mysql数据优化--数据库结构的优化
内容导读
互联网集市收集整理的这篇技术教程文章主要介绍了mysql数据优化--数据库结构的优化,小编现在分享给大家,供广大互联网技能从业者学习和参考。文章包含28122字,纯文字阅读大概需要41分钟。
内容图文
![mysql数据优化--数据库结构的优化](/upload/InfoBanner/zyjiaocheng/452/2e97cf7e15264d0c80aba17e44f63c15.jpg)
1,比如存时间类型的就使用int类型 其中mysql的两个函数可以拿来使用
unix_timestamp 将时间日期转化为时间戳
from_unixtime 将时间戳转化为日期
2.ip地址存储用bigint类型
<img alt="技术分享" src="http://www.mamicode.com/data:image/png;base64,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 本文系统来源:http://www.cnblogs.com/yuwensong/p/4634176.html
内容总结
以上是互联网集市为您收集整理的mysql数据优化--数据库结构的优化全部内容,希望文章能够帮你解决mysql数据优化--数据库结构的优化所遇到的程序开发问题。 如果觉得互联网集市技术教程内容还不错,欢迎将互联网集市网站推荐给程序员好友。
内容备注
版权声明:本文内容由互联网用户自发贡献,该文观点与技术仅代表作者本人。本站仅提供信息存储空间服务,不拥有所有权,不承担相关法律责任。如发现本站有涉嫌侵权/违法违规的内容, 请发送邮件至 gblab@vip.qq.com 举报,一经查实,本站将立刻删除。
内容手机端
扫描二维码推送至手机访问。