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The first triangle is formed from indices 0, 1, and 2; the second triangle from indices 3, 4, and 5; the third from indices 6, 7, and 8; and so on The code for the function that handles unindexed vertices, named CalculateVertexNormals and added to the MatrixObjectBase class, can be seen in Listing 7 19 It creates an array for the indices whose length is equal to the number of vertices The array is then filled with sequential numbers starting from 0, and the vertices and constructed indices array are passed into a second overload of the same function to actually generate the normals, which we will examine in a moment Listing 7 19 Generating indices for an unindexed triangle list public void CalculateVertexNormals(VertexPositionNormalTexture[] vertices) { short[] indices; short i; // // // // Build an array that allows us to treat the vertices as if they were indexed.

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As the triangles are drawn sequentially, the indexes are actually just an increasing sequence of numbers: the first triangle is formed from vertices 0, 1 and 2, the second triangle from vertices 3, 4 and 5, etc..

In the preceding examples, you have seen the basic pattern that can be used to extend your DataContext class. However, your entity classes can also be extended by using similar techniques. In 3, you saw that LTS generates a series of Extensibility Method Definitions in your entity classes. Examples of these methods include OnLoaded() and OnValidated(). Although I don t plan on going through all the extension methods and techniques that can be used to extend LTS, I do want to give you at least one example of extending an entity class. I thought I would kill two birds with one stone by throwing in a discussion on validation in LTS.

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Microsoft Visual C++ .NET 2003 (VC 7.1)

// First create the array with an element for each vertex indices = new short[vertices.Length]; // Then set the elements within the array so that each contains // the next sequential vertex index for (i = 0; i < indices.Length; i++) { indices[i] = i; } // Finally delegate to the other overload to do the work CalculateVertexNormals(vertices, indices); }

The second overload of the function accepts two parameters: the vertex array and the index array This version of the function would be used directly if you are working with indexed vertices, or will otherwise be called from the code in Listing 7 19 if the vertices are unindexed The second overload works through the vertices in the array, using the indices to determine which vertices are used to form each triangle within the object Once the vertices of each triangle have been determined, their vectors are calculated and stored in the va and vb variables Their cross product is then calculated in order to determine the triangle s normal, and the resulting vector is normalized The normal vector is then written into all three of the vertices that formed the triangle.

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Tip You can easily create the override signature of any of the Extensibility Method Definitions that are

This is all exactly as per the processes we discussed in the Calculating Normals section earlier in this chapter Note that as we are updating the vertex array that was passed in as a parameter; there is no need to return anything from this function The normals will be written in place into the existing vertices The code to calculate the normals is shown in Listing 7 20 Listing 7 20 Calculating the normals for an indexed triangle list public void CalculateVertexNormals(VertexPositionNormalTexture[] vertices, short[] indices) { // Vectors to describe the relationships between the vertices of the triangle // being processed Vector3 vectora; Vector3 vectorb; // The resulting normal vector Vector3 normal; // Loop for each triangle (each triangle uses three indices) for (int index = 0; index < indices.

Since we are using Visual C++ .NET 2003 (VC 7.1) in this example, we want the SDK for VC 7.1. Point your browser to http://www.ogre3d.org, click Downloads, and then SDKs. You will see a list of SDKs available for download, as in Figure 2-1.

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Figure 3-39 shows this expression in the expression builder. The empty quotation marks (" ") add a space between the first name and last name. You can type ...

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