Pe90tRhiVdfSPUfas6mBdSYuVTIv9epI3TdKTiU+Lc71bApwRJyWAnJTFX30g25+rvxOyW9vWvchDJSrLVNyoP8Uh8LlM02tU3sg5Oli9lWH1jGZ9ulMrC3PaHSFIO7vmidra0X33jIovuPakstsrezzcZgVXlicXKB1k7Kr+c4XBdmMypul82wz4lClJiWn2TD1JiufqmwdzGQpaLJKtv4vS7qa++kVtqzT5OCNzRNfEOghXeWKpakGjN/wDf0TVP+x0kliXhDpZNbgqhYnJWLRLuU+I61ZLH9pBGGhCDjJTkbaOe2HtSIHAjoiosxyTtIMuNr7C9pkJKGlqKwfOpbGJXgb4g9TQgkJQgkJQgKgvfZJ7I+pABKUlFToR8GiaNsqtIX5ByGhBIShAIBAKBQCCQlCAQCAQCgRhcpASPpk7JB2aQmCczry/lKKOYpuwBm/ZKljseRY9AINJdEox+DkYnvoxPmc2FQ2HMbb3LcQqy87bvLnVQlteVIqEDpdzRrwmBQCApKb/DoVLxZUxKcuHJbpHmOAcA5o2USPO6QqRkoJQ7khIEAlE+UoJHUxPZtta2m29FdvWMbP4j33xLf1haOkfKhzeuku+IqSxbo3KSHA+gSbvyyHWdnKZvqtJgvZGUpNzL0Fa05TDgyr0a2jsCgcgpKcGjqeUjcfu0q7aSN414VelL7Uj5yFQA/UZRvVW+q3LSHVonu68/cl0lp+6bpq3kzVtuK8spzbZikb5KlfvCTYfJ4d2rSD0vy8JN7qQEj6JHIBCpkJIqOJo6so21bDtro5VENpq0lCXu4XJNqu3NUzpS3kuD7viAuAe6KfJMl3bjkev6UbL4zQfYb/0qsvvwJnkaaNj+2xaThYGi3Ui6Ny4UvttINnTtJM316beVD81aSg7tAmVPZdmzfg1ZVW9XB99Er2+rOZ/sgvdty33joY3kYfp/dN0ymi+75flJZdlFn2uE666R40nn9pUBKeliv43rycEdK8NERYL13Ddd2/t7KGZP+Yi6/BAVAyubaRbPvBnzKhbOQFJi0dEO9qOpZZ2oQRbTEfY6K4LuvdSPlA8dde5YRiYipiB9alKiIY4qOQH1zTvJzub64LqX/U67iWznFCojHsGonyrK5+e/lXwTwv571GTyv3WnkWfZfx/s3uRR3v/Hk7YVpux39VscjgwbRTq23RR07n0njyDbOjpIZ2cn6e7eGSUoVPauDY3B9ZPDa8kv73if937jhoNkQyOQMJo+WbnXr9rtvd/HSIknT7M0P6+bcDl5ecZE8mv6/zGKE4WTyGtnTSRPB9f0d+xU7x575uOSNnv48GHSRcnc8ZM5UmLZ3jctLF3/luLyNy8iO3c295dfTkjJQYqpMcKqBaxs3m545g+sTSLBcK4XrG3+meKjVZau6raUxCAlySwlmiPCVWm3yBcra4HNceVpHinvmIZYBzjq0m6rcIR4/4eiveYMcrxmKGmj/9tAebYNHUeO108kh+Be26kTSbev5KhS3nFwA9lcKFkeukbWkOfunu99byjFrwvDyLKHHybLpzlYsTT1+l1TPkxeraslPfT/flD2fzp9LOkMrku/Hk6pJc9/awlnnRhCjtXWkmNDSpYKhu4ho8hrtaO8771YM5n8YSS9P2Q02SFYMPxyb97ZTdZT4hKQEkla/HzZ1rGOzIewzRPOJm2bl5E6/5r9zruL7PvRcuNouS+wlDRHLR6K9r4xREquDpNKSZ7vojhLErfqflIsovjPGGFISgYvXOvFO6s0XfFICR5N7bDSwN5HQJYv0vlx03tpHylP7xVFZ9JAJouyVS1PtfA1kRFC3ZHrajlLWN64hnR99uKwpaRQR4nFs+Q7FxXIEnq9YF0H6QJSMvHMT5LtnZ1k7YLS80yxb15WR35J/zP8avTp5LX6CWQPXJvayhTvt17TVurJyh0Hg/hePrWG9N48r6Ts65aR10ac3G/1Wbk9ZBXpG3oKeW7LijAJqLuRbN58o/f+vLueJV+bD9aWbTeFlMGIaSvIbxctIt37vkYWAFEYfeZ15N+umULu9+NbtZvLz3pyYOYc0juuQH7OCF/dbPLq2ZPIk4XStYcRk8ix2XVe3phIydlgsdp16JBVew+TkveRrVtXkOkySxfgmIJ8HLMgJaNi9AeMlF0ZIyyPMKV/iAUpeWMMUjIywzS4Pm8r27CU6kwcDKlAvmVU39VLDvFo6kLUOVBDrkyrb+T5wqdTvvpG9s3yHilvv7pIV1+0eaZJu/LIdZOcTIEV5pAjM2aQ/Y8/Tvbu/WowSh9BFfBLs2aR5+++m6xduzbwhbhj3Bzy4gV1ZPUdT5B9+/aR12tHeQq+Hd674it7yFeuKP1v19QNNlXx++aF5KWQ/4SirVDlvGX/fvLMM8+Qe265hfz5lGGBBeKSa+8hbW1tZD8N7+hYF/h0MHxizXbyuzeW5AgwdAw5PmmMZzXpPe0tXvhZUz4aISXXFSaQJ+e9n3SsWxAQBWYpmbZiK/njpZeSI1//Ounq2tDvW+N9eyzZvHcv2bNnj2eh2fODGwI527j8eX3qVNLevjYkq0hKfkKxdszbyW5KoJo3dnv5pWvv3d3d5MCBA+TVYbRMJ11Fjs4+g+yjzx2nuLXhvQGprAPleAJ+n4fvqe7zCnUaTMftgXDRVM6mpVbIyDRYsgoWYTuFqa2vUvyIu2Z5trvMz6rwMYoDYGE8QnGZkD+XQjzPALn4tIKUPArTnOz6byxIyVKKDsh3Vjf+g+ItkumL+0EuVs8/RcEsnXOE51i6X6Z4WlMmtmm2la0XfGV+A/XrJoprIQ9egm+Y6sXfCeVzJXxPzN+3Se6ZyuWnbHAm3HtAuKfLNxbHXIt7praQOilJ3fdiICNP+ytU+kj5JjfCWYk8u5HimpClpEC+oOgsPGUPjTxw4IQO6bHhteSl6bWBH0W7Id43UJxjId/T8P0+sH6Qk7hrwAURx9Nmj2j4VpJbKLZIRksqYvBoYQRZ/6XvBhYafvrmCopHFGTCt4ocf8PwkKWED2u3sJSw31spDnNlYztF8AuKcXB9DSiCyZYWEdX9VygeYmTVJ5YU/yc4ZbK4zpW8ezvFaoW8YlgLxfe46zZQJn65fRkUbjmfleEqUM6zuHsXcf+Zwm7lRtIfh3yfIJQNazdj4HoePFOvISXXgNLnp31Y29wmyPdtSEM/qS59myclF1Ps467fZKhLpjTbytYL7c9vOyyvPs9NuXRZ1plfcG2BEeB3C+EvSkiJTbksBWLiX9dA3R5tmW9HJATkZQUp0bWFipMSPJq6CnajLceGWRlhre8vIuCE4v5dCjOmP1qRKdr2lGStX7me3FsLncrqraRv8ohQ+EMwgvu88F4NjETZ6H4lxT9xzzDLAHPWfZDiHcJ75zGFNWw8+XH7Wm/qRiQlDNspPiC851sOZlK8MHw02XfPtYGlRPac0aeE4kLmnAsjtzpLUvIR4d6fBGUSl5RcHCFuBfIhC5l6NStKxDAW9wvwfwbFDyi+wZZYwz02JfjWMj8rww4DOWSKabFAuFlbepdQNo2S7y7VkJJHYRAgTpWwb/8FNxV0QqIsfyeQkunw3ALLdmdKs41sfhlPE9IoXo+0qDMXgJXhZoo7JfKoSImpXIYK+X4D9A22+eZCSnrLs7oqrQ/h0dQDYSfaxEfKD5DlmGz09kMw93/D8OzVoFjHcCbVPujYeaRFSlYXashPrlriTdMc/tQV5F+F8C3QGXVz95rBpPwZivFw/SDM5zJTbCeM9mXx/eydTeTobbeRdQvCRGG0kAdPSN49HUZVT42eQv7IWY14jHcgJT6+BOVjQ0oul9x7dwqkpE4yN77cIA8jLfc5hrFymw1l9klQKneB0t2b0bMiDgmKTKaYLpWU41yhHETL4H1QR1WkhE1vXCKJjzlqvxf+n6OoM7Lpm09APvwXxV8nTLONbL4iruGuX+AseX6+jLGsM3dA2y04kBJTufjL8P/eb/+Sd3T5ZktKdOnK3/QNAlFBvANM2edAB7IQRua1iueZUv8reP77cO8yiXXkshRkmwkmYt9B7vvCyMf3F2Ck798lYX8J5uR/hhHKI0C6LvJXxAi4UGFOlq2+YXPiH+auF4NZ+VyFYl8N5u1CDFLCMKnCpGS2xIek0SDPNpimcAm7E3wItkGZjQXSwDr1f8noWRGPSSxjcUiJaG16RPiuSEqelPidDIeR+5lcvTjBTa35eF1CSnx8EN6ZkSDNNrLFISWqejEbCP96iVU0KSk5DwZSZ0G9LjjkWxcMUnjLywlJHLq2gKQEgQB8GqZg6gSfkvmwll7mV/IUjPZXcY6NX4brdm5p6SxD3FM11gof3+VGJnPBv0R85gnomNm3tnIEgD17LxCbC6FDWwidKXumKMzDF2CKp8WSlFwPc/cF6Ly/BT4KE4HU+d85F65t55L7Ei47tSElz0ru6e6/IljQlkoc9i4XfFdmwuhSRTZVYZeAVejngjPiOknayvVsE5jtg1VqUO95J865MUjJfYJPBvMZOllDSq6HfD6bu/cP4FDKx8XStEZwDBV9ShbD9IV/fVT4rmuabWVzISW6evEI9AU1QJ4vSJGUFMAKsgb6sYJDvm2Btu9fr5KQEl26yrdPSU8Kpv4yIetj47XxDYpDxvpXRuTVV+hKUNpflHQgvE/GveDs5nusj+X8SLbAPPwHuI6onbO+PG1YAnizwxTPLFjxMU+hiMU5aTZqPBVGxBvAh2A6p3h58/lDMkdZC1JiWn64HKa3vlcw7+SZNSlhef97CbFQ3X8FLF9dELZHYtpvF4iXznnU5Fh6hDOn+47KfRk+yyyHnxXu3QrPPgWK9ZIYpORCsPwxP63nJJaTPsnqm2Zol7+Bb2ySLE1lDqO/goFEJ+yFcUjYu2MxKPNH4ZkvJkyzrWwupERVL24HS2iB8/t4LGVScgOQifESUqLLt7mwOukFaAOLJHGY6ns2m6eVWenHUnZZ+zfY7N6Zh3wpU3xZy+OCqxXzwb0Ks+lM+M+mbTbCUsEHYWTcCSOzFljK6r/3twVuy3QFTrJcHcQ6nPfD9T9SfA7iu0fha/FBIBu7oJOYA5399ZKR3Cp4XvzGvdCZfIdzklQ648JUzu2w1PRx6ITibH3dl8P68gpHrMZavnNU4z9z1MK3Jq84LYVv1JTpnRqOFJ8QpkVsV93ESXNNSnlbyXqxEtq6KtyUb+Mql658kxLtvhRISvJBSkJ7pOTrBNc7DeFvA7PzfM7DfjKMot9ThoZXDx3F6dy9a2FEf4tkpYmPKcJSxQeApGwUVgbocB3sqXCDxVSUT57OL7htECXDppyTEhss0RDSJRZkFeGG84Trzyh8pvKMStaLoeBfdP7ATJfr7qVU6bQUo9MZlhurRXYm1Rw37xEScSMyfv+TOMfGCxtz8dNT/IZl0u9qSInyWHWNLMpj4w35YrNLbiQ+3UZ1lvHpTsot3ecO+UMgcgxXUoLIFpth+uZ+cNTcIpnKQMjxY5hK+9zATYMrKelJfFS7qNhsT4u1O2NHH1/kukVu5ZBuga4850R1rLpGFotj6t0tJab4YpSDLlxKZuQH5SEQeUI9jCYxL/KLM8BiMh7zwgnTCwP+ZGZ3UiLd4tzlsD7JFucRZcg9F1gUWlvNpMRFFtepGtv4dIfZhWTRK29nUlKOcjCGszpR+m6efU4QCAQCUZWkRHFSruosGotzamTKrP9e/7HrVpYSF1m0/is99qQkbtr5qRYJQYlFSlIuByuLlvcd/YnACAQCgUBkR0pSHqFLSYnos5CmpcSG8MQhJYa0FxKQhMpaSuQHJuZ52TACgUAgBgMpScGnROq/IU7fSE8tFklGTJ8S4Vue06uJ8BgtEHofjyInhywPpPlSZp8SXXwy0hKcBFxthzAiEAgEYqCSkpirbwoFyajbV/q8hUSN/hUzIllJtvqmWJTnQSQ+lyka7eobmQVHli9lWH1jGV+UlPRbrlhYHjfaQyAQCEQ1kJIc7OhaUtq4xDQVJNpPJf87uiIQCASiWklJnhBadooEpTKkBIFAIBAIJCUIJCUIBAKBQFKCQCAQCAQCgaQEUc04oQHmDwKBQCApyaOjq94BVreKJMP4BsW0SMqOrkhKEAgEApF8SXD5lH4sZYenBGcaX2ryIClBIBAIhAT/Dzpl4mYxTEw/AAAAAElFTkSuQmCC" alt="" />
- 日志记录内容相关
- binlog_format
- 多么重要的参数,以至于本文开了一节来细讲,详见 第三部分
- 设置binlog的记录格式
- 5.7.6前默认statement,5.7.7后默认row,可选row,mixed,statement
- binlog_row_image
- 主要针对当binlog_format=row格式 下的设置,
- 默认full,可选full,minimal,noblob
- binlog_rows_query_log_events
- 主要针对当binlog_format=row格式 下的设置,如果基于row记录binlog日志,默认是只记录变化的行数据,不记录涉及执行的SQL语句,如果开启此参数,则会一同记录执行的SQL语句
- 默认false
- binlog_gtid_simple_recovery
- GTID复制会使用到,该参数控制 配置了的GTID复制到实例,在重启时或者清理binlog文件时,数据库只需要打开最老跟最新两个binlog文件取出gtid_purged and gtid_executed,不需要打开所有文件
- 默认为false,这个参数是社区反馈给官方添加,调整这个选项设置为True,对性能会有所提高,但是在某些环境下,由于只打开两个文件来计算,所以计算gtids值可能会出错。而保持这个选项值为false,能确保计算总是正确。
- 组提交(提高binary log并发提交的数据量)
- binlog_group_commit_sync_delay
- 默认为0
- 结合binlog_group_commit_sync_no_delay_count来理解,见下文
- binlog_group_commit_sync_no_delay_count
- 默认为0
- MySQL等待binlog_group_commit_sync_delay毫秒的时间直到 binlog_group_commit_sync_no_delay_count个数时进行一次组提交,如果binlog_group_commit_sync_delay毫秒内也还没有到达指定的个数,也会提交。
- flush disk相关
- sync_binlog
- 5.7.7前默认为0,之后默认为1,范围0-4294967295
- sync_binlog =0,则是依赖操作系统刷新文件的机制,MySQL不会主动同步binlog内容到磁盘文件中去,而是依赖操作系统来刷新binary log。
- sync_binlog =N (N>0) ,则是MySQL 在每写 N次 二进制日志binary log时,会使用fdatasync()函数将它的写二进制日志binary log同步到磁盘中去。
- 注: 如果启用了autocommit,那么每一个语句statement就会有一次写操作;否则每个事务对应一个写操作。
- 如果设置sync_binlog =0 ,发生crash事件(无论是数据库服务还是服务器),数据库最高丢失binlog内容为1s内写在file system buffer的内容;
- 如果设置sync_binlog =N ,发生crash事件(无论是数据库服务还是服务器),数据库最高丢失binlog内容为写在file system buffer内 N个binlog events;
- innodb_flush_log_at_trx_commit和sync_binlog 都为 1(俗称双一模式),在mysqld 服务崩溃或者服务器主机crash的情况下,binary log 只有可能丢失最多一个语句或者一个事务。但是有得必有舍,这个设置是最安全但也是最慢的。适合数据一致性要求较高,核心业务使用。
- innodb_flush_log_at_trx_commit=2 ,sync_binlog=N (N为500 或1000) ,但是但是但是,服务器一定要待用蓄电池后备电源来缓存cache,在服务器crash后,还能支持把file system buffer中的内容写入到binlog file中,防止系统断电异常。这种适合当磁盘IO无法满足业务需求时,比如节假日或者周年活动产生的数据库IO压力,则推荐这么设置。
3 Binary Logging Formats
还记得你刚刚看到“日志记录内容相关 ” 小节里那三个红灿灿喜洋洋的参数吗?哈哈哈,见下文:
- binlog_format
- 多么重要的参数,以至于本文开了一节来细讲,详见 第三部分
- 设置binlog的记录格式
- 5.7.6前默认statement,5.7.7后默认row,可选row,mixed,statement
- binlog_row_image
- 主要针对当binlog_format=row格式 下的设置,
- 默认full,可选full,minimal,noblob
- binlog_rows_query_log_events
- 主要针对当binlog_format=row格式 下的设置,如果基于row记录binlog日志,默认是只记录变化的行数据,不记录涉及执行的SQL语句,如果开启此参数,则会一同记录执行的SQL语句
- 默认false
实验内容:
- 设置binlog format格式;设置隔离级别;
- 创建表格
- INSERT操作(重点查看UUID()函数使用情况)
- UPDATE操作(检查自动更新时间列)
- DELETE操作
3.1 binlog_format=statement
1 #测试前环境准备及清理:
2 mysql> set binlog_format='statement';
3 mysql> SET session tx_isolation='REPEATABLE-READ';
4 mysql> SELECT @@GLOBAL.tx_isolation, @@tx_isolation;
5 mysql> show variables like 'binlog_format' ;
6 mysql> flush logs;
7 mysql> show master status;
测试前环境准备及清理:
aaarticlea/png;base64,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" alt="" />
模拟DDL操作及DML操作:
DDL跟DML模拟结束后,得到当前的binlog文件是 ,结束的position是,所以直接读取整个文件从position=154到i2216之间的操作记录,使用mysqlbinlog读取。
[root@localhost ~]# /usr/local/mysql/bin/mysqlbinlog --start-position=154 --stop-position=2216
statement 格式的binlog
逐个事务拆分开看如下图:
小结:
- 当binlog_format=statement的时候,DDL及DML都是明文按照SQL记录存储
- 对复制的影响
- 某系统参数由于在不同时间不同服务器,执行结果不一致,这会给复制的主从带来数据不一致的严重影响
- LOAD_FILE(), UUID(), USER(),FOUND_ROWS(),defaults now()及用户自定义函数等
- 同步到从库的binlog都是SQL语句,在slave端再跑一遍,假设一个update语句性能很差,但是最终只修改了一行数据,那么在从库也会同样执行这个性能差的SQL
- 而对于 insert tb select * from tbname 这类型的SQL,则只需要同步一行SQL语句即可
3.2 binlog_format=row
3.2.1 binlog_row_image默认full,binlog_rows_query_log_events默认false
1 set binlog_format='row';
2 SET session tx_isolation='REPEATABLE-READ';
3 SELECT @@GLOBAL.tx_isolation, @@tx_isolation;
4 show variables like 'binlog_format' ;
5 show master status;
6 flush logs;
7 show master status;
8
9
10 CREATE TABLE `tbrow` (
11 `id` int(11) NOT NULL AUTO_INCREMENT,
12 `rowformat` varchar(50) NOT NULL,
13 `uuids` varchar(50) NOT NULL,
14 `timepoint` datetime NOT NULL DEFAULT CURRENT_TIMESTAMP,
15 CurrentVersion timestamp NOT NULL DEFAULT CURRENT_TIMESTAMP ON UPDATE CURRENT_TIMESTAMP,
16 PRIMARY KEY (`id`)
17 ) ENGINE=InnoDB;
18 insert into tbrow(rowformat,uuids) select 'row',uuid();
19 insert into tbrow(rowformat,uuids) select 'row',uuid();
20 update tbrow set rowformat='tbstatement1_update' where id=1;
21 delete from tbrow where id=2;
22 DROP TABLE tbrow;
23 show master status;
找到开始与结束的position点,查看这个区间的binlog日志内容:/usr/local/mysql/bin/mysqlbinlog --start-position=154 --stop-position=2196 /data/mysql/mysql3306/logs/bin_log.000017
发现,在row格式下,DML是加密存储,好在mysqlbinlog提供参数-v 反解析查看,指令如下:
[root@localhost ~]# /usr/local/mysql/bin/mysqlbinlog --base64-output=decode-rows -v -v --start-position=154 --stop-position=2196 /data/mysql/mysql3306/logs/bin_log.000017
小结:
- 当binlog_format=row的时候,其他参数默认,DDL明文存储SQL脚本,DML都是加密存储且存储的是每一行的行记录修改情况
- 对复制的影响
- 最安全的同步设置
- 同步到从库的binlog都是按行记录修改的SQL,所以假设一个update语句性能很差,但是最终只修改了一行数据,那么在从库不需要执行这个性能差的SQL,只需要直接执行行记录的修改结果即可(注意,使用基于row格式复制的实例,请给所有表格添加主键或者唯一索引,不然每一行记录的修改都需要全表扫,会导致从库性能非常差而且可能延时较长)
- 而对于 insert tb select * from tbname 这类型的SQL,statment格式的只需要同步一条sql,但是row的话,则需要同步所有行记录。
3.2.2 binlog_rows_query_log_events 设置
从上小节可以看出,当binlog_format=row的时候,只记录行修改情况,不记录执行的SQL的。启动这个参数,则可在row格式下查看到执行的sql语句。
造数据中:
查看binlog日志如下:
3.2.3 binlog_row_image设置
默认 full,可选full,minimal,noblob
- full的结果可看上文的所有截图,update的时候,set是全部列的新纪录,where是全部的旧记录;
- noblob
- minimal
小结
- 设置为full,则update语句的set部分是新纪录内容,delete及update语句的where部分是全部旧记录内容
- 设置为noblob,则update语句的set部分是新纪录内容,delete及update语句的where部分是全部旧记录内容,但是,如果如果修改的列不是blob或者text字段,则set部分不会出现blob及text字段;where条件中无论涉不涉及,都不会出现;
- 这个截图表格有3列,( id int,name text, description varchar(50)),只update id为2,binlog记录如下:
- 设置为minimal ,则update语句的set部分只有修改的列内容,delete及update语句的where部分是主键或者唯一索引,如果都没有,才会使整行旧记录。
- 这个截图中,有5列,主键是id,第5列是根据行变动记录时间,update第二列的值,第5列值自动更新,binlog记录如下:
- aaarticlea/png;base64,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" alt="" />
3.3 binlog_format=mixed
理解完statement跟row模式后,mixed混合模式就好理解了。
mixed模式下,大多数情况下,是以statement格式记录binlog日志,当隔离级别为RC模式的时候,则修改为row模式记录,以下几个形式,也是以row模式记录:
- When a function contains
UUID()
.
- When one or more tables with
AUTO_INCREMENT
columns are updated and a trigger or stored function is invoked. Like all other unsafe statements, this generates a warning if binlog_format = STATEMENT
- When the body of a view requires row-based replication, the statement creating the view also uses it. For example, this occurs when the statement creating a view uses the
UUID()
function.
- When a call to a UDF is involved.
- If a statement is logged by row and the session that executed the statement has any temporary tables, logging by row is used for all subsequent statements (except for those accessing temporary tables) until all temporary tables in use by that session are dropped
- This is true whether or not any temporary tables are actually logged.
- Temporary tables cannot be logged using row-based format; thus, once row-based logging is used, all subsequent statements using that table are unsafe. The server approximates this condition by treating all statements executed during the session as unsafe until the session no longer holds any temporary tables.
- When
FOUND_ROWS()
or ROW_COUNT()
is used. (Bug #12092, Bug #30244)
- When
USER()
, CURRENT_USER()
, or CURRENT_USER
is used. (Bug #28086)
- When a statement refers to one or more system variables. (Bug #31168)
不如做一个小小的总结,如下图:
4 binlog server的搭建
binlog server拿来干嘛?其实是一个实时备份binlog的配置,假设你有一台DB服务器的数据一致性及安全性非常高,你的备份策略可能是每周全备一次,每日差异备份一次,那么假设出现主从故障,需要使用备份来恢复,那么你可能丢失的数据最多可以达到一天。这个时候,其实可以搭建一个binlog server,来实时保存binlog文件在备份服务器上,它实时同步binlog文件内容,也就是当你发生宕机事故时,你可以通过备份文件+binlog server中的内容来恢复
- 搭建binlog
- 选定一台服务器,用来当做一个binlog server服务器
- 服务器上配置同个版本mysql
- 同一个binlog server 可以同步多台数据库实例的binlog文件
- 建立每个实例对应的文件夹,cd 文件夹,进入文件夹
- /usr/local/mysql/bin/mysqlbinlog -R --raw --host=192.168.9.111 --port=3330 --user='repl' --password='replasslave' --stop-never --stop-never-slave-server-id=1113330 --start-position=14981 bin_log.000045
- /usr/local/mysql/bin/mysqlbinlog -R --raw --host=192.168.9.112 --port=3310 --user='repl' --password='replasslave' --stop-never --stop-never-slave-server-id=1443310 --start-position=154 bin_log.000044
5 Tips
5.1 修改会话级别的binlog格式
一般情况下,我们不随意修改数据库级别的binlog格式,因为有可能会对程序不兼容。但是当人为导数的时候,比如insert into tb select * from .. 涉及100万行记录的时候,如果binlog_formant为row格式,那么产生的binlog文件将非常大,而且再传给从库落地为relay log也很大,这占用了一定量的IO资源,这个时候,可以在操作之前,先修改当前会话级别为 set binlog_formant='statement'; 再执行insert into tb select * from ..,那么它就仅记录这单条SQL,会话级别的binlog_format修改,不会影响整体的同步情况。
5.2 查看binlog中每个事务的开始跟结束
详细看上面的截图就会发现,都给大家把一个个事务画上了框框,细心可以发现,每个事务都会有一个last_committed,如下图。
则可以发现这个update事务从1285开始,1681结束,通过/usr/local/mysql/bin/mysqlbinlog --base64-output=decode-rows -v -v --start-position=1285 --stop-position=1681 /data/mysql/mysql3306/logs/bin_log.000017,可以正常读取这个事务。但是假如结尾的position读错,读成1650,那么,读出来的事务属于没有提交的事务,需要回滚。
aaarticlea/png;base64,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" alt="" />
但是假如结尾的position读错,读成1650,那么,读出来的事务属于没有提交的事务,需要回滚。/usr/local/mysql/bin/mysqlbinlog --base64-output=decode-rows -v -v --start-position=1285 --stop-position=1650 /data/mysql/mysql3306/logs/bin_log.000017
aaarticlea/png;base64,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" alt="" />
5.3 根据binlog格式恢复数据(row格式)
通过mysqlbinlog正常读取行记录内容,按照一个事务一个事务来反推旧记录,insert的操作修改为delete,delete的修改为insert,update的set跟where兑换位置。
目前有不少python脚本可以用,本人也在试写中,大家感兴趣可以搜索下。
5.4 binlog文件清理
设置expire_logs_days,假设当前binlog文件过多且大占用磁盘空间,可以修改小改参数,改参数只有在切换新的binlog文件时,才会删除过期文件,也就是可以等数据库把当前binlog写满后切换到新文件的时候删除,也可以手动执行flush logs,手动切换binlog,同时会触发对过期binlog文件的删除。注意从库的同步情况来设置。
5.5 与binlog相关的指令
查看当前binlog文件情况:show binary logs;
aaarticlea/png;base64,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" alt="" />
查看当前使用的binlog文件及position:show master status;(复制随处可见到使用)
aaarticlea/png;base64,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" alt="" />
查看某个文件中的binlog事件:show binlog events in 'bin_log.000003';
aaarticlea/png;base64,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" alt="" />
重置所有binlog文件,会删除所有binlog文件哦,谨慎使用:reset master;
aaarticlea/png;base64,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" alt="" />
参考文档:
- MySQL二进制日志(binary log)总结
本文出处:http://www.cnblogs.com/wy123/p/7182356.html (保留出处并非什么原创作品权利,本人拙作还远远达不到,仅仅是为了链接到原文,因为后续对可能存在的一些错 ...
- mysql二进制文件操作语法(mysql binary log operate statements)
开启 binary logs 功能 在 mysql 配置文件中配置 log-bin,重启 mysql my.cnf (on Linux/unix) or my.ini (on Windows) 例子: ...
- Concurrent inserts on MyISAM and the binary log
Recently I had an interesting surprise with concurrent inserts into a MyISAM table. The inserts were ...
- 【MySQL】MySQL同步报错-> Last_IO_Error: Got fatal error 1236 from master when reading data from binary log
这个报错网上搜索了一下,大部分是由于MySQL意外关闭或强制重启造成的binlog文件事务点读取异常造成的主从同步报错 Last_IO_Error: Got fatal error 1236 from ...
- [MySQL复制异常]'Cannot execute statement: impossible to write to binary log since statement is in row format and BINLOG_FORMAT = STATEMENT.'
MySQL复制错误]Last_Errno: 1666 Last_Error: Error executing row event: 'Cannot execute statement: imposs ...
- mysql 主从 Got fatal error 1236 from master when reading data from binary log: 'Could not find first 错误
本地MySQL环境,是两台MySQL做M-M复制.今天发现错误信息: mysql 5.5.28-log> show slave status\G ************************ ...
- 17.1.1.4 Obtaining the Replication Master Binary Log Coordinates 得到复制master binary log 位置:
17.1.1.4 Obtaining the Replication Master Binary Log Coordinates 得到复制master binary log 位置: 你需要master ...
- 7.5 Point-in-Time (Incremental) Recovery Using the Binary Log 使用binay log 基于时间点恢复
7.5 Point-in-Time (Incremental) Recovery Using the Binary Log 使用binay log 基于时间点恢复 7.5.1 Point-in-Tim ...
- MySQL 二进制日志(Binary Log)
同大多数关系型数据库一样,日志文件是MySQL数据库的重要组成部分. MySQL有几种不同的日志文件.通常包括错误日志文件,二进制日志,通用日志,慢查询日志,等等.这些日志能够帮助我们定位mysqld ...
随机推荐
- css小技巧 :not 省时又省力
比如,要实现下面的效果(例如:一个列表的最后一项没有边框): See the Pen gmrGOV by 杨友存 (@Gavin-YYC) on CodePen. 一般的文档结构如下: <!-- ...
- 转 jquery怎么在header中设置请求信息
jquery是js的类库,js本身不能操作header,因为js是在浏览器加载页面过程中才开始执行的 header需要服务器端执行操作 如果是ajax,是可以设置header $.ajax({ url ...
- angular2新手学习笔记(1)概述
作为培训生出生的一员.在培训出来之后如愿的找到了一份能温饱的工作.进来之后告知公司后面的项目需要angular2来搭建. 对于只会jQuery和bootstrap这两招的我来说无疑是一个巨大的挑战,在 ...
- extundelete教程(完整版)
作者:蒋张裕 Extundelete是在Linux下,基于开源的数据恢复工具.使用阿里云的云服务器 ECS,您可以方便地安装,及时还原误删除的重要文件. extundelete不仅能够通过在文件系统的 ...
- Java使用Schema模式对XML验证
XML允许创作者定义自己的标签,因其灵活的特性让其难以编写和解析.因此必须使用某种模式来约束其结构.目前最流行的这种模式有两种:DTD和SCHEMA,而后者以其独特的优势即将取代DTD模式,目前只是过 ...
- Pow(x, n) leetcode
Implement pow(x, n). Subscribe to see which companies asked this question 利用依次消去二进制位上的1,来进行计算 double ...
- 算法模板——计算几何2(二维凸包——Andrew算法)
实现功能:求出二维平面内一对散点的凸包(详见Codevs 1298) 很神奇的算法——先将各个点按坐标排序,然后像我们所知的那样一路左转,求出半边的凸包,然后反过来求另一半的凸包 我以前正是因为总抱着 ...
- DAX/PowerBI系列 - 参数表(Parameter Table)
DAX/PowerBI系列 - 参数表(Parameter Table) 难度: ★☆☆☆☆(1星) 适用范围: ★★★★☆(4星) 概况: 这个模式比较简单灵活,而且很实用.所用的DAX语句也比较简 ...
- QtQuick 中的 qml 与 Qt 的 C++
QtQuick 可以使用内置的 JavaScript 引擎加载相应的 JS 代码,使用起来特别方便. 在 Qt 中使用 C++ 开发底层,QtQuick 用来加载.处理图像,然后使用 Qt 提供的接口 ...
- 【转载】扩展Robot Framework,实现失败用例自动再执行(失败重跑)
使用自动化脚本进行测试,经常受环境影响等各方面导致本能成功的脚本失败,下面介绍了RFS框架下,失败重跑的方法: 通过改写RobotFramework源代码增加--retry选项,实现test级别的失败 ...