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一,需求缘起

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">互联网公司,这样的场景是否似曾相识:</span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">场景一:</span>pm<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">要做一个很大的运营活动,技术老大杀过来,问了两个问题:</span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(</span>1<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">机器能抗住么?</span></span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(</span>2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">如果扛不住,需要加多少台机器?</span></span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">场景二:系统设计阶段,技术老大杀过来,又问了两个问题:</span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(</span>1<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">数据库需要分库么?</span></span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(</span>2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">如果需要分库,需要分几个库?</span></span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">技术上来说,这些都是系统容量预估的问题,**容量设计是架构师必备的技能之一**。常见的容量评估包括数据量、并发量、带宽、</span>CPU/MEM/DISK<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">等,今天分享的内容,就<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">以【并发量】为例</span>,看看如何回答好这两个问题。</span>

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##
二,容量评估的步骤与方法

**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤一:评估总访问量】</span>**

<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">如何知道总访问量?</span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">对于一个运营活动的访问量评估,或者一个系统上线后</span>PV<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">的评估,有什么好的方法?</span>

<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">答案是:询问业务方</span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,询问运营同学,询问产品同学,看对运营活动或者产品上线后的预期是什么。</span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">举例:</span>58<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">要做一个</span>APP-push<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">的运营活动,计划在</span>30<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">分钟内完成</span>5000w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">用户的</span>push<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">推送,预计</span>push<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">消息点击率</span>10%<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,求</span>push<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">落地页系统的总访问量?</span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">回答:</span>5000w*10% = 500w

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**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤二:评估平均访问量</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">】</span>**

<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">如何知道平均访问量</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">?</span></span>

<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">答案是:有了总量,除以总时间</span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">即可,如果按照天评估,</span><span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">一天按照</span>4w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒计算</span></span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">。</span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">举例</span>1<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">:</span>push<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">落地页系统</span>30<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">分钟的总访问量是</span>500w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,求平均访问量</span>QPS

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">回答:</span>500w/(30*60) = 2778<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,大概</span>3000QPS

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">举例</span>2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">:主站首页估计日均</span>pv 8000w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,求平均访问</span>QPS

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">回答:一天按照</span>4w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒算,</span>8000w/4w=2000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,大概</span>2000QPS

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<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">提问:为什么一天按照</span>4w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒计算?</span></span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">回答:一天共</span>24<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">小时</span>*60<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">分钟</span>*60<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒</span>=8w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒,<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">一般假设所有请求都发生在白天</span>,所以一般来说一天只按照</span>4w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒评估</span>

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**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤三:评估高峰</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">】</span>**

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">系统容量规划时,不能只考虑平均</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,而是要抗住高峰的</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,</span><span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">如何知道高峰</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">呢?</span></span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">答案是:<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">根据业务特性,通过业务访问曲线评估</span></span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">举例:日均</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">为</span>2000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,业务访问趋势图如下图,求峰值</span>QPS预估<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">?</span>

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)

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">说明:有一些业务例如&ldquo;秒杀业务&rdquo;比较难画出业务访问趋势图,这类业务的容量评估不在此列。</span>

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**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤四:评估系统、单机极限</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">】</span>**

<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">如何评估一个业务,一个服务单机能的极限</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">呢?</span></span>

<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">答案是:压力测试</span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">在一个服务上线前,一般来说是需要进行压力测试的(很多创业型公司,业务迭代很快的系统可能没有这一步,那就悲剧了),以</span>APP-push<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">运营活动落地页为例(日均</span>QPS2000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,峰值</span>QPS5000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">),这个系统的架构可能是这样的:</span>

![](data:image/png;base64,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)

<span style="margin: 0px; padding: 0px; line-height: 1.6; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">1</span><span style="margin: 0px; padding: 0px; line-height: 1.6; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)访问端是</span><span style="margin: 0px; padding: 0px; line-height: 1.6; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">APP</span>

2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)运营活动</span>H5<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">落地页是一个</span>web<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">站点</span>

3<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)</span>H5<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">落地页由缓存</span>cache<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">、数据库</span>db<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">中的数据拼装而成</span>

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<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">通过压力测试发现,</span>web<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">层是瓶颈,</span>tomcat<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">压测单机只能抗住</span>1200<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">的</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(一般来说,</span>1%<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">的流量到数据库,数据库</span>500QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">还是能轻松抗住的,</span>cache<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">的话</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">能抗住,需要评估</span>cache<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">的带宽,假设不是瓶颈),我们就得到了</span>web<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">单机极限的</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">是</span>1200<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">。一般来说,线上系统是不会跑满到极限的,打个</span>8<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">折,单机</span><span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">线上允许跑到</span>QPS1000</span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">。</span>

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**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤五:根据线上冗余度回答两个问题】</span>**

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">好了,上述步骤</span>1-4<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">已经得到了</span><span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">峰值</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">是</span>5000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,单机</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">是</span>1000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,假设线上部署了</span>2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">台服务</span></span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,就能自信自如的回答技术老大提出的问题了:</span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(</span>1<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)机器能抗住么?</span> -&gt; <span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">峰值</span>5000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,单机</span>1000<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,线上</span>2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">台,<span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">扛不住</span></span>

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">(</span>2<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">)如果扛不住,需要加多少台机器?</span> -&gt; <span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">需要额外</span>3<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">台</span></span><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">,提前预留</span>1<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">台更好,给</span>4<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">台更稳</span>

&nbsp;

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">除了并发量的容量预估,数据量、带宽、</span>CPU/MEM/DISK<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">等评估亦可遵循类似的步骤。</span>

&nbsp;

##
三,总结

<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">互联网架构设计如何进行容量评估:</span>

**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤一:评估总访问量】</span>** -&gt; <span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">询问业务、产品、运营</span>

**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤二:评估平均访问量</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">】</span>**-&gt; <span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;"><span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">除以时间,一天算</span>4w<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">秒</span></span>

**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤三:评估高峰</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">】</span>** -&gt; <span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">根据业务曲线图来</span>

**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤四:评估系统、单机极限</span>QPS<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">】</span>** -&gt; <span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">压测很重要</span>

**<span style="margin: 0px; padding: 0px; font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">【步骤五:根据线上冗余度回答两个问题】</span>** -&gt; <span style="margin: 0px; padding: 0px; color: rgb(255, 76, 0); font-family: 宋体; -ms-word-wrap: break-word !important; max-width: 100%; box-sizing: border-box !important;">估计冗余度与线上冗余度差值</span>

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