A sphere without bump mapping.

The bump map that is applied to the image below.

This sphere is geometrically the same as the first, but has a bump map applied. This changes how it reacts to shading, giving it the appearance of a bumpy texture resembling that of an orange.

A modern render of the iconic Utah teapot model developed by Martin Newell (1975). In this example of fake bump mapping, a technique used in ray tracing as well as accelerated imaging, the surface normal is perturbed with a marble texture, creating a more realistic looking metallic surface.

The difference between displacement mapping and bump mapping is evident in the example images; in bump mapping, the normal alone is perturbed, not the geometry itself. This leads to artifacts in the silhouette of the object (the sphere still has a circular silhouette).

Bump mapping basics

Bump mapping is a computer graphics technique that aims to make a rendered surface look more realistic by modelling the interaction of a bumpy surface texture with lights in the environment. Bricks present a common bump mapped texture. Bump mapping does this by changing the brightness of the pixels on the surface in response to a heightmap that is specified for each surface.

When rendering a 3D scene, the brightness and colour of the pixels on the screen is determined by the interaction of the specified 3D model with lights in the scene. After the geometry calculation determines that an object is visible and should be displayed, trigonometry is used to calculate the 'geometric' surface normal of the object, defined as a vector at each pixel position on the object.

In the absence of bump mapping the geometric surface normal then defines how strongly the object interacts with light coming from a given direction using Phong shading or a similar lighting algorithm. In essence, light travelling perpendicular to the surface interacts with it most strongly while light parallel to the surface does not interact with it at all and the surface appears black. After the initial geometry calculations, a coloured texture is often applied to the model to make the object appear more realistic but this has no effect on the bump mapping process.

After texturing, a calculation is performed at each pixel on the object's surface:

1. the renderer looks up the heightmap corresponding to that position on the surface,
2. then uses further trigonometry to calculate the surface normal of the heightmap,
3. adds the bump map surface normal from step 2 to the geometric surface normal (also known as perturbing the surface normal) so that the normal points in a new direction
4. calculates the interaction of the new 'bumpy' surface with lights in the scene using, for example, Phong shading

The result is a surface that appears to have real depth, is more detailed and appears more similar to objects in the real world. Bump mapping also ensures that the surface appearance changes as lights in the scene move around, for example if the viewer is carrying a light source. Normal mapping is the most commonly used bump mapping technique, but there are other alternatives, such as parallax mapping.

The difference between displacement mapping, also known as 'true' bump mapping and 'fake' or '2D' bump mapping, which is more common and is often just called 'bump mapping' (see below), is that in fake bump mapping the normal alone is perturbed, not the geometry. In this case, the silhouette of the object is still defined by the underlying, often simple, geometry. In 'true' bump mapping the bumps are applied to the geometry, leading to a 'bumpy' silhouette. Fake bump mapping is computationally efficient and can be performed in real-time by 3D accelerator cards while true bump mapping is generally reserved for off-line (non-realtime) ray-traced images.

For the purposes of rendering in real-time bump mapping is often referred to as a 'pass', as in multi-pass rendering and can be implemented as multiple passes (often three or four) to reduce the number of trigonometric calculations that are required.

Fake bump mapping

Programmers of 3D graphics sometimes use a computationally lower quality, fake bump mapping technique in order to simulate bump mapping. One such method uses texel index alteration instead of altering surface normals, often used for '2D' bump mapping. As of GeForce 2 class card this technique is implemented in graphics accelerator hardware.

Full-screen 2D fake bump mapping, which could be easily implemented with a very simple and fast rendering loop, was a common visual effect when bump-mapping was first introduced.

Real bump mapping

Real bump mapping in the terms of height mapping means to calculate a height field's gradient. The pointers are compared to the light's point and span and then changes per shading fragment in the light's rasterization. If the point is more at the light, then it?s brighter, the point facing further away from the light actually get darker more quickly. If low resolution lights are used like a low pixel non-filtered specular from an earlier shader model, it can see how it works up close, looking like a sweep of animation.

On a normal map instead of false vectors calculated per-pixel through small coding it's stored as a certain color in the map. Then the same happens on the light's point and X and Y span. Height mapping doesn't replace the normal and builds upon fake ones from the gradient calculations. Height mapping is told to not contain real information in every pixel, it relies on its neighbors. Normal mapping is usually told to contain information in each pixel to where a pixel may cost an operation or more, a reason cards carry many operations.

Environment Mapped Bump Mapping

Matrox G400 Tech Demo with EMBM

The Radeon 7200 also includes hardware support for EMBM, which was demonstrated in the tech demo "Radeon's Ark". However, EMBM was not supported by other graphics chips such as NVIDIA's GeForce 256 through GeForce 2, which only supported the simpler Dot-3 BM. Due to this lack of industry-wide support, and its toll on the limited graphics hardware of the time, EMBM only saw limited use during G400's time. Only a few games supported the feature, such as Dungeon Keeper 2 and Millennium Soldier: Expendable.

EMBM initially required specialized hardware within the chip for its calculations, such as the Matrox G400 or Radeon 7200. It could also be rendered by the programmable pixel shaders of later DirectX 8.0 accelerators like the GeForce 3 and Radeon 8500.

References

• Blinn, James F. "Simulation of Wrinkled Surfaces", Computer Graphics, Vol. 12 (3), pp. 286-292 SIGGRAPH-ACM (August 1978)
• Hoejengaard, Rasmus, Rasmus Højengaard Interview in Play Magazine, as translated at http://www.hitmanforum.com/show.php?id=28819&catid=36

See also

• Texture mapping
• Normal mapping
• Parallax mapping
• Displacement mapping
• Relief Texture Mapping

External links

• http://www.blacksmith-studios.dk/projects/downloads/bumpmapping_using_cg.php Bump Mapping tutorial using CG and C++
• http://freespace.virgin.net/hugo.elias/graphics/x_polybm.htm (shows a simple creating vectors per pixel of a grayscale for a bump map to work and more)
• http://www.neilwallis.com/java/bump2.htm Bump Mapping example (Java applet)

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