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Document Number: DS-000195 Page 2 of 47
Revision: 1.1
TABLE OF CONTENTS
General Description ............................................................................................................................................. 1
Block Diagram ...................................................................................................................................................... 1
Applications ......................................................................................................................................................... 1
Ordering Information ........................................................................................................................................... 1
Features ............................................................................................................................................................... 1
Typical Operating Circuit ...................................................................................................................................... 1
TABLE OF CONTENTS....................................................................................................................................................... 2
LIST OF FIGURES .............................................................................................................................................................. 5
LIST OF TABLES ................................................................................................................................................................ 6
1 Introduction ......................................................................................................................................................... 7
1.1 Purpose and Scope .................................................................................................................................... 7
1.2 Product Overview...................................................................................................................................... 7
1.3 Applications ............................................................................................................................................... 7
2 Features ............................................................................................................................................................... 8
2.1 Gyroscope Features .................................................................................................................................. 8
2.2 Additional Features ................................................................................................................................... 8
3 Electrical Characteristics ...................................................................................................................................... 9
3.1 Gyroscope Specifications .......................................................................................................................... 9
3.2 Electrical Specifications ........................................................................................................................... 10
3.3 I
2
C Timing Characterization ..................................................................................................................... 13
3.4 SPI Timing Characterization .................................................................................................................... 14
3.5 Absolute Maximum Ratings .................................................................................................................... 15
3.6 Thermal Information ............................................................................................................................... 15
4 Applications Information ................................................................................................................................... 16
4.1 Pin Out Diagram and Signal Description ................................................................................................. 16
4.2 Typical Operating Circuit ......................................................................................................................... 17
4.3 Bill of Materials for External Components .............................................................................................. 17
4.4 Block Diagram ......................................................................................................................................... 18
4.5 Overview ................................................................................................................................................. 18
4.6 Three-Axis MEMS Gyroscope with 16-bit ADCs and Signal Conditioning ............................................... 19
4.7 I
2
C and SPI Serial Communications Interfaces ........................................................................................ 19
4.8 Self-Test................................................................................................................................................... 20
4.9 Clocking ................................................................................................................................................... 20
4.10 Sensor Data Registers ......................................................................................................................... 20
4.11 FIFO ..................................................................................................................................................... 21
4.12 Interrupts ............................................................................................................................................ 21
4.13 Digital-Output Temperature Sensor ................................................................................................... 21
4.14 Bias and LDOs ..................................................................................................................................... 21