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+<h1>How nodes work</h1>
+
+<p>Docker Engine 1.12 introduces swarm mode that enables you to create a cluster of one or more Docker Engines called a swarm. A swarm consists of one or more nodes: physical or virtual machines running Docker Engine 1.12 or later in swarm mode.</p> <p>There are two types of nodes: <a href="#manager-nodes"><strong>managers</strong></a> and <a href="#worker-nodes"><strong>workers</strong></a>.</p> <p><img 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" alt="Swarm mode cluster"></p> <p>If you haven’t already, read through the <a href="../../index">swarm mode overview</a> and <a href="../../key-concepts/index">key concepts</a>.</p> <h2 id="manager-nodes">Manager nodes</h2> <p>Manager nodes handle cluster management tasks:</p> <ul> <li>maintaining cluster state</li> <li>scheduling services</li> <li>serving swarm mode <a href="../../../api/index">HTTP API endpoints</a>
+</li> </ul> <p>Using a <a href="https://raft.github.io/raft.pdf">Raft</a> implementation, the managers maintain a consistent internal state of the entire swarm and all the services running on it. For testing purposes it is OK to run a swarm with a single manager. If the manager in a single-manager swarm fails, your services continue to run, but you need to create a new cluster to recover.</p> <p>To take advantage of swarm mode’s fault-tolerance features, Docker recommends you implement an odd number of nodes according to your organization’s high-availability requirements. When you have multiple managers you can recover from the failure of a manager node without downtime.</p> <ul> <li>A three-manager swarm tolerates a maximum loss of one manager.</li> <li>A five-manager swarm tolerates a maximum simultaneous loss of two manager nodes.</li> <li>An <code class="language-plaintext highlighter-rouge">N</code> manager cluster tolerates the loss of at most <code class="language-plaintext highlighter-rouge">(N-1)/2</code> managers.</li> <li> <p>Docker recommends a maximum of seven manager nodes for a swarm.</p> <blockquote> <p><strong>Important Note</strong>: Adding more managers does NOT mean increased scalability or higher performance. In general, the opposite is true.</p> </blockquote> </li> </ul> <h2 id="worker-nodes">Worker nodes</h2> <p>Worker nodes are also instances of Docker Engine whose sole purpose is to execute containers. Worker nodes don’t participate in the Raft distributed state, make scheduling decisions, or serve the swarm mode HTTP API.</p> <p>You can create a swarm of one manager node, but you cannot have a worker node without at least one manager node. By default, all managers are also workers. In a single manager node cluster, you can run commands like <code class="language-plaintext highlighter-rouge">docker service create</code> and the scheduler places all tasks on the local Engine.</p> <p>To prevent the scheduler from placing tasks on a manager node in a multi-node swarm, set the availability for the manager node to <code class="language-plaintext highlighter-rouge">Drain</code>. The scheduler gracefully stops tasks on nodes in <code class="language-plaintext highlighter-rouge">Drain</code> mode and schedules the tasks on an <code class="language-plaintext highlighter-rouge">Active</code> node. The scheduler does not assign new tasks to nodes with <code class="language-plaintext highlighter-rouge">Drain</code> availability.</p> <p>Refer to the <a href="../../../reference/commandline/node_update/index"><code class="language-plaintext highlighter-rouge">docker node update</code></a> command line reference to see how to change node availability.</p> <h2 id="change-roles">Change roles</h2> <p>You can promote a worker node to be a manager by running <code class="language-plaintext highlighter-rouge">docker node promote</code>. For example, you may want to promote a worker node when you take a manager node offline for maintenance. See <a href="../../../reference/commandline/node_promote/index">node promote</a>.</p> <p>You can also demote a manager node to a worker node. See <a href="../../../reference/commandline/node_demote/index">node demote</a>.</p> <h2 id="learn-more">Learn more</h2> <ul> <li>Read about how swarm mode <a href="../services/index">services</a> work.</li> <li>Learn how <a href="../pki/index">PKI</a> works in swarm mode.</li> </ul>
+<p><a href="https://docs.docker.com/search/?q=docker">docker</a>, <a href="https://docs.docker.com/search/?q=container">container</a>, <a href="https://docs.docker.com/search/?q=cluster">cluster</a>, <a href="https://docs.docker.com/search/?q=swarm%20mode">swarm mode</a>, <a href="https://docs.docker.com/search/?q=node">node</a></p>
+<div class="_attribution">
+ <p class="_attribution-p">
+ &copy; 2019 Docker, Inc.<br>Licensed under the Apache License, Version 2.0.<br>Docker and the Docker logo are trademarks or registered trademarks of Docker, Inc. in the United States and/or other countries.<br>Docker, Inc. and other parties may also have trademark rights in other terms used herein.<br>
+ <a href="https://docs.docker.com/engine/swarm/how-swarm-mode-works/nodes/" class="_attribution-link">https://docs.docker.com/engine/swarm/how-swarm-mode-works/nodes/</a>
+ </p>
+</div>