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计算机网络概述

<h2 id="什么是因特网">什么是因特网</h2> <h3 id="以构成因特网的基本硬件和软件组件来描述">以构成因特网的基本硬件和软件组件来描述</h3> <ul><li>处在因特网的边缘部分即连接到因特网上的设备成为主机(host)或端系统(end system)</li> <li>端系统通过通信链路(communication link)和分组交换机(packet switch)连接到一起</li> <li>最主要的两种分组交换机分别是路由器(router)和链路层交换机(link-layer switch)</li> <li>端系统通过因特网服务提供商(ISP,Internet service provider)接入网络</li> <li>端系统,分组交换机及其其他因特网部件都要运行一系列的协议(protocol),而TCP(Transmission control protocol,传输控制协议)/IP(Internet protocol,网际协议)是其中最为主要的两个协议</li> </ul><h3 id="以为分布式应用提供服务的联网基本设施来描述">以为分布式应用提供服务的联网基本设施来描述</h3> <ul><li>端系统提供了一个应用程序编程接口,你可以通过这个接口编写应用程序.运行在不同端系统上的软件需要互相分发数据,而因特网提供给这一系列服务</li> </ul><h2 id="网络架构">网络架构</h2> <h3 id="客户服务器模式clinet-server-model">客户服务器模式(Clinet-server model)</h3> <ul><li>客户端,服务器都是主机</li> <li>请求一方为客户,响应请求一方称为服务器</li> <li>从双方建立联系的角度看,主动启动通信的是客户,被动等待通信的是服务器</li> <li>客户端特点 <ul><li>一般只与服务器通信,连接具有间歇性,动态IP,客户端之间不直接通信</li> </ul></li> <li>服务器特点 <ul><li>一直开启,IP固定,背后通常是服务器集群</li> </ul></li> </ul><h3 id="p2p模式peer-to-peer">P2P模式(Peer to peer)</h3> <ul><li>主机之间的地位是对等的</li> <li>客户端,服务器的角色会因行为的不同而发生变化</li> <li>没有一直开启的服务器,任意节点之间可以相互通信,端结点间歇性连接,具有动态IP</li> </ul><h2 id="网络核心交换机和路由器">网络核心(交换机和路由器)</h2> <h3 id="分组交换">分组交换</h3> <ul><li>从源端系统向目的端系统发送的报文(message),源将报文划分为较小的数据块,称之为分组(packet)</li> <li>多数分组交换机在链路输入端使用存储转发传输(store-and-forword transmission)实际应用中往往是并行存储转发</li> </ul><table><thead><tr class="header"><th>转发方式</th> <th>数据处理时延</th> <th>错误检测</th> <th>高速低速端口协同</th> </tr></thead><tbody><tr class="odd"><td>存储转发传输</td> <td>高</td> <td>有</td> <td>可以</td> </tr><tr class="even"><td>直通转发</td> <td>低</td> <td>无</td> <td>不可以</td> </tr></tbody></table><h3 id="电路交换">电路交换</h3> <ul><li>电路交换网络会在端系统通信会话期间为端系统预留资源(缓存,链路传输速率)</li> <li>电路交换中的复用技术 <ul><li>频分复用(Frequency Division Multiplexing,FDM)</li> <li>时分复用(Time Division Multiplexing,TDM)</li> </ul></li> </ul><h3 id="analogy">Analogy</h3> <blockquote>

如果将上网比作到餐厅吃饭,那么分组交换就是去一家不用预定的餐厅吃饭,电路交换就是去一家需要预定的餐厅吃饭,不用预定的餐厅有可能你去了发现没有座位,需要预定的餐厅你预定了就一定会有座位,但餐厅有可能有空桌子(预定但没人来)浪费

</blockquote> <h3 id="对比">对比</h3> <table><thead><tr class="header"><th>交换方式</th> <th>时延</th> <th>资源</th> <th>成本</th> </tr></thead><tbody><tr class="odd"><td>分组交换</td> <td>不稳定</td> <td>共享,利用率高</td> <td>低</td> </tr><tr class="even"><td>电路交换</td> <td>稳定</td> <td>预留,利用率低</td> <td>高</td> </tr></tbody></table><h2 id="网络结构">网络结构</h2> <h3 id="isp-tier"></h3>

<h3 id="notation">Notation</h3> <table><thead><tr class="header"><th>Tier-1 ISP</th> <th>全球ISP</th> </tr></thead><tbody><tr class="odd"><td>Tier-2 ISP</td> <td>区域ISP</td> </tr><tr class="even"><td>Tier-3 ISP</td> <td>本地ISP(最后一跳)</td> </tr><tr class="odd"><td>Internet Exchange Point(IXP)</td> <td>因特网交换点</td> </tr><tr class="even"><td>Content Provider Network</td> <td>内容提供商(如谷歌)</td> </tr></tbody></table><h3 id="设定">设定</h3> <ul><li>一般低层ISP为高层ISP的客户,同等级ISP对等互不收费</li> <li>全球ISP之间构成图论中的完全无向图,并且不向任何人付费</li> <li>IXP使得连接到互联网交换中心的ISP对等(免费对等互联)</li> <li>内容提供商(如谷歌),建立自己的数据中心与Internet互联,绕过Tier-1,region ISP,通过IXP和其他ISP对等</li> </ul><h2 id="时延丢包吞吐量">时延,丢包,吞吐量</h2> <h3 id="时延">时延</h3> <table><thead><tr class="header"><th>类型</th> <th>描述</th> <th>决定因素</th> </tr></thead><tbody><tr class="odd"><td>处理时延(nodal processing delay)</td> <td>检查分组首部决定转发方向等的时间</td> <td>路由器处理速度</td> </tr><tr class="even"><td>排队时延(queuing delay)</td> <td>一个分组在队列中的等待时间</td> <td>流量大小,拥堵程度</td> </tr><tr class="odd"><td>传输时延(transmission delay)</td> <td>从接口卡将分组传输到链路上的时间</td> <td>链路传输速度</td> </tr><tr class="even"><td>传播时延(propagating delay)</td> <td>一个分组从链路的一端传输到另一端的时间</td> <td>链路的物理媒介(光纤,双绞铜线等)一般是接近光速</td> </tr></tbody></table><ul><li>当到达的流量速度接近处理的流量速度,排队时延就会无限增大,当路由器中的队列缓存被使用完就会对其后来的分组造成丢包 <ul><li>流量密度\(=La/R\)(\(L\)分组长度,\(a\)分组到达平均速率,\(R\)传输速率)</li> </ul></li> <li>传播时延在不同的应用变化会很大,比如卫星通讯距离很远传播时延就会比较大</li> <li>节点延迟等于上述四种延时求和即 <ul><li>\(d_{nodal}=d_{proc}+d_{queue}+d_{trans}+d_{prop}\)</li> </ul></li> </ul><h3 id="analogy-1">analogy</h3> <blockquote>

假如把分组比作汽车,分组的传输是从一个地方到达另一个地方,中间的交换机就是加油站(假设必须加油,,,就这样),公路就是链路

</blockquote> <table><thead><tr class="header"><th>时延类型</th> <th>类比</th> </tr></thead><tbody><tr class="odd"><td>处理时延</td> <td>加油的时间</td> </tr><tr class="even"><td>排队时延</td> <td>如果前面有车加油那么就得排队</td> </tr><tr class="odd"><td>传输时延</td> <td>从加油站回到公路的时间</td> </tr><tr class="even"><td>传播时延</td> <td>在两个加油站之间的公路上花费的时间</td> </tr></tbody></table><h3 id="丢包">丢包</h3> <ul><li>交换机的队列满了后来的分组就会被丢弃</li> </ul><h3 id="吞吐率">吞吐率</h3> <blockquote>

考虑从主机A到主机B跨越计算机网络传送一个大文件

</blockquote> <table><thead><tr class="header"><th>类型</th> <th>描述</th> </tr></thead><tbody><tr class="odd"><td>瞬时吞吐量</td> <td>在任何时间瞬间的瞬时吞吐量是主机B接收到文件的速率</td> </tr><tr class="even"><td>平均吞吐量</td> <td>主机B接受到所有F比特用去T秒,那么平均吞吐量就是F/Tbps</td> </tr></tbody></table><ul><li>

多条链路之上的通信往往取决于其中最小的吞吐量链路,即瓶颈链路(有点类似短板效应)

</li> <li>

现实生活中瓶颈链路往往是连接到网络边缘的链路(Rs或Rc)即接入网,互联网的带宽R往往很大不会成为瓶颈

</li> </ul><h2 id="协议层次">协议层次</h2> <blockquote>

网络分层每一层实现一定功能,不同层次之间互相依赖,这有助于简化结构,便于维护,隐藏不必要的细节

</blockquote> <h3 id="经典五层协议栈">经典五层协议栈</h3> <table><thead><tr class="header"><th>协议栈</th> <th>描述</th> <th>示例</th> <th>分组特称</th> </tr></thead><tbody><tr class="odd"><td>应用层(application)</td> <td>处理应用细节</td> <td>FTP,HTTP</td> <td>消息(message)</td> </tr><tr class="even"><td>传输层(transport)</td> <td>为不同主机提供进程间的通讯</td> <td>TCP,UDP</td> <td>TCP数据段(segment)/UDP用户数据报(user datagram)</td> </tr><tr class="odd"><td>网络层(network)</td> <td>为主机提供端到端的通讯,如分组选路</td> <td>IP</td> <td>数据报(datagram)</td> </tr><tr class="even"><td>链路层(link)</td> <td>处理传输媒介的物理接口细节</td> <td>PPP,Ethernet</td> <td>帧(frame)</td> </tr><tr class="odd"><td>物理层(physical)</td> <td>比特流在物理媒介上的传输</td> <td>bits"on the wire"</td> <td>比特(bit)</td> </tr></tbody></table><ul><li>下四层在一般内核执行,应用层调用相应接口完成工作</li> <li>应用层关心应用细节,其它处理通讯细节</li> </ul><h3 id="analogy-2">Analogy</h3> <blockquote>

假如将网络中的分组传输比作小明向小花寄快递,小明将快递交给家长,家长交给本地快递公司,快递公司挑选合适路线(路由)选择下一家快递公司,选择合适的传输方式(火车汽车)将快递送下一个快递公司,最后到达目的快递公司,小花的家长去快递公司取快递然后交给小花

</blockquote> <table><thead><tr class="header"><th>对象</th> <th>比喻</th> <th>描述</th> </tr></thead><tbody><tr class="odd"><td>应用层</td> <td>小明</td> <td>家里寄快递的可能不止小明一个人,这对应进程</td> </tr><tr class="even"><td>传输层</td> <td>家长</td> <td>粗心的父亲可能只是把你的信给快递公司就不管了(UDP不可靠),细心的母亲可能在收到快递公司回复的快递丢失后(丢包),重新将一封信交给邮寄公司(TCP可靠)</td> </tr><tr class="odd"><td>网络层</td> <td>快递公司</td> <td>快递公司根据源目地址挑选合适路线(路由),选择下一个快递公司(网络层是逐跳的),假如从咸阳发快递到东莞,路线就是咸阳快递公司->西安快递公司->广东快递公司->东莞快递公司,那么下一跳就是西安快递公司.快递公司不保证一定送到,但保证尽心尽力(IP不可靠)</td> </tr><tr class="even"><td>链路层</td> <td>火车站</td> <td>快递公司选择合适的传输方式交由下一家快递公司(网卡到网卡)</td> </tr><tr class="odd"><td>物理层</td> <td>火车,汽车</td> <td>传输媒介,火车汽车(光纤,双绞线)</td> </tr></tbody></table><h3 id="iso七层网络">ISO七层网络</h3> <ul><li>在应用层之下加上表示层和会话层</li> </ul><h3 id="不同设备在网络中的层次">不同设备在网络中的层次</h3> <table><thead><tr class="header"><th>设备</th> <th>所属层次</th> </tr></thead><tbody><tr class="odd"><td>主机</td> <td>应用层,传输层,网络层,链路层,物理层</td> </tr><tr class="even"><td>路由器</td> <td>网络层,链路层,物理层</td> </tr><tr class="odd"><td>链路层交换机</td> <td>链路层,物理层</td> </tr></tbody></table><h2 id="网络安全">网络安全</h2> <h3 id="信息安全">信息安全</h3> <table><thead><tr class="header"><th>特征</th> <th>描述</th> </tr></thead><tbody><tr class="odd"><td>保密性</td> <td>具有一定保密程度的信息只能让有权读到或更改的人读到和更改</td> </tr><tr class="even"><td>完整性</td> <td>信息在传输的过程中不允许随意更改</td> </tr><tr class="odd"><td>可用性</td> <td>对于信息的合法拥有者和使用者,在他们需要这些信息的任何时候都应该保障他们能够及时得到所需信息</td> </tr><tr class="even"><td>不可抵赖性</td> <td>对于自己行为及其行为发生时间的不可抵赖性</td> </tr></tbody></table><h3 id="恶意软件malware">恶意软件(Malware)</h3> <table><thead><tr class="header"><th>恶意软件</th> <th>描述</th> </tr></thead><tbody><tr class="odd"><td>病毒(virus)</td> <td>自我复制的一端指令或代码破会计算机功能或数据</td> </tr><tr class="even"><td>蠕虫(worm)</td> <td>通过网络或系统漏洞传播自身功能拷贝</td> </tr><tr class="odd"><td>木马(trojan horse)</td> <td>通常潜伏于网页,用来控制另一台计算器</td> </tr></tbody></table>

### 拒绝服务攻击(Denial of service,Dos)

<ul><li>通常使用过量的服务或请求,使得被攻击方资源(端口,带宽,cpu资源)不可用</li> <li>流程 <ul><li>选择目标</li> <li>闯入周边主机(组成僵尸网络,距离近可以大流量攻击)</li> <li>发送数据包到目的主机</li> </ul></li> </ul><h3 id="分组嗅探攻击">分组嗅探攻击</h3> <ul><li>共享以太网可以监听数据报(主机默认只接收目的是自己的数据报,但是网卡在混杂模式下会抓取所有数据报)</li> <li>明文传输的信息会泄露</li> </ul><h3 id="伪造攻击">伪造攻击</h3> <ul><li>通过伪造的IP,MAC,或者分组内容对目标进行攻击
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</li> </ul>

来源:博客园

作者:redo19990701

链接:https://www.cnblogs.com/redo19990701/p/11426185.html

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