Agenda: Layer2-lab.htm

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1<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
2<html xmlns="http://www.w3.org/1999/xhtml">
3<head>
4  <meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
5  <meta http-equiv="Content-Style-Type" content="text/css" />
6  <meta name="generator" content="pandoc" />
7  <title>Layer 2 Network Design Lab</title>
8  <style type="text/css">code{white-space: pre;}</style>
9  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10</head>
11<body>
12<div id="header">
13<h1 class="title">Layer 2 Network Design Lab</h1>
14</div>
15<div id="TOC">
16<ul>
17<li><a href="#part-1"><span class="toc-section-number">1</span> Part 1</a><ul>
18<li><a href="#introduction"><span class="toc-section-number">1.1</span> Introduction</a><ul>
19<li><a href="#switch-types-used-in-the-lab"><span class="toc-section-number">1.1.1</span> Switch types used in the lab</a></li>
20<li><a href="#lab-access-instructions"><span class="toc-section-number">1.1.2</span> Lab access instructions</a></li>
21</ul></li>
22<li><a href="#hierarchical-redundant-network"><span class="toc-section-number">1.2</span> Hierarchical, redundant network</a><ul>
23<li><a href="#basic-switch-configuration"><span class="toc-section-number">1.2.1</span> Basic Switch Configuration</a></li>
24<li><a href="#ip-address-configuration"><span class="toc-section-number">1.2.2</span> IP Address Configuration</a></li>
25</ul></li>
26<li><a href="#spanning-tree-protocol"><span class="toc-section-number">1.3</span> Spanning Tree Protocol</a><ul>
27<li><a href="#stp-status"><span class="toc-section-number">1.3.1</span> STP Status</a></li>
28<li><a href="#stp-configuration"><span class="toc-section-number">1.3.2</span> STP Configuration</a></li>
29<li><a href="#disabling-stp"><span class="toc-section-number">1.3.3</span> Disabling STP</a></li>
30<li><a href="#simulate-a-backbone-failure"><span class="toc-section-number">1.3.4</span> Simulate a backbone failure</a></li>
31</ul></li>
32</ul></li>
33<li><a href="#part-2"><span class="toc-section-number">2</span> Part 2</a><ul>
34<li><a href="#vlans"><span class="toc-section-number">2.1</span> VLANs</a><ul>
35<li><a href="#configure-the-switches-with-data-voip-and-mgmt-vlans."><span class="toc-section-number">2.1.1</span> Configure the switches with DATA, VOIP and MGMT VLANs.</a></li>
36</ul></li>
37<li><a href="#vlan-load-balancing-with-pvst"><span class="toc-section-number">2.2</span> VLAN load-balancing with PVST</a></li>
38<li><a href="#stp-extended-features"><span class="toc-section-number">2.3</span> STP Extended Features</a><ul>
39<li><a href="#portfast"><span class="toc-section-number">2.3.1</span> PortFast</a></li>
40<li><a href="#bpduguard"><span class="toc-section-number">2.3.2</span> BPDUGuard</a></li>
41</ul></li>
42<li><a href="#port-bundling"><span class="toc-section-number">2.4</span> Port Bundling</a></li>
43</ul></li>
44<li><a href="#reference"><span class="toc-section-number">3</span> Reference</a><ul>
45<li><a href="#appendix-a---spanning-tree-configuration"><span class="toc-section-number">3.1</span> Appendix A - Spanning Tree Configuration</a></li>
46</ul></li>
47</ul>
48</div>
49<p></p>
50<h1 id="part-1"><span class="header-section-number">1</span> Part 1</h1>
51<h2 id="introduction"><span class="header-section-number">1.1</span> Introduction</h2>
52<p>The purpose of these exercises is to build Layer 2 (switched) networks utilizing the concepts explained in today's design presentations. Students will see how star topology, aggregation, virtual LANs, Spanning Tree Protocol, etc. are put to work.</p>
53<p>There will be 5 groups of students, with 4 switches per group. The distribution of IP address space for the building (Layer 2) networks will be as follows:</p>
54<ul>
55<li>Group 1: 10.1.64.0/24</li>
56<li>Group 2: 10.2.64.0/24</li>
57<li>Group 3: 10.3.64.0/24</li>
58<li>Group 4: 10.4.64.0/24</li>
59<li>Group 5: 10.5.64.0/24</li>
60</ul>
61<h3 id="switch-types-used-in-the-lab"><span class="header-section-number">1.1.1</span> Switch types used in the lab</h3>
62<p>Cisco 3725 with 16 Port 10BaseT/100BaseTX EtherSwitch (NM-16ESW) module</p>
63<p><em>Note: This Cisco model is actually a router, but the 16-port module provides basic Layer-2 capabilities, and we will use these as switches. Dynamips does not support the emulation of the Cisco Catalyst class of switches, unfortunately.</em></p>
64<h3 id="lab-access-instructions"><span class="header-section-number">1.1.2</span> Lab access instructions</h3>
65<p>Refer to the file called <a href="lab-access-dynamips.htm">lab-access-dynamips.htm</a></p>
66<h2 id="hierarchical-redundant-network"><span class="header-section-number">1.2</span> Hierarchical, redundant network</h2>
67<p>Our building network consists of two redundant backbone switches and two edge switches. The backbone switches connect to the core of our campus network and serve as aggregation points for all the edge switches. Edge switches serve the end users. Each edge switch has a connection to both backbone switches, so that if one of the backbone switches fails, the switch has an alternative connection.</p>
68<div class="figure">
69<img src="data:image/png;base64,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" alt="Lab topology" /><p class="caption">Lab topology</p>
70</div>
71<h3 id="basic-switch-configuration"><span class="header-section-number">1.2.1</span> Basic Switch Configuration</h3>
72<p>Follow these instructions to configure each switch:</p>
73<ol style="list-style-type: decimal">
74<li>Name the switch</li>
75</ol>
76<pre><code>enable
77config terminal
78hostname &lt;NAME&gt;</code></pre>
79<ol start="2" style="list-style-type: decimal">
80<li>Configure Authentication</li>
81</ol>
82<pre><code>aaa new-model
83aaa authentication login default local
84aaa authentication enable default enable
85username nsrc secret nsrc
86enable secret nsrc
87service password-encryption
88line vty 0 4
89 transport preferred none
90line console 0
91 transport preferred none</code></pre>
92<ol start="3" style="list-style-type: decimal">
93<li>Configure logging</li>
94</ol>
95<pre><code>no logging console
96logging buffered 8192 debugging</code></pre>
97<ol start="4" style="list-style-type: decimal">
98<li>Disable DNS resolution</li>
99</ol>
100<pre><code>no ip domain-lookup</code></pre>
101<ol start="5" style="list-style-type: decimal">
102<li>Exit configuration mode and save</li>
103</ol>
104<pre><code>end
105write memory</code></pre>
106<h3 id="ip-address-configuration"><span class="header-section-number">1.2.2</span> IP Address Configuration</h3>
107<ol style="list-style-type: decimal">
108<li>Assign each switch a different IP address as follows:</li>
109</ol>
110<pre><code>int vlan 1
111 ip address 10.X.64.Y 255.255.255.0
112 no shut
113end</code></pre>
114<p>Replace the &quot;X&quot; with your group number, and replace &quot;Y&quot; like this:</p>
115<pre><code>1. BBX1: 10.X.64.4
1161. BBX2: 10.X.64.5
1171. SWX1: 10.X.64.6
1181. SWX2: 10.X.64.7</code></pre>
119<p>Verify connectivity by pinging each switch. Do not continue until you can ping each switch from every other switch.</p>
120<p>HINT: If ping fails, but the configuration seems OK, try doing the following:</p>
121<pre><code>int vlan 1
122 shutdown
123 no shutdown
124end</code></pre>
125<p>(this is not normal, but most likely a bug in the IOS code somewhere)</p>
126<h2 id="spanning-tree-protocol"><span class="header-section-number">1.3</span> Spanning Tree Protocol</h2>
127<h3 id="stp-status"><span class="header-section-number">1.3.1</span> STP Status</h3>
128<p>Run the following commands and pay close attention to the output:</p>
129<pre><code>show spanning-tree brief
130show spanning-tree blockedports
131show spanning-tree</code></pre>
132<ol style="list-style-type: lower-alpha">
133<li><p>What is the priority on each switch?</p></li>
134<li><p>Which switch is the root? Why?</p></li>
135<li><p>Which ports are blocked? Why?</p></li>
136</ol>
137<h3 id="stp-configuration"><span class="header-section-number">1.3.2</span> STP Configuration</h3>
138<ol style="list-style-type: decimal">
139<li>Configure the STP priorities explicitly for each switch, according to the plan in Appendix A.</li>
140</ol>
141<p>For example, on BB11:</p>
142<pre><code>BB11(config)#spanning-tree vlan 1 priority 12288</code></pre>
143<ol start="2" style="list-style-type: decimal">
144<li>Verify:</li>
145</ol>
146<pre><code>show spannning-tree brief</code></pre>
147<p>Why is it so important to set the priorities explicitly?</p>
148<h3 id="disabling-stp"><span class="header-section-number">1.3.3</span> Disabling STP</h3>
149<p>We are now going to disable spanning tree to see what effect it has.</p>
150<p><em>WARNING: Disabling spanning tree has a significant effect on the Dynamips server's CPU load. For this reason, we cannot have all groups disable spanning tree at the same time. We will take turns.</em></p>
151<p><strong>ASK THE INSTRUCTOR BEFORE DISABLING STP!!!</strong></p>
152<p><strong>THE INSTRUCTOR MAY DEMO A BROADCAST STORM INSTEAD</strong></p>
153<p>When you get the go-ahead from the instructor, execute the following on each switch:</p>
154<pre><code>no spanning-tree vlan 1</code></pre>
155<p>Can the switches ping each other reliably now? Why?</p>
156<p>Watch the port counters on the inter-switch links.</p>
157<pre><code>show interfaces stats</code></pre>
158<p>What happens with the counters of the connected interfaces? What is going on?</p>
159<p>Very quickly enable STP again on all switches:</p>
160<pre><code>spanning-tree vlan 1</code></pre>
161<p>If this still doesn't recover, it may be necessary to get the instructor to restart the simulator.</p>
162<h3 id="simulate-a-backbone-failure"><span class="header-section-number">1.3.4</span> Simulate a backbone failure</h3>
163<ol style="list-style-type: decimal">
164<li>Disconnect BBX1 from the rest of the network:</li>
165</ol>
166<pre><code>interface range fastEthernet 1/12 - 15
167 shutdown</code></pre>
168<p>While it is cut off from the rest, verify spanning tree status on the other switches.</p>
169<ol style="list-style-type: lower-alpha">
170<li><p>Who is the root now?</p></li>
171<li><p>Verify port roles and status. Verify connectivity with ping.</p></li>
172</ol>
173<ol start="2" style="list-style-type: decimal">
174<li>Reconnect BBX1:</li>
175</ol>
176<pre><code>interface range fastEthernet 1/12 - 15
177 no shutdown</code></pre>
178<p>What happens to the spanning tree when the switch comes back online?</p>
179<h1 id="part-2"><span class="header-section-number">2</span> Part 2</h1>
180<h2 id="vlans"><span class="header-section-number">2.1</span> VLANs</h2>
181<p>We now want to segment the network to separate end-user traffic from VOIP and network management traffic. Each of these segments will be a separate subnet.</p>
182<h3 id="configure-the-switches-with-data-voip-and-mgmt-vlans."><span class="header-section-number">2.1.1</span> Configure the switches with DATA, VOIP and MGMT VLANs.</h3>
183<p>VTP (VLAN Trunking Protocol) is a proprietary Cisco technology that allows for dynamic VLAN provisioning. We will not use it here.</p>
184<ol style="list-style-type: decimal">
185<li>Disable VTP by setting it to 'transparent mode':</li>
186</ol>
187<pre><code>vtp mode transparent</code></pre>
188<ol start="2" style="list-style-type: decimal">
189<li>Add the VLANs to the VLAN database and give them names to better identify them:</li>
190</ol>
191<pre><code>vlan 64
192 name DATA
193vlan 65
194 name VOIP
195vlan 255
196 name MGMT</code></pre>
197<ol start="3" style="list-style-type: decimal">
198<li>Move the IP address to the MGMT vlan (notice the new subnet octet &quot;255&quot;):</li>
199</ol>
200<pre><code>interface vlan 1
201 no ip address
202interface vlan 255
203 ip address 10.X.255.Y 255.255.255.0</code></pre>
204<p>Verify connectivity between switches. Can you ping? What's missing?</p>
205<ol start="4" style="list-style-type: decimal">
206<li>Configure trunk ports. Do the following for each port that needs to tag VLAN frames:</li>
207</ol>
208<pre><code>interface FastEthernet1/14
209 switchport mode trunk
210 switchport trunk encapsulation dot1q</code></pre>
211<p>Note 1: The Cisco default is to use dot1q encapsulation (rather than the Cisco proprietary ISL). But we include the dot1q command in the configuration in any case.</p>
212<p>Note 2: Check Figure 1 to see which ports you need to modify. BBX1 and BBX2 are each connected to a router on Fast1/1. This port also needs to be a trunk.</p>
213<p>Try pinging between switches again. It should work now.</p>
214<ol start="5" style="list-style-type: decimal">
215<li>Designate 5 edge ports each for DATA and VOIP VLAN access:</li>
216</ol>
217<p>On SWX1 and SWX2 only:</p>
218<pre><code>interface range Fast1/1 - 5
219 switchport mode access
220 switchport access vlan 64
221!
222interface range Fast1/6 - 10
223 switchport mode access
224 switchport access vlan 65</code></pre>
225<p>Verify which ports are members or trunks of each vlan:</p>
226<pre><code>show vlan-switch id &lt;VLAN ID&gt;</code></pre>
227<p>Imagine that there are computers connected to the DATA vlan. Would they be able to ping the switch? Explain your response.</p>
228<p>Verify the Spanning Tree status:</p>
229<pre><code>show spanning-tree brief</code></pre>
230<p>Notice the root and bridge priorities on each VLAN (1,64,65,255). Are they the same?</p>
231<p><em>Note: This is called &quot;Per-VLAN spanning tree&quot;, or PVST. This means that the switches are creating 4 separate trees, each with its own parameters, status, calculations, etc. Imagine if you had several hundred VLANs! This is certainly not ideal. There are better standards, like &quot;Multiple Spanning Tree&quot; (MST), that allow the administrator to create only the desired number of trees, and map groups of VLANs to each tree. Unfortunately, this Cisco device does not support MST.</em></p>
232<h2 id="vlan-load-balancing-with-pvst"><span class="header-section-number">2.2</span> VLAN load-balancing with PVST</h2>
233<p>Your two aggregation switches are each connected to a core router (not shown in the pictures).</p>
234<p>Suppose you wanted to load-balance the traffic from your various VLANs as they leave your aggregation switches towards your routers? How can you achieve this?</p>
235<ol style="list-style-type: decimal">
236<li>Configure BBX1 as the root switch for VLANs 64,65, and BBX2 as the root switch for VLAN 255. Also, make each switch a secondary root for the other VLAN(s):</li>
237</ol>
238<p>On BBX1:</p>
239<pre><code>spanning-tree vlan 64 priority 12288
240spanning-tree vlan 65 priority 12288
241spanning-tree vlan 255 priority 16384</code></pre>
242<p>On BBX2:</p>
243<pre><code>spanning-tree vlan 64 priority 16384
244spanning-tree vlan 65 priority 16384
245spanning-tree vlan 255 priority 12288</code></pre>
246<p>On SWX1 and SWX2, the priorities are the same on every VLAN:</p>
247<pre><code>spanning-tree vlan 64 priority 24576
248spanning-tree vlan 65 priority 24576
249spanning-tree vlan 255 priority 24576</code></pre>
250<ol start="2" style="list-style-type: decimal">
251<li>Verify that the root switch is the correct one in all cases:</li>
252</ol>
253<pre><code>show spanning-tree brief</code></pre>
254<h2 id="stp-extended-features"><span class="header-section-number">2.3</span> STP Extended Features</h2>
255<h3 id="portfast"><span class="header-section-number">2.3.1</span> PortFast</h3>
256<p>PortFast is a feature that allows end-user stations to be granted instant access to the L2 network. Instead of starting at the bottom of the Blocking-Listening- Learning-Forwarding hierarchy of states (30 seconds!), Portfast starts at the top. The port starts in Forwarding state, and if a loop is detected, STP does all its calculations and blocks the necessary ports. This feature should only be applied to ports that connect end-user stations.</p>
257<ol style="list-style-type: decimal">
258<li>Configure end-user ports to be in PortFast mode:</li>
259</ol>
260<pre><code>interface range fast1/1 - 10
261 spanning-tree portfast</code></pre>
262<h3 id="bpduguard"><span class="header-section-number">2.3.2</span> BPDUGuard</h3>
263<p>With PortFast, end-user ports still participate in STP. That means that anything connected to those ports can send BPDUs and participate in (and affect the status of) the spanning tree calculations. For example, if the device connected to the edge port is configured with a lower bridge priority, it becomes the root switch and the tree topology becomes suboptimal.</p>
264<p>Another useful Cisco feature that avoids this situation is BPDUGuard. At the reception of BPDUs, the BPDU guard operation disables the port that has PortFast configured.</p>
265<ol style="list-style-type: decimal">
266<li>Enable BPDUGuard on all ports with PortFast enabled:</li>
267</ol>
268<pre><code>spanning-tree portfast bpduguard</code></pre>
269<h2 id="port-bundling"><span class="header-section-number">2.4</span> Port Bundling</h2>
270<p>We now want more capacity and link redundancy between the aggregation switches.</p>
271<ol style="list-style-type: decimal">
272<li>Configure a Port Channel between BBX1 and BBX2:</li>
273</ol>
274<pre><code>interface port-channel 1
275 description BBX1-BBX2 aggregate link
276!
277interface range fast1/12 - 13
278 channel-group 1 mode on</code></pre>
279<ol start="2" style="list-style-type: decimal">
280<li>Verify the status:</li>
281</ol>
282<pre><code>show interface port-channel 1</code></pre>
283<p>What capacity do you have now on the new trunk? Hint: Look for the line that says BW ... Kbit/sec</p>
284<ol start="3" style="list-style-type: decimal">
285<li>Disable one of the ports in the bundle.</li>
286</ol>
287<pre><code>interface fast 1/12
288 shutdown</code></pre>
289<p>Is the channel still up?</p>
290<ol start="4" style="list-style-type: decimal">
291<li>Enable it again:</li>
292</ol>
293<pre><code>interface fast 1/12
294 no shutdown</code></pre>
295<p><em>Note: There is a standard protocol for port bundling. It's called &quot;LACP&quot; (Link Aggregation Control Protocol). This particular Cisco device does not support LACP, so these port channels are actually using a proprietary Cisco protocol called &quot;EtherChannel&quot;. All modern switches support LACP, so we strongly recommend using it, instead of any proprietary versions.</em></p>
296<p></p>
297<h1 id="reference"><span class="header-section-number">3</span> Reference</h1>
298<h2 id="appendix-a---spanning-tree-configuration"><span class="header-section-number">3.1</span> Appendix A - Spanning Tree Configuration</h2>
299<p>Refer to this priority table below for the appropriate priorities on each switch.</p>
300<table>
301<caption>Priority Table</caption>
302<col width="14%"></col>
303<col width="34%"></col>
304<col width="50%"></col>
305<thead>
306<tr class="header">
307<th align="left">Priority</th>
308<th align="left">Description</th>
309<th align="left">Notes</th>
310</tr>
311</thead>
312<tbody>
313<tr class="odd">
314<td align="left">0</td>
315<td align="left">Core Node</td>
316<td align="left">The core switches/routers will not be participating in STP... reserved in case they ever are</td>
317</tr>
318<tr class="even">
319<td align="left">4096</td>
320<td align="left">Redundant Core Node</td>
321<td align="left">Ditto</td>
322</tr>
323<tr class="odd">
324<td align="left">8192</td>
325<td align="left">Reserved</td>
326<td align="left"></td>
327</tr>
328<tr class="even">
329<td align="left">12288</td>
330<td align="left"><strong>Building Backbone</strong> (BBX1)</td>
331<td align="left"></td>
332</tr>
333<tr class="odd">
334<td align="left">16384</td>
335<td align="left"><strong>Redundant Backbones</strong> (BBX2)</td>
336<td align="left"></td>
337</tr>
338<tr class="even">
339<td align="left">20480</td>
340<td align="left">Secondary Backbone</td>
341<td align="left">This is for building complexes, where there are separate building (secondary) backbones that terminate at the complex backbone.</td>
342</tr>
343<tr class="odd">
344<td align="left">24576</td>
345<td align="left"><strong>Access Switches</strong> (SWX1, SWX2)</td>
346<td align="left">This is the normal edge-device priority</td>
347</tr>
348<tr class="even">
349<td align="left">28672</td>
350<td align="left">Access Switches</td>
351<td align="left">Used for access switches that are daisy-chained from another access switch. We're using this terminology instead of &quot;aggregation switch&quot; because it's hard to define when a switch stops being an access switch and becomes an aggregation switch.</td>
352</tr>
353<tr class="odd">
354<td align="left">32768</td>
355<td align="left">Default</td>
356<td align="left">No managed network devices should have this priority.</td>
357</tr>
358</tbody>
359</table>
360<p></p>
361</body>
362</html>