视图查询慢
向数据库中导入数据之后,视图查询变慢,不仅导入数据的流程查询变慢,其他流程视图查询变得也很慢??? 请问您说的慢是有多慢!1.多少数量级
2.服务器配置。
3.服务器版本! http://bbs.o2oa.net/data:image/png;base64,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
为啥视图加过率条件变得慢很多?
http://bbs.o2oa.net/data:image/png;base64,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
这个时间范围对查询速度好像没啥影响
http://bbs.o2oa.net/data:image/png;base64,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
还有这个最大行数怎么是先查询后排序啊,不应该先排序再查出数据吗? 您好:系统如何设计小小管理员不太清楚!
建议提供一下数据,最好有日志,小小管理员会提交到技术部门看是否需要优化等!
1.多少数量级
2.服务器配置。
3.服务器版本
4.查询耗时
页:
[1]