{"id":590,"date":"2011-12-16T18:03:29","date_gmt":"2011-12-16T18:03:29","guid":{"rendered":"http:\/\/www.manibogstudios.com\/blogger\/?p=590"},"modified":"2012-01-06T04:11:06","modified_gmt":"2012-01-06T04:11:06","slug":"lesson-06-the-dependency-graph","status":"publish","type":"post","link":"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/","title":{"rendered":"Lesson 06 The Dependency Graph"},"content":{"rendered":"<h2>Maya Architecture<\/h2>\n<p>Defined by a node based system, known as a <em>dependency graph.<\/em> Nodes with attributes connected to them<\/p>\n<h2>Hierarchies and Dependencies<em><\/em><\/h2>\n<ol>\n<li>Set up your view panels to 2 Panes Side by side\n<ul>\n<li>&#8211;<strong> STAGE || Panels &gt; Layouts &gt; 2 Panes Side by Side<\/strong><\/li>\n<li>&#8211; Perspective in the first view. Hypergraph in the second.\n<ul>\n<li><strong>STAGE || Panels &gt; Panel &gt; Hypergraph Panel &gt; Hypergraph:Hierarchy<\/strong><\/li>\n<\/ul>\n<\/li>\n<li>&#8211; Dolly IN your perspective view to display the stage.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph000\/\" rel=\"attachment wp-att-591\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-591\" title=\"06_dependencyGraph000\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph000-590x328.gif\" alt=\"\" width=\"590\" height=\"328\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph000-590x328.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph000-950x528.gif 950w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph000.gif 1196w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>Create a primitive(NURBS) sphere\n<ul>\n<li>&#8211; Select <strong>MAIN || Create &gt; NURBS Primitives &gt; Sphere<\/strong><\/li>\n<li>&#8211; Press 5 to turn on smooth shading<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph001\/\" rel=\"attachment wp-att-592\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-592\" title=\"06_dependencyGraph001\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph001-590x370.gif\" alt=\"\" width=\"590\" height=\"370\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph001-590x370.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph001-950x596.gif 950w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph001.gif 1065w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>View the shape node\n<ul>\n<li>&#8211; In the Hypergraph Panel, you are currentl looking at the scene view which is focused on <em>transform nodes<\/em>. This node lets you set the position and orientation of objects.<\/li>\n<li>&#8211; Only a <em>nurbsSphere<\/em> is visible in the Hypergraph panel. There are actually two, because the second is hidden by default. The hidden node is the <em>shape node<\/em>. This node contains info on the node itself.<\/li>\n<li>-Display the shape node:\u00a0 <strong>HYPERGRAPH PANEL || Options &gt; Display &gt; Shape node<\/strong><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph002-2\/\" rel=\"attachment wp-att-596\"><img loading=\"lazy\" decoding=\"async\" title=\"06_dependencyGraph002\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph0021-590x434.gif\" alt=\"\" width=\"590\" height=\"434\" \/><\/a><\/li>\n<li>&#8211; Now you can see the <em>transform node<\/em>, which is the positioning node and the <em>shape node<\/em> which contains info about the surface of the sphere. The <em>shape node<\/em> defines the position of the shape.<\/li>\n<li>&#8211; Turn off the shape nodes: <strong>Hypergraph Panel || Options &gt; Display &gt; Shape nodes<\/strong><\/li>\n<li>&#8211; Notice that when the transform and shape nodes are apart they have different icons. But when the shape node is hidden, the transform node take on the shape node&#8217;s icon to help you understand what&#8217;s going on underneath.<\/li>\n<li>ex: <a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph003\/\" rel=\"attachment wp-att-597\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-597\" title=\"06_dependencyGraph003\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph003.gif\" alt=\"\" width=\"321\" height=\"170\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>View the Dependencies\n<ul>\n<li>To view the dependencies that exist with a primitive sphere you need to take a look at the <em>up and downstream connections.<\/em><\/li>\n<li>&#8211; View Dependencies: <strong>Hypergraph Panel || Graph &gt; Input and Output Connections<\/strong><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph004\/\" rel=\"attachment wp-att-598\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-598\" title=\"06_dependencyGraph004\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph004.gif\" alt=\"\" width=\"563\" height=\"391\" \/><\/a>\n<ul>\n<li>-The original <em>transform node<\/em> is separated from the <em>shape node<\/em>. The <em>transform node<\/em> has a hierarchical relationship to the shape node but the attributes are not dependent on each other.<\/li>\n<li>&#8211; the node <em>makeNurbSphere<\/em> is a result of the creation of the sphere. The options set for the sphere are placed into a node that feeds into the shape node.<\/li>\n<li>&#8211; The <em>shape node<\/em> is dependent on the <em>input node<\/em>. Changing values in the input node will affect the sphere.<\/li>\n<li>&#8211; The <em>initialShadingGroup <\/em>connected to the sphere is default grey because of the default <em>Lambert<\/em> that is applied to new objects.<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<\/li>\n<li>Edit attributes in the Channel Box\n<ul>\n<li>&#8211; you can edit the attributes of nodes in the <em>Channel Window. <\/em>This allows you to affect both\u00a0 hierarchical relationships and dependencies<\/li>\n<li>ex: If you edit the attributes for the <em>makeNurbSphere<\/em> node the the shape will be affected.Click on <em>makenurbSphere node(input node)<\/em> and modify the attributes that populate in the Channel Window to see the effects.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph005\/\" rel=\"attachment wp-att-599\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-599\" title=\"06_dependencyGraph005\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph005-590x253.gif\" alt=\"\" width=\"590\" height=\"253\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph005-590x253.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph005-950x408.gif 950w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph005.gif 1066w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<li>&#8211; If you change change the attribute to <em>nurbSphere transform<\/em> node then the position will be altered. Click on <em>nurbSphere1(shape node)<\/em> and modify the attributes that populate in the Channel Window to see the effects.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph006\/\" rel=\"attachment wp-att-600\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-600\" title=\"06_dependencyGraph006\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph006-590x346.gif\" alt=\"\" width=\"590\" height=\"346\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph006-590x346.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph006-950x558.gif 950w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph006.gif 1067w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<li>&#8211; For the <em>transform node<\/em>: Rotate Y: 45<\/li>\n<li>&#8211; For makeNurbSphere input node: Radius: 3<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<h2>Shading Groups Nodes<\/h2>\n<ol>\n<li>Create a shading network\n<ul>\n<li>&#8211; <strong>MAIN || Window &gt; Rendering Editors &gt; Hypershade<\/strong><\/li>\n<li>&#8211; <strong>Hypershade Window || Create &gt; Materials &gt; Phong<\/strong><\/li>\n<li>&#8211; Assign the material to the sphere<\/li>\n<li>&#8211; Select the sphere and click on the <em>Input and Output Connections<\/em> button<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph007\/\" rel=\"attachment wp-att-604\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-604\" title=\"06_dependencyGraph007\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph007-590x306.gif\" alt=\"\" width=\"590\" height=\"306\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph007-590x306.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph007.gif 685w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<li>&#8211; Select\u00a0 the <em>nurbsSphere1<\/em> and the <em>phong1SG<\/em> node in the <em>Hypergraph<\/em>.<\/li>\n<li>&#8211; click on the <em>Input and Output Connections<\/em> button<\/li>\n<\/ul>\n<\/li>\n<li>Open the Attribute Editor\n<ul>\n<li>&#8211; Click on the <em>Scene Hierarchy<\/em> button in the Hypergraph Panel<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph009\/\" rel=\"attachment wp-att-605\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-605\" title=\"06_dependencyGraph009\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph009-590x305.gif\" alt=\"\" width=\"590\" height=\"305\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph009-590x305.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph009-950x492.gif 950w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph009.gif 995w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<li>&#8211; Select the sphere&#8217;s <em>transform node<\/em><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph010\/\" rel=\"attachment wp-att-606\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-606\" title=\"06_dependencyGraph010\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph010.gif\" alt=\"\" width=\"137\" height=\"39\" \/><\/a><\/li>\n<li>&#8211; Press <strong>CTRL + A<\/strong> to bring up the <em>Attribute Editor<\/em><\/li>\n<li>&#8211; In this tab you will see all the tabs that represent parts of the selected node&#8217;s <em>Dependency Graph<\/em><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph011\/\" rel=\"attachment wp-att-607\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-607\" title=\"06_dependencyGraph011\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph011.gif\" alt=\"\" width=\"452\" height=\"287\" \/><\/a><\/li>\n<li>&#8211; Attribute Editor lets you focus on one part of the dependency graph at a time.<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<p>&nbsp;<\/p>\n<h2>Making Connections in the Connection Editor<\/h2>\n<ul>\n<li>To understand a dependency Graph connection, you are going to make your own connection and see how it affects the graph.<\/li>\n<\/ul>\n<ol>\n<li>Open the Connection Editor\n<ul>\n<li>&#8211; Select the <em>sphere<\/em><\/li>\n<li>&#8211; <strong>MAIN || General Editors &gt; Connection Editor<\/strong><\/li>\n<li>&#8211; Click <em>Reload Left<\/em><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph012\/\" rel=\"attachment wp-att-609\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-609\" title=\"06_dependencyGraph012\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph012.gif\" alt=\"\" width=\"528\" height=\"641\" \/><\/a><\/li>\n<li><em>Note: There are more attributes you see here than in the Channel Box<\/em><\/li>\n<\/ul>\n<\/li>\n<li>Add a Phong as the Input Node\n<ul>\n<li>&#8211; In the <em>Hypergraph<\/em>, select the <em>phong1 <\/em>material node<\/li>\n<li>&#8211; In the <em>Connection Editor<\/em>, click on <em>Reload Right<\/em><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph014\/\" rel=\"attachment wp-att-611\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-611\" title=\"06_dependencyGraph014\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph014-590x171.gif\" alt=\"\" width=\"590\" height=\"171\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph014-590x171.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph014-950x275.gif 950w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph014.gif 1082w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>Make Connections\n<ul>\n<li>You will now connect some attributes from the <em>transform node<\/em> to the <em>material node<\/em><\/li>\n<li>&#8211; In the left column, scroll down until you find the <em>transform <\/em>attributes<\/li>\n<li>&#8211; Click on the (+) sign to expand this muliple attribute and see Translate X, Y, Z attributes<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph016\/\" rel=\"attachment wp-att-612\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-612\" title=\"06_dependencyGraph016\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph016.gif\" alt=\"\" width=\"524\" height=\"336\" \/><\/a><\/li>\n<li>&#8211; In the right column, find the <em>Color<\/em> attribute<\/li>\n<li>&#8211; Click on the (+) sign to expand this multiple attribute and see the Color &gt; R\/G\/B.<\/li>\n<li>&#8211; Click on <em>Translate X<\/em> in the left column<\/li>\n<li>&#8211; Click on <em>Color R<\/em> in the right column<\/li>\n<li>&#8211; Continue with these connections:\n<ul>\n<li><em>Translate Y<\/em>\u00a0 to <em>Color G<\/em><\/li>\n<li><em>Translate Z<\/em> to <em>Color B<\/em><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph015\/\" rel=\"attachment wp-att-613\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-613\" title=\"06_dependencyGraph015\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph015.gif\" alt=\"\" width=\"531\" height=\"397\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>View the Connections\n<ul>\n<li>&#8211; In the Hypergraph panel select <em>phong1<\/em> node and click on <em>Input and Output Connections<\/em> button.<\/li>\n<li>&#8211; Move the cursor over the connection between the <em>transform node<\/em> and the <em>material node<\/em>.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph017\/\" rel=\"attachment wp-att-616\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-616\" title=\"06_dependencyGraph017\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph017-590x338.gif\" alt=\"\" width=\"590\" height=\"338\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph017-590x338.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph017.gif 842w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>Move the Sphere\n<ul>\n<li>&#8211; Select the sphere and move it along the three axis to see the color changing effect caused by our connections in the connection editor.<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<h2>Adding\u00a0 a Texture Node<\/h2>\n<p>Map a texture node in replace of the color node.<\/p>\n<ol>\n<li>\u00a0Delete Connections\n<ul>\n<li>&#8211; <strong>Hypergraph Window || <\/strong><em>Select one of the arrows between the transform node and material node<\/em>.<\/li>\n<li>&#8211; Press delete.<\/li>\n<li>&#8211; Repeat for the other connections<\/li>\n<\/ul>\n<\/li>\n<li>Add a checkered texture map\n<ul>\n<li>&#8211; Click on the <em>phong1<\/em> material node in the <em>Hypershade<\/em>.<\/li>\n<li>&#8211; Press CTRL+A to toggle to the <em>Attribute Editor<\/em><\/li>\n<li>&#8211; Click on the <em>Map<\/em> button next to <em>Color.<\/em><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph019\/\" rel=\"attachment wp-att-634\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-634\" title=\"06_dependencyGraph019\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph019.gif\" alt=\"\" width=\"465\" height=\"330\" \/><\/a><\/li>\n<li>&#8211; Select <em>Checker<\/em> texture from the <em>Create Render Node<\/em> window.<\/li>\n<li>&#8211; MMB in the perspective view and press 6 to activate your changes.<\/li>\n<li>&#8211; The texture is built using 2 nodes:\n<ul>\n<li>the <em>checker node<\/em>: contains texture attributes <em><\/em><\/li>\n<li><em>placement node: <\/em>attributes that define placement of the texture on assigned surfaces.<em><br \/>\n<\/em><\/li>\n<\/ul>\n<\/li>\n<li>\n<h2><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph018\/\" rel=\"attachment wp-att-632\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-632\" title=\"06_dependencyGraph018\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph018.gif\" alt=\"\" width=\"531\" height=\"188\" \/><\/a><\/h2>\n<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<h2>Animating the sphere<\/h2>\n<ul>\n<li>Animating changes the value of an attribute over time between 2 keyframes. You can adjust the tangent properties to determine how the value changes in-between keys.<\/li>\n<\/ul>\n<ol>\n<li>Select the sphere\n<ul>\n<li>&#8211; In the Hypergraph, click on <em>Scene Hierarchy<\/em>. <strong>HYPERGRAPH || Graph&gt; Scene Hierarchy<\/strong><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph020\/\" rel=\"attachment wp-att-635\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-635\" title=\"06_dependencyGraph020\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph020-590x125.gif\" alt=\"\" width=\"590\" height=\"125\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph020-590x125.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph020.gif 636w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<li>&#8211; Select the <em>nurbsSphere <\/em>transform node<\/li>\n<\/ul>\n<\/li>\n<li>Return the sphere to the origin\n<ul>\n<li>&#8211; Highlight the translate attributes in the <em>Channel Box<\/em><\/li>\n<li>&#8211; Enter a &#8220;0&#8221; and hit [ENTER]<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph021\/\" rel=\"attachment wp-att-636\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-636\" title=\"06_dependencyGraph021\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph021.gif\" alt=\"\" width=\"248\" height=\"122\" \/><\/a><\/li>\n<li>&#8211; Set all rotate attribute values to &#8220;0&#8221;<\/li>\n<\/ul>\n<\/li>\n<li>Animate the sphere&#8217;s rotation\n<ul>\n<li>&#8211; In the Time Slider set the playback range to 120 frames<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph022\/\" rel=\"attachment wp-att-637\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-637\" title=\"06_dependencyGraph022\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph022.gif\" alt=\"\" width=\"364\" height=\"78\" \/><\/a><\/li>\n<li>&#8211; Go to frame 1<\/li>\n<li>&#8211; Click on <em>Rotate Y<\/em> attribute name in the Channel Box<\/li>\n<li>&#8211; <strong>RMB <\/strong>(<em>on attribute name)<\/em><strong> &gt; Key Selected<\/strong><\/li>\n<li><em>This sets a keyframe on frame 1 for the Rotate Y value.<\/em><\/li>\n<li><em>&#8211; <\/em>Go to frame 120<\/li>\n<li>&#8211; Change the rotate Y value to 720<\/li>\n<li>&#8211; <strong>RMB <\/strong>(<em>on attribute name)<\/em><strong> &gt; Key Selected<\/strong><\/li>\n<li>&#8211; Playback your animation<\/li>\n<\/ul>\n<\/li>\n<li>View the dependencies\n<ul>\n<li>&#8211; Click on the transform nod, <em>nurbsSphere<\/em><\/li>\n<li>&#8211; In the Hypergraph click on the <em>In and Out Connections.<\/em><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph023\/\" rel=\"attachment wp-att-638\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-638\" title=\"06_dependencyGraph023\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph023.gif\" alt=\"\" width=\"477\" height=\"162\" \/><\/a><\/li>\n<li>Notice the <em>animation curve node <\/em>connected to the<em> nurbsSphere.<\/em><\/li>\n<li>&#8211; Select the <em>animation curve node <\/em>and open the <em>Attribute Editor.<\/em><\/li>\n<li>Notice that all the keyframes were recorded along with the value, time and tangent info.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph024\/\" rel=\"attachment wp-att-644\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-644\" title=\"06_dependencyGraph024\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph024.gif\" alt=\"\" width=\"461\" height=\"389\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<h2>Procedural Animation<\/h2>\n<ul>\n<li>Animating attributes at various levels of a Dependency Graph Network.<\/li>\n<\/ul>\n<ol>\n<li>Create an edit point curve\n<ul>\n<li>&#8211; Hide everything in your scene: <strong>MAIN || Display &gt; Hide &gt; All<\/strong><\/li>\n<li>&#8211; Select the <em>EP Curve Tool<\/em><\/li>\n<li>&#8211; Press and hold <em>x<\/em> to turn on grid snap.<\/li>\n<li>&#8211; Draw a curve similar to the one below.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph025\/\" rel=\"attachment wp-att-645\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-645\" title=\"06_dependencyGraph025\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph025.gif\" alt=\"\" width=\"464\" height=\"260\" \/><\/a><\/li>\n<li>&#8211; press [ENTER]<\/li>\n<li>&#8211; <strong>MAIN || Modify &gt; Center Pivot<\/strong><\/li>\n<\/ul>\n<\/li>\n<li>Duplicate the curve\n<ul>\n<li><em>&#8211; CTRL + D<\/em><\/li>\n<li>&#8211; move the duplicate curve to the other side of the grid.<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph026\/\" rel=\"attachment wp-att-646\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-646\" title=\"06_dependencyGraph026\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph026.gif\" alt=\"\" width=\"468\" height=\"262\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>Create a lofted surface\n<ul>\n<li><em>A lofted surface can be created using two or more curves<br \/>\n<\/em><\/li>\n<li>&#8211; CLICK + DRAG a selection box around the two curves<\/li>\n<li>&#8211; <strong>SURFACES || Surfaces &gt; Loft<\/strong><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph027\/\" rel=\"attachment wp-att-647\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-647\" title=\"06_dependencyGraph027\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph027.gif\" alt=\"\" width=\"248\" height=\"91\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>Change your display panel to two panels side by side\n<ul>\n<li>&#8211; In one panel show only perspective view with only <em>NURBs Curves<\/em>:<\/li>\n<li><strong>STAGE || Show &gt; None<\/strong> then <strong>STAGE || Show &gt; NURBs Curves<\/strong><\/li>\n<li>&#8211; In the second window show the perspective view with shading on. Press 6<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph028\/\" rel=\"attachment wp-att-648\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-648\" title=\"06_dependencyGraph028\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph028-590x253.gif\" alt=\"\" width=\"590\" height=\"253\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph028-590x253.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph028.gif 776w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<\/ul>\n<\/li>\n<li>Edit CVs on the original curves\n<ul>\n<li>&#8211; Select the first curve in the first panel.<\/li>\n<li>&#8211; <strong>RMB<\/strong>(over the curve)<strong> &gt; Control Vertex<\/strong><\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph029\/\" rel=\"attachment wp-att-649\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-649\" title=\"06_dependencyGraph029\" src=\"..\/wp-content\/uploads\/2011\/12\/06_dependencyGraph029.gif\" alt=\"\" width=\"392\" height=\"189\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph029.gif 392w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph029-310x150.gif 310w\" sizes=\"auto, (max-width: 392px) 100vw, 392px\" \/><\/a><\/li>\n<li>&#8211; Select one of the CVs and move it down<\/li>\n<li><a href=\"http:\/\/www.manibogstudios.com\/blogger\/2011\/12\/16\/lesson-06-the-dependency-graph\/06_dependencygraph030\/\" rel=\"attachment wp-att-650\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-medium wp-image-650\" title=\"06_dependencyGraph030\" src=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph030-590x225.gif\" alt=\"\" width=\"590\" height=\"225\" srcset=\"http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph030-590x225.gif 590w, http:\/\/www.manibogstudios.com\/blogger\/wp-content\/uploads\/2011\/12\/06_dependencyGraph030.gif 692w\" sizes=\"auto, (max-width: 590px) 100vw, 590px\" \/><\/a><\/li>\n<li>Note the view in the perspective view. Since the lofted surface was dependent on the curve, the transformation was applied to both.<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<h2>Curve On A Surface<\/h2>\n<ul>\n<li><em>Now you&#8217;ll build a curve that will become dependent on the shape of the surface for it&#8217;s own shape.<\/em><\/li>\n<li>A surface is built as a grid of surface lines called <em>isoparms. These lines define a separate coordinate system speific to each surface. Where space coordinates are defined by X, Y, Z, surface coordinates are defined by U and V.<\/em><\/li>\n<\/ul>\n<ol>\n<li>Make the surface live\n<ul>\n<li>&#8211; Select the surface<\/li>\n<li>&#8211; Select <strong>MAIN || Modify &gt; Make Live<\/strong><\/li>\n<li><img decoding=\"async\" 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\" alt=\"\" \/><\/li>\n<li>&#8211; Turn off the grid. Select <strong>MAIN || Display &gt; Grid<\/strong><\/li>\n<\/ul>\n<\/li>\n<li>Draw a curve on the surface\n<ul>\n<li>&#8211; Select the <em>EP Curve Tool<\/em>. <strong>MAIN || Create &gt; EP Curve Tool<\/strong><\/li>\n<li>&#8211; Draw a curve on the live surface<\/li>\n<li><img decoding=\"async\" src=\"data:image\/gif;base64,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alt=\"\" \/><\/li>\n<\/ul>\n<\/li>\n<li>Move the curve on the surface\n<ul>\n<li>&#8211; Press [ENTER] to complete the curve.<\/li>\n<li>&#8211; With ep curve selected, select the <em>Move Tool<\/em>. Notice the move tool looks different. Only two manipulator handles. One for U: direction of surface and one for the V direction of the surface.<\/li>\n<li><img decoding=\"async\" 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\" alt=\"\" \/><\/li>\n<\/ul>\n<p>CLICK + DRAG on the manipulators to move th curve around the surface. Notice how it conforms to the shape.<\/li>\n<li>Revert live surface\n<ul>\n<li>&#8211; click on an empty space<\/li>\n<li>&#8211; Select <strong>MAIN || Modify &gt; Make Not Live<\/strong><\/li>\n<li>Note: You can also click on the icon <em>Make Live Button<\/em><\/li>\n<li><img decoding=\"async\" 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alt=\"\" \/><\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<p>&nbsp;<\/p>\n<h2>Group Hierarchy<\/h2>\n<ul>\n<li>Build a hierarchy by grouping two primitives, then animating the group along the curve-on-surface using path animation<\/li>\n<\/ul>\n<ol>\n<li>Create A Primitive Cone\n<ul>\n<li>&#8211; Select <strong>MAIN || Create &gt; NURBS &gt; Primitives &gt; Cone<\/strong><\/li>\n<\/ul>\n<\/li>\n<li>Create A Primitive Sphere\n<ul>\n<li>&#8211; Select <strong>MAIN || Create &gt; NURBS &gt; Primitives &gt; Sphere<\/strong><\/li>\n<li>&#8211; Move the sphere over the cone.<\/li>\n<\/ul>\n<\/li>\n<li>Group The Two Objects\n<ul>\n<li>&#8211; Select the cone and sphere.<\/li>\n<li><img decoding=\"async\" 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\" alt=\"\" \/><\/li>\n<li>&#8211; <strong>MAIN || Edit &gt; Group <\/strong>OR <strong>CTRL + G<\/strong><\/li>\n<li>&#8211; Select <strong>MAIN || Display &gt; Transform Display &gt; Selection Handles<\/strong><\/li>\n<li>\n<address>Note: Selection handles make it easier to pick the object in selection mode. They have a higher selection priority than curves and surfaces.<\/address>\n<\/li>\n<li>\n<address><img decoding=\"async\" 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\" alt=\"\" \/><\/address>\n<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<p>&nbsp;<\/p>\n<h2>Path Animation<\/h2>\n<ul>\n<li>Attach the group to the curve on the surface to animate the new group.<\/li>\n<\/ul>\n<ol>\n<li>Attach the group to the curve on the surface\n<ul>\n<li>&#8211; With group selected, <strong>HOLD SHIFT<\/strong> and select curve on surface.<\/li>\n<li>&#8211; Go to <em>Animation Menu Set<\/em><\/li>\n<li>&#8211; <strong>ANIMATION || Animate &gt; Motion Paths &gt; Attach to Motion Path &gt; \u25a1<\/strong>\n<ul>\n<li><em>Attach to Motion Path<\/em>window\n<ul>\n<li>&#8211; <strong>Follow<\/strong>: Off<\/li>\n<li>&#8211; Click [ATTACH]<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<\/li>\n<li>&#8211; Playback results<\/li>\n<li><iframe loading=\"lazy\" src=\"http:\/\/www.youtube.com\/embed\/4bIT9fWo_mg\" frameborder=\"0\" width=\"560\" height=\"315\"><\/iframe><\/li>\n<\/ul>\n<\/li>\n<li>Constrain the Surface Normal; <strong>ANIMATION || Constrain &gt; Normal<\/strong><strong>\u25a1<\/strong>\n<ul>\n<li>&#8211; Click on the surface on it&#8217;s own<\/li>\n<li>&#8211; <strong>HOLD SHIFT<\/strong> and click on the grouped primitives<\/li>\n<li>&#8211; <strong>ANIMATION || Constrain &gt; Normal<\/strong><strong>\u25a1<\/strong>\n<ul>\n<li><strong>Aim Vector: <\/strong>0, 1, 0<\/li>\n<li><strong>Up Vector: <\/strong>1, 0, 0<\/li>\n<\/ul>\n<\/li>\n<li>&#8211; Click<strong> [ADD]<\/strong> to create the constraint<\/li>\n<li>&#8211; Playback your results<\/li>\n<li>Note: The <em>group<\/em> is now orienting itself based on the normal direction of the surface. The <em>group<\/em> is dependent on the surface in two ways. 1) position is dependent on the <em>path curve<\/em>, where the <em>path curve <\/em>is dependent on the <em>surface<\/em> for its shape. 2) it&#8217;s orientation is directly dependent on the <em>surface&#8217;s<\/em> shape.<\/li>\n<li><img decoding=\"async\" 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alt=\"\" \/><\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<p>&nbsp;<\/p>\n<h2>Layer the Animation<\/h2>\n<ul>\n<li>Various parts of the <em>Dependency Graph can be animated. You will animate different nodes within the network to see how the dependencies work.<\/em><\/li>\n<\/ul>\n<ol>\n<li>Edit The Loft Curve Shape\n<ul>\n<li><em>Since the shape of the surface is dependent on the original loft curves, you will start by animating the shape of the second curve.<\/em><\/li>\n<li>&#8211; Select the second curve<\/li>\n<li><img decoding=\"async\" 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\" alt=\"\" \/><\/li>\n<li>&#8211; Click on the <strong>RMB<\/strong> (over curve)\u00a0<strong> &gt; Control Vertex<\/strong><\/li>\n<li>\n<address>Note: Control vertices define the shape of a curve. By editing these, you are editing the curve&#8217;s shape node.<\/address>\n<\/li>\n<li>&#8211; CLICK + DRAG a selection box over one of the CVs and move it to a new position.<\/li>\n<li><img decoding=\"async\" src=\"data:image\/gif;base64,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\" alt=\"\" \/><\/li>\n<li>\n<address>Note: As you move the CV, the surface updates it&#8217;s shape, which in turn redefines the curve-on-surface and the orientation of the group. All the dependencies are being updated.<\/address>\n<\/li>\n<\/ul>\n<\/li>\n<li>Set the keys on the CV position\n<ul>\n<li>&#8211; Go to Frame 1<\/li>\n<li>&#8211; Set a keyframe. Press <em>s<\/em><\/li>\n<li>&#8211; Go to Frame 120<\/li>\n<li>&#8211; Set a keyframe. Press <em>s<\/em><\/li>\n<li>&#8211; Go to Frame 60.<\/li>\n<li>&#8211; Move the CV to a new position.<\/li>\n<li>&#8211; Set a keyframe. Press <em>s<\/em><\/li>\n<li>&#8211; Play back the results<\/li>\n<li>\n<address>Note: You can see how the dependencies are updated as it&#8217;s animated. The construction history is animated so don&#8217;t delete it.<\/address>\n<\/li>\n<li><iframe loading=\"lazy\" src=\"http:\/\/www.youtube.com\/embed\/IZWjjfSDsSA\" frameborder=\"0\" width=\"560\" height=\"315\"><\/iframe><\/li>\n<\/ul>\n<\/li>\n<li>Animate the Curve-On-Surface\n<ul>\n<li>Add another layer of animation by keyframing the <em>curve-on-surface<\/em><\/li>\n<li>&#8211; Select the curve-on-surface<\/li>\n<li>&#8211; Go to Frame 01<\/li>\n<li>&#8211; Set a keyframe. Press <em>s.<\/em><\/li>\n<li>&#8211; Go to Frame 120<\/li>\n<li>&#8211; Move the curve-on-surface to another position on the lofted surface<\/li>\n<li>&#8211; Set a keyframe. Press <em>s.<\/em><\/li>\n<\/ul>\n<\/li>\n<li>Assign the Phong Shading Group<br \/>\n<em><\/em><\/p>\n<ul>\n<li><em>Assign the checkered shading group to <\/em>see it better.<\/li>\n<\/ul>\n<ul>\n<li>&#8211; Select the primitive group<\/li>\n<li><img decoding=\"async\" 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\" alt=\"\" \/><\/li>\n<li>&#8211; Go to the <em>Rendering<\/em> menu set<\/li>\n<li>&#8211; Select <strong>RENDERING || Lighting\/shading &gt; Assign Existing Material &gt; Phong1<\/strong><\/li>\n<li>Play back scene.<\/li>\n<li><iframe loading=\"lazy\" src=\"http:\/\/www.youtube.com\/embed\/fpELvkddbrc\" frameborder=\"0\" width=\"560\" height=\"315\"><\/iframe><\/li>\n<\/ul>\n<\/li>\n<li>View the Dependencies\n<ul>\n<li>&#8211; Select the primitive group that is attached to the motion path<\/li>\n<li>&#8211; Open the Hypergraph and click on <em>Input and Output Connections button.<\/em><\/li>\n<li><img decoding=\"async\" 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\" alt=\"\" \/><\/li>\n<\/ul>\n<\/li>\n<\/ol>\n","protected":false},"excerpt":{"rendered":"<p>Maya Architecture Defined by a node based system, known as a dependency graph. Nodes with attributes connected to them Hierarchies and Dependencies Set up your view panels to 2 Panes Side by side &#8211; STAGE || Panels &gt; Layouts &gt; 2 Panes Side by Side &#8211; Perspective in the first view. Hypergraph in the second. 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