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一次Dapper高并发测试报告记录. 结果....

一直听说dapper的数据处理能力很强. 我也一直很喜欢. 不过最近的一次压力测试却出乎我的意料....


写在最后.  好久没写东西,感觉自己都不知道怎么表达自己的意思了.   另外 这次的测试也是自己才开始的 . 也不知道测试思路和方式是否正确.  各位有什么就来吐槽吐槽吧.


测试代码下载

http://pan.baidu.com/s/1dDAjZnN

 


2种操作db方式.

1 纯mysql操作db

2 dapper方式操作db

 

测试方式1
一个用户 运行代码n次数,测试代码执行消耗.在这个模式比较下. dapper 的 CURD操作和纯粹的手写sql效率差别基本不大. 下图是几个操作的对比.

 一次Dapper高并发测试报告记录. 结果....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**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**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" width="848" height="374" />


一次Dapper高并发测试报告记录. 结果.... 原生态mysql模拟300用户请求, 随机翻页

一次Dapper高并发测试报告记录. 结果....对比项 (300并发)dapper 原生态mysql响应时间 单位s4.31.4事务通过总数/s约108310-350         

 

 

 

 

 

 

 

2个关键的参数在用户并发的情况下, dapper 的响应大大减小. 在达到500并发的情况下. 这个数值还会递减至11s. 并且事物通过数也下降至50个/s内. 明显不如手写方式的.

 

 

 

 

 

通过测试我的问题是:

1. 在高并发下dapper的性能真的下降很多吗, 还是我的测试方法有问题?

2. 如果dapper在高并发下真的下降很多, 改如何去改进他的这一问题?

 

测试代码下载

http://pan.baidu.com/s/1dDAjZnN








原标题:一次Dapper高并发测试报告记录. 结果....

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