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CONTENTS
CHAPTER 1
INTRODUCTION
............................................................................................................. 3
1.1 Key Features ............................................................................................................................................... 4
1.2 About the Kit .............................................................................................................................................. 6
1.3 Power On Test ............................................................................................................................................ 7
1.4 System CD and Linux BSP ........................................................................................................................ 8
1.5 Getting Help ............................................................................................................................................... 8
CHAPTER 2
ARCHITECTURE
............................................................................................................ 9
2.1 Layout and Components ............................................................................................................................. 9
2.2 Block Diagram .......................................................................................................................................... 10
2.3 ITG Adapter .............................................................................................................................................. 11
CHAPTER 3
USING DE1-SOC-MTL2
................................................................................................ 13
3.1 Using FPGA ............................................................................................................................................. 13
3.2 Pin Definition of 2x20 GPIO Connector .................................................................................................. 13
3.3 Using LCD................................................................................................................................................ 15
3.4 Using Terasic Multi-touch IP .................................................................................................................... 17
CHAPTER 4
LINUX BSP
................................................................................................................... 20
4.1 Board Support Package ............................................................................................................................ 20
4.2 Linux Image Files ..................................................................................................................................... 21
4.3 Quarts Project ........................................................................................................................................... 21
4.4 QT Libraries ............................................................................................................................................. 22
CHAPTER 5
PAINTER DEMONSTRATION
....................................................................................... 23
5.1 Operation Description .............................................................................................................................. 23
5.2 System Description ................................................................................................................................... 25
5.3 Demonstration Setup ................................................................................................................................ 25
5.4 Demonstration Source Code ..................................................................................................................... 26