diff --git a/Computer-Network/0-summary-ex.md b/Computer-Network/0-summary-ex.md
index fa3879d..8851dba 100644
--- a/Computer-Network/0-summary-ex.md
+++ b/Computer-Network/0-summary-ex.md
@@ -39,6 +39,28 @@ $D$.数据库管理系统
带宽与发送时延相关;传播时延仅与距离相关,电磁波传播速度往往是定值。
+### 交换方式计算
+
+传播时延基本上三种交换方式都是一样的。
+
+#### 电路交换
+
+电路交换不使用存储转发,所以时间开销只包含传播时延、发送时延和一个电路建立时间。
+
+发送时延直接数据总长度÷链路发送速率就可以了。
+
+#### 报文交换
+
+以报文为单位,使用存储转发技术。
+
+发送时延为报文总长度÷链路发送速率×链路条数。
+
+#### 分组交换
+
+分组交换的发送时延都按两个步骤来计算。第一是发送整个分组的时延,第二是单个分组经过所有交换机分组转发的时间。
+
+为什么要这样考虑?因为在第一步时所有的分组都被发送出去了,就不用考虑前面的分组怎么样了,只用考虑最后一个分组还要多长时间到达目的,之前的分组肯定在此之前都达到了目标,所以这就是为什么第二步只用考虑一个分组进行分组转发算时间的原因。
+
### 传输时间
**例题** 已知要传输一份信息大小为$10000bit$,需要经过两个交换设备。所有链路的传输速率为$1000bps$。假如分组交换中每一个分组为$10bit$,其他条件忽略(如接收时延,排队时延、报文头部长度等),求报文交换与分组交换两种方式所需要的传输时间。
@@ -53,9 +75,23 @@ $10000\div1000=10(s)$,从而报文在每一个链路上需要$10s$的传输时
每个分组传输需要$10\div1000=0.01(s)$,而一共有$10000\div10=1000$个分组,所以一共需要$0.01×1000=10(s)$发送所有分组。
-此时$10s$的时候所有的分组已经发送出去了,按照报文交换的视角整个数据都到达了第一个交换设备,而按分组交换视角,是最后一个分组到达了第一个交换设备,倒数第二个分组到达第二个交换设备,倒数第三个分组以及以前的分组都已经到达了,所以我们还需要计算还需要多少秒完全传输完。倒数第一个分组是最后一个,所以只用考虑它。最后一个分组还需要传输两个链路,所以还需要$0.01\times2=0.02(s)$,所以总共的分组交换需要$10+0.02=10.02(s)$。
+此时$10s$的时候所有的分组已经发送出去了,不考虑传播时延的情况下,按照报文交换的视角整个数据都到达了第一个交换设备,而按分组交换视角,是最后一个分组到达了第一个交换设备,倒数第二个分组到达第二个交换设备,倒数第三个分组以及以前的分组都已经到达了,所以我们还需要计算还需要多少秒完全传输完。倒数第一个分组是最后一个,所以只用考虑它。最后一个分组还需要传输两个链路,所以还需要$0.01\times2=0.02(s)$,所以总共的分组交换需要$10+0.02=10.02(s)$。
-**例题**
+**例题** 在采用“存储-转发”方式的分组交换网络中,所有链路的数据传输速率为$100Mb/s$,分组大小为$1000B$,其中分组头大小为$20B$。若主机$H1$经过两个分组交换机向主机$H2$发送一个大小为$980000B$的文件,则在不考虑分组拆装时间和传播延迟的情况下,从$H1$发送开始到$H2$接收完为止,需要的时间至少是()。
+
+$A.80ms$
+
+$B.80.08ms$
+
+$C.80.16ms$
+
+$D.80.24ms$
+
+解:$C$。因为分组大小为$1000B$,其中分组头大小为$20B$,所以只能携带$1000-20=980B$个数据,而一共要发送一个$980000B$的文件,所以分为$1000$组分组,从而总的数据量为$1000\times1000=10^6B=1MB=8Mbit$。根据链路传输速率为$100Mb/s$,所以为$0.08s=80ms$。这时所有的分组都被$H_1$发出。
+
+然后考虑最后一个分组的发送情况。因为有两个分组交换机,所以在$H_1$发出后还需要经过两次分组转发才能到达$H_2$,不考虑传播时延则不计算电磁波传播时间。每次最后一个分组进行分组转发的时间为$1000\times8/100=0.08ms$,一共两个交换机,所以还要$0.16ms$。
+
+所以总共为$80.16ms$。
**例题** 试在下列条件下比较电路交换和分组交换。要传送的报文共$x$比特。从源点到终点共经过$k$段链路,每段链路的传播时延为$d$秒,数据传输速率为$b$比特/秒。在电路交换时电路的建立时间为$s$秒。在分组交换时分组长度为$p$比特,且各结点的排队等待时间可忽略不计。问在怎样的条件下,分组交换的时延比电路交换的时延要小?(提示:画草图观察k段链路共有几个结点)
@@ -101,6 +137,8 @@ $10000\div1000=10(s)$,从而报文在每一个链路上需要$10s$的传输时
设消耗总数目为$y=10^8/D+D$,求其导数为$\textrm{d}y/\textrm{d}D=1-10^8/D^2$,令其为$0$,解得$D=10^4$时消耗最小,所以分组数据最好为$10000$字节。
+## 性能指标
+
### RTT
$RTT$是从发送方发送数据开始,到发送方收到接收方的确认(假如收到数据立刻返回确认)总共经历的时延。
@@ -127,6 +165,25 @@ $RTT$=往返传播时延+末端处理时延。
3)解:因为发送时延不计算,所以只用考虑传播时延。每个分组为$1KB$,所以可以分为$1000$个分组。而每次可以发送$20$个分组,所以需要发送$50$次数据和$50-1=49$次$RTT$,最后一次只需要走到终点而不需要等待返回,所以只用$0.5RTT$,从而一共为$2RTT+49RTT+0.5RTT=5.15RTT=5.15(s)$。
+**例题** 假定在地球和月球之间建立一条$100Mb/s$的链路。月球到地球的距离约为$385000km$,数据在链路上以光速$3×10^8m/s$传输。
+
+1)计算该链路的最小$RTT$。
+
+2)使用$RTT$作为延迟,计算该链路的“延迟×带宽”值。
+
+3)在2)中计算的“延迟×带宽”值的含义是什么?
+
+4)在月球上用照相机拍取地球的相片,并把它们以数字形式保存到磁盘上。假定要
+在地球上下载$25MB$的最新图像,那么从发出数据请求到传送结束最少要花多少时间?
+
+1)解:最小RTT等于$2×385000000m/(3×10^8m/s)=2.57s$。
+
+2)解:“延迟×带宽”值等于$2.57s×100Mb/s=257Mb=32MB$。
+
+3)解:它表示发送方在收到一个响应之前能够发送的数据量。
+
+4)解:在图像可以开始到达地面之前,至少需要一个$RTT$。假定仅有带宽延迟,那么发送需要的时间等于$25MB/(100Mb/s)=(25×1024×1024×8)bit/(100Mb/s)\approx2.1s$。因此,直到最后一个图像位到达地球,总共花的时间等于$2.1+2.57=4.67s$。注意这里$MB$的单位转换问题,$1M=2^{20}$而不是$10^6$。
+
## 体系结构
**例题** 下列能够最好地描述$OSI$参考模型的数据链路层功能的是()。
diff --git a/Computer-Network/1-physical-layer-ex.md b/Computer-Network/1-physical-layer-ex.md
index abe0249..f7d3734 100644
--- a/Computer-Network/1-physical-layer-ex.md
+++ b/Computer-Network/1-physical-layer-ex.md
@@ -72,10 +72,71 @@ $D.512kb/s$
$A.0011\,0110$ $B.1010\,1101$ $C.101\,0010$ $D.1100\,0101$
-解:$A$。$10BaseT$即$10Mb/s$的以太网,使用曼彻斯特编码。所以前低后高为$1$,前高后低为$0$,也可以是相反的定义,所以可以为$A.0011\,0110$或$1100 1001$。
-
![编码][code]
-[code]:data:image/png;base64,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
+解:$A$。$10BaseT$即$10Mb/s$的以太网,使用曼彻斯特编码。所以前低后高为$1$,前高后低为$0$,也可以是相反的定义,所以可以为$A.0011\,0110$或$1100 1001$。
-[]
\ No newline at end of file
+## 复用
+
+**例题** 一个简单的电话系统由两个端局和一个长途局连接而成,端局和长途局之间由$1MHz$的全双工主干连接。在$8$小时的工作日中,一部电话平均使用$4$次,每次的平均使用时间为$6$分钟。在所有通话中,$10\%$的通话是长途(即通过端局)。假定每条通话线路的带宽是$4kHz$,请分析一个端局能支持的最大电话数。
+
+解:每部电话平均每小时通话次数$=4/8=0.5$次,每次通话$6$分钟,因此一部电话每小时占用一条电路$3$分钟,即$20$部电话可共享一条线路。由于只有$10\%$的呼叫是长途,因此$200$部电话占用一条完全时间的长途线路。局间干线复用了$10^6/(4×10^3)=250$条线路,每条线路支持$200$部电话,因此一个端局能支持的最大电话数是$200×250=50000$部。
+
+## 传输媒介
+
+### 传输媒介特性
+
+**例题** 不受电磁干扰和噪声影响的传输介质是()。
+
+$A.$屏蔽双绞线
+
+$B.$非屏蔽双绞线
+
+$C.$光纤
+
+$D.$同轴电缆
+
+解:$C$。光纤抗雷电和电磁干扰性能好,无串音干扰,保密性好。
+
+### 物理层接口特性
+
+**例题** 当描述一个物理层接口引脚处于高电平时的含义时,该描述属于()。
+
+$A.$机械特性
+
+$B.$电气特性
+
+$C.$功能特性
+
+$D.$规程特性
+
+解:$C$。根据电平含义,所以描述的是功能。
+
+## 物理层设备
+
+**例题** 两个网段在物理层进行互联时要求()。
+
+$A.$数据传输速率和数据链路层协议都可以不同
+
+$B.$数据传输速率和数据链路层协议都要相同
+
+$C.$数据传输速率要相同,但数据链路层协议可以不同
+
+$D.$数据传输速率可以不同,但数据链路层协议要相同
+
+解:$C$。因为集线器或中继器都是物理层设备,不能协议转换,所以物理层协议必须要相同。
+
+物理层是OSI参考模型的最低层,它建立在物理通信介质的基础上,作为与通信介质的接口,用来实现数据链路实体之间的透明比特流传输。在物理层互联时,各种网络的数据传输速率如果不同,那么可能出现以下两种情况:
+
+1)发送方的速率高于接收方,接收方来不及接收导致溢出(因为物理层没有流量控制),数
+据丢失。
+
+2)接收方的速率高于发送方,不会出现数据丢失的情况,但效率极低。综上所述,数据传输速率必须相同。
+
+另外,数据链路层协议可以不同,如果是在数据链路层互联,那么要求数据链路层协议也要相同。对此总结是:本层及本层以下协议必须相同,本层以上协议可以不同。
+
+注意,在物理层互联成功,只表明这两个网段之间可以互相传送物理层信号,但并不能保证可以互相传送数据链路层的帧,要达到在数据链路层互通的目的,要求数据传输速率和数据链路层协议都相同。
+
+注意:1.物理层的协议必须相同,因为中继器两端的网段一定要是同一个协议,数据链路层可以不同(总结:本层及本层以下协议必须相同,本层以上协议可以不同)2.而路由器是第三层设备,向传输层及以上层次隐藏下层的具体实现,所有网络层及以下协议可以不同,而网络层以上的协议数据时路由器所不能处理的,因此网络层以上的高层协议必须相同。
+
+[code]:data:image/png;base64,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
diff --git a/Computer-Network/1-physical-layer.md b/Computer-Network/1-physical-layer.md
index e314228..06a863c 100644
--- a/Computer-Network/1-physical-layer.md
+++ b/Computer-Network/1-physical-layer.md
@@ -4,13 +4,6 @@
物理层需要考虑如何传输比特流,而不关心到底使用何种媒体传输数据。具体传输数据的层次是第0层。
-### 特性
-
-+ 机械特性:规格、接口形状、引线数目、引脚数量、排列情况。
-+ 电气特性:电压范围、阻抗匹配、传输速率、距离限制。
-+ 功能特性:电平意义、接口部件的用途。
-+ 规程特性:工作规程和时序的关系。
-
### 通信流程
信源->数字信号->调制解调器->模拟型号->广域网->模拟信号->调制解调器->数字信号->信宿。
@@ -190,8 +183,12 @@ $4B/5B$编码:$4$位码转换为$5$位码,比特流中插入额外的比特
#### 同轴电缆
-+ $50\Omega$:基带同轴电缆。
-+ $75\Omega$:宽带同轴电缆。
+同轴电缆由内导体、绝缘层、网状编织屏蔽层和塑料外层构成。
+
++ $50\Omega$:基带同轴电缆。用于局域网。
++ $75\Omega$:宽带同轴电缆。用于有线电视系统。
+
+由于外导体屏蔽层的作用,同轴电缆较双绞线具有良好的抗干扰特性,被广泛用于传输较高速率的数据,其传输距离更远,但价格较双绞线贵。
#### 光纤
@@ -227,29 +224,41 @@ $4B/5B$编码:$4$位码转换为$5$位码,比特流中插入额外的比特
+ 固定方向传播;
+ 需要转换为各自的信号格式再在空间中传播。
+### 物理层接口特性
+
++ 机械特性:规格、接口形状、引线数目、引脚数量、排列情况。
++ 电气特性:电压范围、阻抗匹配、传输速率、距离限制。
++ 功能特性:电平意义、接口部件的用途。
++ 规程特性(过程特性):工作规程和时序的关系。
+
## 物理层设备
### 中继器($RP$、$repeater$)
-用于对数字信号进行再生和还原,对衰减的信号进行放大。
+用于对数字信号进行再生和还原,对衰减的信号进行整形、放大(不仅仅是放大)。
中继器的两端:
-+ 网段而非子网。
++ 网段而非子网。使用中继器连接的几个网段仍然是一个局域网。
+ 类型相同。
+ 网络速度相同。
+ 只负责发送而不关心是否有问题。
+ 可以连不同媒体也可以连相同媒体。
+ 不会存储转发所以一定要协议相同。
-+ $5-4-3$规则:$5$是指不能超过五个网段;$4$是指在这些网段中的物理层网络设备(中继器,集线器)最多不超过四个;$3$是指这些网段中最多只有三个网段挂有计算机。
++ $5-4-3$规则:采用粗同轴电缆的$10BASE5$以太网规范,$5$是指不能超过五个网段;$4$是指在这些网段中的物理层网络设备(中继器,集线器)最多不超过四个;$3$是指这些网段中最多只有三个网段挂有计算机。
+
+注意:若网络设备具有存储转发的功能则能连接不同的协议,否则则不能。
+
+注意:放大器和中继器都起放大作用,只不过放大器放大的是模拟信号,原理是将衰减的信号放大,而中继器放大的是数字信号,原理是将衰减的信号整形再生。
### 集线器($Hub$)
集线器是多口中继器,功能类似,放大信号再转发到其他所有除输入端口外处于工作态的端口上。
+ 不具备信号的定向传送能力,是一个共享式设备(广播)。
-+ 因为是广播所以有大的冲突域,不能分割冲突域。
++ 因为是广播所以有大的冲突域,不能分割冲突域。所以多少个计算机连入集线器,同时工作时就分平方集线器拥有的带宽。
+ 同时只能有两个设备进行通讯,只会传输信号。
++ 只能在半双工状态下工作。
[code]:data:image/png;base64,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
diff --git a/Computer-Network/3-network-layer.md b/Computer-Network/3-network-layer.md
index 72b7019..236022f 100644
--- a/Computer-Network/3-network-layer.md
+++ b/Computer-Network/3-network-layer.md
@@ -44,7 +44,7 @@
虚电路方式提供连接服务,首先为分组的传输确定传输路径,然后沿该路径/连接传输系列分组,分组的传输路径相同,结束后拆除连接。
-1. 建立虚电路连接:每个分组携带虚电路号,而非目的地址,源主机发送呼叫请求分组并收到呼叫应答分组后才算建立连接。
+1. 建立虚电路连接:每个分组携带($VCID$),而非目的地址,源主机发送呼叫请求分组并收到呼叫应答分组后才算建立连接。
2. 数据传输:全双工通信。
3. 释放虚电路连接:源主机发送释放请求分组以拆除虚电路。