前言 

 前段时间在用程序对较大数据进行处理时,发现自己电脑原有内存不够用而经常行卡死,于是想到了利用swap分区来扩容内存的方式。现在做一个简要的总结:

swap分区的概念

  初试swap分区是在进入实验室安装linux系统的时候,当时并不了解该分区,只是参看师哥们的笔记进行设置。但是swap分区到底是干嘛用的? windows里面没有该分区么?有设置的必要性么?

  一般来讲,swap分区可以提高linux系统性能swap分区是在硬盘空间中开辟一块区域,用来存放内存溢出来的数据。比如将内存想象成一个杯子,程序运行时产生的数据作为水放进杯子中,当我们运行的程序过多,或是处理的数据量过大时,杯子慢慢变满,导致乘不下了,此时如果有swap分区的话,就如同将过多的水倒入swap分区这个杯子中。

  在windows的swap分区,我们更常称之为虚拟内存。虽然两者的技术实现上有有很大差异,但是我们可以姑且认为它们具有相同的作用吧。此外,linux系统休眠的数据是保存到swap分区中的,换言之,如果系统没用配置swap分区,linux是无法休眠的!(这个未亲身验证过)

  从理论上讲,swap分区确实是增大了可使用的内存空间,但是,内存中数据交换速度非常快,而swap分区讲物理内存当作内存的载体,物理磁盘的数据交换速度远远落后于物理内存,因此不可避免的带来运行效率的下降。

如何增加/创建物理内存

  通常swap分区都是在装系统硬盘分区时设定的,在这主要介绍在系统已安装完成后,进行swap分区扩展的方法。一般来讲,有两种方法可以选择。

  在这之前,先通过指令来查看swap分区使用情况。使用free指令。

  

bzc@bzc-pc:build$ free

  显示如下图所示:系统的swap分区未空。

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" alt="" width="490" height="108" />

未完。。。

  

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