The CD content, including demos and content, is available on the web and for download.
Part IV: General-Purpose Computation on GPUS: A Primer
This part of the book aims to provide a gentle introduction to the world of general-purpose computation on graphics processing units, or "GPGPU," as it has come to be known. The text is intended to be understandable to programmers with no graphics experience, as well as to those who have been programming graphics for years but have little knowledge of parallel computing for other applications.
Since the publication of GPU Gems, GPGPU has grown from something of a curiosity to a well-respected active new area of graphics and systems research.
Why would you want to go to the trouble of converting your computational problems to run on the GPU? There are two reasons: price and performance. Economics and the rise of video games as mass-market entertainment have driven down prices to the point where you can now buy a graphics processor capable of several hundred billion floating-point operations per second for just a few hundred dollars.
The GPU is not well suited to all types of problems, but there are many examples of applications that have achieved significant speedups from using graphics hardware. The applications that achieve the best performance are typically those with high "arithmetic intensity"; that is, those with a large ratio of mathematical operations to memory accesses. These applications range all the way from audio processing and physics simulation to bioinformatics and computational finance.
Anybody with any exposure to modern computing cannot fail to notice the rapid pace of technological change in our industry. The first chapter in this part, Chapter 29, "Streaming Architectures and Technology Trends," by John Owens of the University of California, Davis, sets the stage for the chapters to come by describing the trends in semiconductor design and manufacturing that are driving the evolution of both the CPU and the GPU. One of the important factors driving these changes is the memory "gap"—the fact that computation speeds are increasing at a much faster rate than memory access speeds. This chapter also introduces the "streaming" computational model, which is a reasonably close match to the characteristics of modern GPU hardware. By using this style of programming, application programmers can take advantage of the GPU's massive computation and memory bandwidth resources, and the resulting programs can achieve large performance gains over equivalent CPU implementations.
Chapter 30, "The GeForce 6 Series GPU Architecture," by Emmett Kilgariff and Randima Fernando of NVIDIA, describes in detail the design of a current state-of-the-art graphics processor, the GeForce 6800. Cowritten by one of the lead architects of the chip, this chapter includes many low-level details of the hardware that are not available anywhere else. This information is invaluable for anyone writing high-performance GPU applications.
The remainder of this part of the book then moves on to several tutorial-style chapters that explain the details of how to solve general-purpose problems using the GPU.
Chapter 31, "Mapping Computational Concepts to GPUs," by Mark Harris of NVIDIA, discusses the issues involved with converting computational problems to run efficiently on the parallel hardware of the GPU. The GPU is actually made up of several programmable processors plus a selection of fixed-function hardware, and this chapter describes how to make the best use of these resources.
Chapter 32, "Taking the Plunge into GPU Computing," by Ian Buck of Stanford University, provides more details on the differences between the CPU and the GPU in terms of memory bandwidth, floating-point number representation, and memory access models. As Ian mentions in his introduction, the GPU was not really designed for general-purpose computation, and getting it to operate efficiently requires some care.
One of the most difficult areas of GPU programming is general-purpose data structures. Data structures such as lists and trees that are routinely used by CPU programmers are not trivial to implement on the GPU. The GPU doesn't allow arbitrary memory access and mainly operates on four-vectors designed to represent positions and colors. Particularly difficult are sparse data structures that do not have a regular layout in memory and where the size of the structure may vary from element to element.
Chapter 33, "Implementing Efficient Parallel Data Structures on GPUs," by Aaron Lefohn of the University of California, Davis; Joe Kniss of the University of Utah; and John Owens gives an overview of the stream programming model and goes on to explain the details of implementing data structures such as multidimensional arrays and sparse data structures on the GPU.
Traditionally, GPUs have not been very good at executing code with branches. Because they are parallel machines, they achieve best performance when the the same operation can be applied to every data element. Chapter 34, "GPU Flow-Control Idioms," by Mark Harris and Ian Buck, explains different ways in which flow-control structures such as loops and if statements can be efficiently implemented on the GPU. This includes using the depth-test and z-culling capabilities of modern GPUs, as well as the branching instructions available in the latest versions of the pixel shader hardware.
Cliff Woolley of the University of Virginia has spent many hours writing GPGPU applications, and (like many of our other authors) he has published several papers based on his research. In Chapter 35, "GPU Program Optimization," he passes on his experience on the best ways to optimize GPU code, and how to avoid the common mistakes made by novice GPU programmers. It is often said that premature optimization is the root of all evil, but it has to be done at some point.
On the CPU, it is easy to write programs that have variable amounts of output per input data element. Unfortunately, this is much more difficult on a parallel machine like the GPU. Chapter 36, "Stream Reduction Operations for GPGPU Applications," by Daniel Horn of Stanford University, illustrates several ways in which the GPU can be programmed to perform filtering operations that remove elements from a data stream in order to generate variable amounts of output. He demonstrates how this technique can be used to efficiently implement collision detection and subdivision surfaces.
Only time will tell what the final division of labor between the CPU, the GPU, and other processors in the PC ecosystem will be. One thing is sure: the realities of semiconductor design and the memory gap mean that data-parallel programming is here to stay. By learning how to express your problems in this style today, you can ensure that your code will continue to execute at the maximum possible speed on all future hardware.
Simon Green, NVIDIA Corporation
Many of the designations used by manufacturers and sellers to distinguish their products are claimed as trademarks. Where those designations appear in this book, and Addison-Wesley was aware of a trademark claim, the designations have been printed with initial capital letters or in all capitals.
The authors and publisher have taken care in the preparation of this book, but make no expressed or implied warranty of any kind and assume no responsibility for errors or omissions. No liability is assumed for incidental or consequential damages in connection with or arising out of the use of the information or programs contained herein.
NVIDIA makes no warranty or representation that the techniques described herein are free from any Intellectual Property claims. The reader assumes all risk of any such claims based on his or her use of these techniques.
The publisher offers excellent discounts on this book when ordered in quantity for bulk purchases or special sales, which may include electronic versions and/or custom covers and content particular to your business, training goals, marketing focus, and branding interests. For more information, please contact:
U.S. Corporate and Government Sales
For sales outside of the U.S., please contact:
Visit Addison-Wesley on the Web: www.awprofessional.com
Library of Congress Cataloging-in-Publication Data
GPU gems 2 : programming techniques for high-performance graphics and general-purpose
computation / edited by Matt Pharr ; Randima Fernando, series editor.
Includes bibliographical references and index.
ISBN 0-321-33559-7 (hardcover : alk. paper)
1. Computer graphics. 2. Real-time programming. I. Pharr, Matt. II. Fernando, Randima.
GeForce™ and NVIDIA Quadro® are trademarks or registered trademarks of NVIDIA Corporation.
Nalu, Timbury, and Clear Sailing images © 2004 NVIDIA Corporation.
mental images and mental ray are trademarks or registered trademarks of mental images, GmbH.
Copyright © 2005 by NVIDIA Corporation.
All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted, in any form, or by any means, electronic, mechanical, photocopying, recording, or otherwise, without the prior consent of the publisher. Printed in the United States of America. Published simultaneously in Canada.
For information on obtaining permission for use of material from this work, please submit a written request to:
Pearson Education, Inc.
Rights and Contracts Department
One Lake Street
Upper Saddle River, NJ 07458
Text printed in the United States on recycled paper at Quebecor World Taunton in Taunton, Massachusetts.
Second printing, April 2005
To everyone striving to make today's best computer graphics look primitive tomorrow
- Inside Back Cover
- Inside Front Cover
- Part I: Geometric Complexity
- Chapter 1. Toward Photorealism in Virtual Botany
- Chapter 2. Terrain Rendering Using GPU-Based Geometry Clipmaps
- Chapter 3. Inside Geometry Instancing
- Chapter 4. Segment Buffering
- Chapter 5. Optimizing Resource Management with Multistreaming
- Chapter 6. Hardware Occlusion Queries Made Useful
- Chapter 7. Adaptive Tessellation of Subdivision Surfaces with Displacement Mapping
- Chapter 8. Per-Pixel Displacement Mapping with Distance Functions
- Part II: Shading, Lighting, and Shadows
- Chapter 10. Real-Time Computation of Dynamic Irradiance Environment Maps
- Chapter 11. Approximate Bidirectional Texture Functions
- Chapter 12. Tile-Based Texture Mapping
- Chapter 13. Implementing the mental images Phenomena Renderer on the GPU
- Chapter 14. Dynamic Ambient Occlusion and Indirect Lighting
- Chapter 15. Blueprint Rendering and "Sketchy Drawings"
- Chapter 16. Accurate Atmospheric Scattering
- Chapter 17. Efficient Soft-Edged Shadows Using Pixel Shader Branching
- Chapter 18. Using Vertex Texture Displacement for Realistic Water Rendering
- Chapter 19. Generic Refraction Simulation
- Chapter 9. Deferred Shading in S.T.A.L.K.E.R.
- Part III: High-Quality Rendering
- Chapter 20. Fast Third-Order Texture Filtering
- Chapter 21. High-Quality Antialiased Rasterization
- Chapter 22. Fast Prefiltered Lines
- Chapter 23. Hair Animation and Rendering in the Nalu Demo
- Chapter 24. Using Lookup Tables to Accelerate Color Transformations
- Chapter 25. GPU Image Processing in Apple's Motion
- Chapter 26. Implementing Improved Perlin Noise
- Chapter 27. Advanced High-Quality Filtering
- Chapter 28. Mipmap-Level Measurement
- Part IV: General-Purpose Computation on GPUS: A Primer
- Chapter 29. Streaming Architectures and Technology Trends
- Chapter 30. The GeForce 6 Series GPU Architecture
- Chapter 31. Mapping Computational Concepts to GPUs
- Chapter 32. Taking the Plunge into GPU Computing
- Chapter 33. Implementing Efficient Parallel Data Structures on GPUs
- Chapter 34. GPU Flow-Control Idioms
- Chapter 35. GPU Program Optimization
- Chapter 36. Stream Reduction Operations for GPGPU Applications
- Part V: Image-Oriented Computing
- Chapter 37. Octree Textures on the GPU
- Chapter 38. High-Quality Global Illumination Rendering Using Rasterization
- Chapter 39. Global Illumination Using Progressive Refinement Radiosity
- Chapter 40. Computer Vision on the GPU
- Chapter 41. Deferred Filtering: Rendering from Difficult Data Formats
- Chapter 42. Conservative Rasterization
- Part VI: Simulation and Numerical Algorithms