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These code samples produce exactly the same visual results. The one you use is entirely up to you; you might find that one approach or another better fits in with the object structure that you are rendering. The important thing to remember is that the pass.Apply method needs to be called each time an updated world matrix needs to be observed. There is one area where the two approaches will result in a performance difference, however. When we begin to apply textures to our objects (which we will examine in the Applying Textures section later in this chapter), we will need to pass the texture graphics to the graphics hardware each time we draw an object. Moving the graphic around in memory is a relatively expensive process because graphic files can be quite large. We can therefore optimize our rendering by loading each texture into the graphics hardware just once and then drawing all objects that use that texture together. The next texture can then be loaded and its objects drawn. This way, we load each texture only once per draw, rather than potentially once per object. The second rendering approach, shown in Listing 6 18, is potentially less efficient for textured objects. If we have multiple passes in our effect and each of the objects rendered has a different texture, we will end up alternating between the two textures. The first approach in Listing 6 17 deals with the object in its entirety before moving on to the next object, allowing its texture to be used by all the passes without needing it to be reloaded.

Listing 7 15. Normalizing the normal vector normal.Normalize(); The resulting normalized vector is (0, 1, 0) a unit-length vector pointing directly upward. Perfect. We will look at implementing all this in our program code in the section entitled Programmatic Calculation of Normals, coming up shortly.

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It would be utterly irresponsible of me not to include a section about the impedance mismatch that occurs between object code and relational databases. This is probably the single most common explanation that people give for using ORM tools. The object-oriented archetype is founded on the principle that applications are built by using a collection of reusable components called objects. On the other hand, the relational database pattern is one in which the database stores data in tabular form. Whereas the database is largely based on a purely mathematical algorithm, the object-oriented model is based on a representation of life and one s surroundings. Therefore, to overcome the disparities between the two paradigms, it is necessary to map the object model to the data model. Let s look at an example of the paradigm mismatch. In this example, we begin with a simple class model and slowly expand the model to illuminate the mismatch problem. Here we have the start of a retail banking application, with a Customer class and an Account class. As seen in Figure 1-1, the Customer class has one or more Account classes, similar to a customer at a bank.

We have so far considered normals as applying to each face in our 3D object. In actual fact, it is not the faces that we apply normals to but the individual vertices that form the face. It is the vertices for which XNA calculates the color based on its lighting equations, and it then applies this to the whole triangle by interpolating the colors between the vertices just as we have manually interpolated colors ourselves by providing vertex colors. This gives us an opportunity to perform a very useful lighting trick. We can provide different normals for the vertices of a single triangle. XNA will then consider each vertex of the triangle to be facing in a different direction and will interpolate the light directions across the surface of the triangle. Consider the triangles in Figure 7 24. They are shown as thick lines, representing the triangles viewed edge-on. The long dashed arrows show the normals that have been applied for each of the vertices within the triangles. Note that for each triangle, the normals are pointing in different directions (they point slightly away from one another). The shorter dashed arrows show the effective normals within the interior of the triangles due to interpolation. They smoothly transition from one normal to the next, giving the impression that the surface of the object when viewed face on is perfectly smooth, whereas in fact it is created from just five flat faces.

Note Textures are usually sent once to the GPU and referenced by render states. However, if your application tends to use all of the memory on the GPU, it is possible that your application will experience texture thrashing as textures are sent to the GPU memory each frame (or near enough). Therefore, you want to manage your texture usage carefully: once a texture is on the GPU, you do not want to have to reload it unless absolutely necessary!

Figure 7 24. Interpolated vertex normals An example of normal interpolation in practice can be seen in Figure 7 25. The two images shown are both of the same cylinder, rendered using a number of flat surfaces. The individual surfaces can be clearly seen in the image on the left, which uses the same normals for all vertices within each face. On the right, the vertex normals are modified so that they differ from one side of the face to the other (exactly as we did in Figure 12-20). Note that the appearance of this cylinder is entirely smooth, even though it is formed from the exact same faces as the image on the left.

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