内网.外网.宽带.带宽.流量.网速之间的区别与联系

警告
本文最后更新于 2023-11-03,文中内容可能已过时。

带宽宽带的区别是什么

带宽是量词,指的是网速的大小,比如1Mbps的意思是一兆比特每秒,这个数值就是指带宽。
宽带是名词,说明网络的传输速率速很高 。宽带的标准各不相同,最初认为128kbps以上带宽的就是宽带,而以下的就是窄带。
但现在国内运营商一般提供至少512kbps带宽的宽带服务。也就是说,带宽是一个具体数值,而宽带则是满足一定带宽数值的一种传输标准(服务)。

即:宽带是一种业务,带宽是传输速度

  • 宽带:在数字通信中通常指64kbit/s以上信号的带宽。
  • 窄带:在数字通信中通常指64kbit/s以下信号的带宽。

通常别人会说你家能不能上网?其实这个意思就是你家有没有宽带,换句话说,就是一个名词,先有了宽带一词,然后才可以说你带宽是多少,宽带与上网的速度快慢没有直接关系。

当我们想申请宽带了,需要到一些服务提供商那里注册登记,这时会根据套餐的不同,你可能会有10Mb/s20Mb/s等,可以计算机字节换算比例可以计算出自己的带宽大小

比如:

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1B=8b //1字节=8位
1KB=1024B
1MB=1024KB
1GB=1024MB

我们申请的带宽是10Mb/s这个单位中的b是小写的,而我们刚才说的1B(字节)=8b(位),这里刚好是8倍的关系,即下载速度:10Mb / 8 = 1.25MB

有的人就会问,为什么要除以8?

在计算机中,下载速度是以字节(B)为单位的,而提供商说的是以比特(b)为单位的。

比如说: 在网上下载一个软件,都会以B(字节)为单位的,再比如你打开一个网页,这个网页中可能会有图片,文字,视频等内容,这些内容本质上来说,也是下载到你电脑了,然后你才能看到的

我们可以带宽来计算出自己的下载速度:

计算方式:带宽大小 / 8

带宽 下载速度 公式
带宽为2Mb 下载速度为256KB/s 2 / 8 = 0.25
带宽为4Mb 下载速度为512KB/s 4 / 8 = 0.5
带宽为8Mb 下载速度为1.00MB/s 8 / 8= 1.0
带宽为10Mb 下载速度为1.25MB/s 10 / 8 = 1.25
带宽为20Mb 下载速度为2.50MB/s 20 / 8 = 2.50
带宽为100Mb 下载速度为12.5MB/s 100 / 8 = 12.50

有的时候,使用一些软件测试网速时,发现与我们计算的结果有点差距,这个是正常现象,这是由于一些物理线路磨损等客观原因造成的。
还有的时候,大家在深夜下载软件时,会发现,下载速度超过了我们理论上计算出来的值,这种情况也是存在的, 我们可以这样理解: 比如你家在J区,那么提供商拉到J区的总线路是100Mb/s , 而你家申请的是10M,由于限制都是从路由器里设置的,这个与设置路由器的设置有关。
第二种情况就是,你下载软件的服务器比较闲,这样速度也是比较快的。
第三种情况就是我们下载软件时,可能会用迅雷呀这方面的软件,由于这个软件下载的人多了,那么他的速度也是比较快的。

通俗理解的话:
带宽就好比你的水龙头大小,网速就相好比从水龙头里出来的水流速有多快。 以上都是说下载速度,那么上传速度是怎么计算的呢,其实上传速度这个与地域的不同而不同,一般上传速度都被提供商限制了,这个说不准。

流量是对外发送数据与接收数据包的大小总和,单位是采取1024进制的,单位有 B, KB, MB(M), GB(G)

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1G=1024MB
1M=1024KB
1KB=1024字节(B)

一般我们手机有 5元30MB, 10元70MB的流量套餐,当我们打开一个网页,需要多少流量呢 假设某一个网页上有 100 个汉字与一张100KB的图片,一个汉字 = 2个字节
即这个页面的数据大小为:100 * 2B / 1024 + 100KB = 0.2KB +100KB = 100.2KB
每访问一次这个页面,将产生100.2KB的流量,如果是70MB的流量,那么访问几个网页基本快没有了,所以更不要说看视频了。

带宽网速流量之间的关系

通常情况下:我们说的

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我家的带宽10M
现在网速网速:200KB/s
看一张图片使用了8M的流量

那么带宽、网速、流量之间有什么关系,他们分别代表什么呢?

  • 带宽单位是:比特/秒(bps):10M=10Mbps

  • 网速是数据传输的速度,单位是:字节/秒 (B/s, KB/s, MB/s)

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    1MB/s = 1024KB/s
    1KB/s = 1024B/s
    
  • 流量是用户上网 发送和接收 的 数据量总和 ,单位是:字节(Byte) 比特是信息的最小单位:1字节 = 8比特 也就是1B = 8bit 或者 1B = 8b
    1字节/秒 = 8比特/秒 (1B/s = 8bps)
    1比特 (1b or 1位) 是信息技术中的最小存储单位,1 位代表一个“1”或者“0”
    1B1字节)是比较小的存储单位:一般情况下1个英文字母占1个字节;一个汉字占2个字节

  • 他们之间的换算:带宽大小 / 8

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    10M带宽(10Mb/s)=1.25MB/s网速
    1M带宽(1Mb/s)=0.125MB/s=128KB/s
    10Mbps = 10*1024Kbps =10*1024*1024bps =10*1024*1024/8 Byte/s =10/8 MB/s =1.25 MB/s
    

上行带宽下行带宽是什么意思?各有什么作用?

在设置路由器的限速,或者配置其它一些软件的时会遇到上行速度和下行速度的配置,很多用户根本就不知道这两个所代表的意思,下面会对这两种进行详细讲解:
在访问互联网时存在两种行为:一是上传数据,二是下载数据。上行宽带(速度) 指的是上传的速度,而下行宽带(速度) 指的是下载数据时的数度。

在详细一点可以理解为

一般是指从你的电脑上传的速度,别人对你的电脑进行通讯的速率。比如你往QQ空间上传你的相片,这个时候上传相片的速度就是上行速度,其他还有比如你往一些云盘里面上传文件的时候,这个时候的速度也是上行速率,我们可能会发现,通常情况下,上传文件的速度比我们平常使用的网络速度要慢很多。

一般是你从网络上的主机下载的速度,比如你下载文件的速度,打开网页的速度,这种速度就是下行速率,下行速率通常就是我们平常所说的网速,比如你的带宽是电信8M,光纤20M等,这种速度其实就是指的网络的下行速率。

上行宽带(速度)和下行宽带(速度)是不对称的。 一般是下行速度大于上行的速度。我们平时所使用的宽带说多少M,都是指的下行宽带,因为我们上网主要是从互联网上下载数据,而上传的数据量要少很多。

为什么在使用宽带的过程中,发现电脑下载的速度根本就达不到自己办理的宽带的标准,例如10Mb/s的宽带,下载速度只有1MB/s左右的速度,这是为什么呢?

因为宽带运营商的带宽下行速度和Windows电脑上的下行速度的单位不一样 ,Windows电脑的单位是KBbs/s,而宽带运营上的单位是Kbbs/s,1B=8b(1字节=8位)。

假设你办理了10M的宽带,10Mbps=10240Kbps/8=1280KBps,所以在你电脑的最大的下载速度只有1280KBps,也就是大概1.25MB/s左右的样子。所以不要再说宽带公司坑人,办理的宽带扣量了,这只不过是计算的单位不同引起的。

宽带的下载速率除宽带带宽外,与计算机配置、使用的下载软件,下载的大小、下载网站的速率等均有关系,一般的下载软件都可以查看的宽带下载速率(如迅雷)。

理想的状态下:100M光纤宽带的下行宽带在10M/S-11M/s之间;上行宽带是指上传到互联网上的速度;这个要开你开通的宽带是上下行等同还是不等同了;不知道的可以咨询你的运营商;如果是等同的你的上行宽带也是10M/S - 11M/s之间;不是等同的一般上行宽带只有400kbs/s-500Kbs/s。
注:一般企业开通的是上下行带宽等同的;家用的是不等同,一般只管下行带宽,上行的不管的。

对服务器而言, 客户端下载资源消耗的是服务器的上行流量,客户端上传资源消耗的是服务器的下行流量

通常买的服务器,比如阿里云,一般买的带宽指的是上行带宽,下行通常是不限的。而且流量的计算一般都是以上行的来计算的。

所以,客户端上传资源,对服务器的带宽基本没有影响,因为服务器的下行基本不限的,跟客户端本身网络的带宽有影响

而客户端下载资源,除了跟服务器的带宽有影响,跟客户端本身的网络带宽也有影响的

服务器的上行带宽主要用于本地用户请求服务器上的资源(每秒钟服务器传给客户端的最大数据量,服务器流出的带宽)(即本地的下载、服务器的上传)`,如果是在其他机器下载服务器上的文件,用的主要是服务器的上行带宽。

这里一定要分清楚上行带宽和下行带宽是对谁而言的,个人PC下载速度看的是自己的下行带宽和服务器的上行带宽
个人PC(A)与服务器(B)连接,服务器B的最大上行带宽(上行速度)决定了PC最大下载速度

下行带宽主要用于本地用户上传文件至服务器(客户上传数据到服务器),对于服务器来说,下行带宽是不限制的,网络因素,取决于客户端当前的网络情况

区别

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

如图,假设我们的计算机是设备一,想要访问百度。

如果使用校园网,首先需要先通过校园网的路由器把我们的内网ip转为校园网的外网ip。
然后通过这个外网ip先连接上湖南电信的网关,最后在连接上百度的网关。
百度把你请求的信息回传到你的校园网网关,校园网网关再把信息传给你(整个网络呈网状结构,它会自动找到一条通往百度的路径——基于深度优先搜索或者广度优先搜索)。

这个过程就跟淘宝购物差不多。

假设在学校里订购了一本书,淘宝那边接收到你的订单准备好物品就开始给你发货了。
他发现你的收货地址在湖南,于是它可能从杭州出发,先去了福建的中转站,然后再到江西的中转站,突然发现江西到湖南的中转站不通,于是它只能再绕到广东的中转站,最后再到湖南中转站。这些中转站就相当于公网上的各个网关。
到了湖南中转站,快递小哥再把包裹送到你的校门(这就是最后一级网关)。
这时快递小哥就走了,校门处的管理人员在根据的你的宿舍信息把包裹拿给你。(局域网内部的信息交流由校园网这个网关来处理)

这对刚接触互联网的人来说有些难以理解内网ip和公网ip的区别,那我们在举一个例子

我们把酒店的201房比作内网ip,那么凡是酒店都可能有201房,假如你饿了会对服务员说:“我在201房间,麻烦送些吃的过来“。而假如你要点外卖的话你对店家仅说送来201房间(内网ip),外面的人是不可能知道的,这时你就要对店家说某某市某某区某某酒店(公网ip)再加上201房 店家才能找到你。
-运营商所分配公网ip地址(某某市某某区某某酒店)也就是所住的酒店,而201房(内网ip) 则是酒店管家(路由器)所分配的。所以一个酒店可以有很多的房间(内网ip)但是当外面的朋友问你住哪里,你肯定不会说你住在201房间(内网ip)而会说你住在某某市某某区某某酒店(公网ip)。
这是内网ip和公网ip的本质区别。一个对内,一个对外

注意点

  1. 公网ip具有世界范围的唯一性,而内网ip只在局域网内部具有唯一性

  2. 一个局域网里所有电脑的内网IP是互不相同的,但共用一个外网IP。

    就像前面酒店的例子一样:你所在学校的校名在整个世界上只有一个,但是你学校里面的A栋大楼3层3号教室只有在你的校园内部才具有唯一性。别的学校也有A栋大楼3层3号教室。你只能跟快递小哥说请帮我把包裹送到xx大学,而不能说请帮我把包裹送到A栋大楼3层3号教室。

  3. 局域网中,每台电脑都可以自己分配自己的IP,但是这个IP只在局域网中有效。而如果你将电脑连接到互联网,你的网络提供商的服务器会为你分配一个IP地址,这个IP地址才是你在外网的IP。两个IP同时存在,一个对内,一个对外

  4. 互联网上的IP(即外网IP)地址统一由一个叫“IANA(互联网网络号分配机构)”的组织来管理。由于分配不合理以及IPv4协议本身存在的局限,现在互联网的IP地址资源越来越紧张。IANA将A、B、C类IP地址的一部分保留下来,留作局域网使用。具体如下

    IP地址空间(私有):

    1
    2
    3
    
    A类地址范围:10.0.0.0—10.255.255.255,即10.0.0.0/8
    B类地址范围:172.16.0.0---172.31.255.555,即172.16.0.0/12
    C类地址范围:192.168.0.0---192.168.255.255,即192.168.0.0/16
    

    也就是说,如果你查到的ip地址在以上A、B、C类IP地址的范围内,它一定就是局域网的ip地址,否则就是公网的地址。

  5. 实际生活中不仅有一级NET技术,还有二级NET技术。也就是可能你的校园网关也只是个局域网。通过多级转换可以得到更多的地址。

  1. 一般电信ADSL带宽在未升级大带宽前是(动态)公网IP。如果花费很少的钱给你升级为100M光纤上网,99.99%是内网IP,那0.01%是我还没有发现过案例。
  2. 代理网络运营商99.99%都是内网IP,如长城带宽、聚友E家等。
  3. 光纤上网的99.99%都是内网IP。

以下IP段的地址都是内网IP地址

  • 10.0.0.010.255.255.255
  • 172.16.0.0172.31.255.255
  • 192.168.0.0192.168.255.255