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Although culling offers a huge benefit when rendering objects consisting of solid surfaces, sometimes you ll want to turn culling off. For example, if you create a building of which a rectangular wall is composed of only two triangles, this wall would look nice from the outside. However, when the camera enters the building, the wall would be culled away, and you would be able to see right through it! To solve this, you could define two extra triangles for the wall with the opposite winding order, so either way you look at it, two triangles are drawn and two triangles are culled away. An easier approach is to turn off culling by using this line: device.RenderState.CullMode = CullMode.None; Don t forget to turn culling back on after the code that renders the walls, though.

// Condition // Expression 1 // Expression 2 {0}\n", HighVal);

Tip When designing and especially when debugging your application, you may want to turn off culling.

Ownership This panel (shown in Figure 3-20) contains three different fields for adding information about the creators of, contributors to, and copyright of the item.

The sample code defines a cube in a clockwise order and a counterclockwise order. When running the counterclockwise version, you ll see that XNA renders only the triangles it actually shouldn t render. When running the clockwise version, try moving your camera into the cube.

Console.WriteLine("x is{0} greater than y", x > y "" : " not"); y = 11; Console.WriteLine("x is{0} greater than y", x > y "" : " not"); This code produces the following output: HighVal: 10

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Figure 3 20. On the Ownership panel, you can change the author of the content or add other contributors and copyright information.

When rendering your self-defined structure to the 3D world, you notice it isn t lit correctly. This is because you haven t specified the correct normal vector for each vertex of your structure. A normal is required in each vertex so your graphics card can determine how much light hits the triangle. See 6 for more information about this. Calculating the normal vector for each vertex can seem complicated, because in all structures most vertices are shared among multiple triangles.

Note The if...else statement is a flow-of-control statement. It should be used for doing one or the

If each vertex will be used by only one triangle, all you have to do is find the normal vector of the triangle (in other words, the vector perpendicular to the triangle) and assign this vector to each of its three vertices as their normal vector. However, in the case of a structure, all vertices will be shared among several triangles. To obtain a smooth effect, each vertex needs to store the normal that is the average of all normals of the surrounding triangles.

Settings This panel (shown in Figure 3-21) normally presents four options. A brief description is provided for each of them, so we won t describe them in detail here. (However, we will talk about the Allow comments option in more detail in the Commenting Content section later in the chapter).

Using this bit of pseudocode, you can find the correct normal in each vector: 1. For each vertex in your structure, find all triangles using that vertex. 2. Calculate the normal vector for these triangles. 3. Average all these normal vectors. 4. Store this averaged normal vector in the vertex. The averaging step is required, because you ll always want the normal vectors stored in your vertices to be normalized (in other words, have a length of exactly 1).

other of two actions. The conditional expression is an expression. It should be used for returning one or the other of two values.

Note You want the length of your normal vectors to be exactly 1, because this vector will be used in the

Figure 3 21. On the Settings panel, you can set some useful options about your content, like allowing users comments and excluding the item from navigation.

vertex and pixel shader to calculate lighting factors. A larger normal vector will result in a larger lighting factor than a small vector, while you want the lighting factor to depend only on the angle between the incoming light and the normal, as explained in 6.

The unary operators set the sign of a numeric value. They are listed in Table 8-16. The unary positive operator simply returns the value of the operand. The unary negative operator returns the value of the operand subtracted from 0. Table 8-16. The Unary Operators

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