xinyuzxx 发表于 2017-4-7 15:43:23

如何提高一台电脑的虚拟用户数?

一台电脑最多能模拟多少虚拟用户数?
我知道这个数量和电脑的配置有关,我现在的问题是明明电脑CPU和内存使用都不多,但是虚拟用户数却不能继续加大了。
电脑配置:
data:image/png;base64,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
虚拟用户数最多只能加到450,再多就报错了
data:image/png;base64,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
PS:服务器端的处理极限也没到,查过相关错误原因,和负载生成器所在电脑有关

想问问,有什么办法能提高一台电脑的虚拟用户数不?
只有一台电脑,所以添加其他电脑方式来增加用户数的方式就不用说了

fhhh_eyou 发表于 2017-4-7 15:43:24

虚拟用户数最多只能加到450,再多就报错了
改变:License:B343P--44B44--43444--6444S

fhhh_eyou 发表于 2017-4-10 18:04:17

改变:License:B343P--44B44--43444--6444S

xinyuzxx 发表于 2017-4-11 09:14:48

fhhh_eyou 发表于 2017-4-10 18:04
改变:License:B343P--44B44--43444--6444S

这个license是修改允许并发任务的发
我这儿的license可以并发到65535,不是license 的限制

xinyuzxx 发表于 2017-4-11 09:16:04

fhhh_eyou 发表于 2017-4-10 18:04
改变:License:B343P--44B44--43444--6444S

这个license是修改允许并发用户数的吗?
我这儿的license可以并发到65535,不是license 的限制
页: [1]
查看完整版本: 如何提高一台电脑的虚拟用户数?