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)
KX023 Accelerometer
3x3x0.9mm Accelerometer with FIFO/FILO Buffer
FEATURES
3x3x0.9mm LGA package
Full-featured algorithm engine including:
o Tap detection, orientation detection,
activity monitoring, and embedded
motion wake-up algorithms
Low current consumption in all modes:
o 0.9 μA in standby,
o 10 μA at normal resolution, and
o 145 μA at high resolution
Two interrupt registers
User-configurable, embedded wake-up
function to conserve battery power
Internal voltage regulator to maintain
constant internal operating voltages
throughout the 1.8 - 3.6V input supply range
APPLICATIONS
User Interface
Power Management
Active/Inactive Monitoring
Device Orientation
Inclination and Tilt Sensing
Gesture Recognition
Pedometer/Activity Monitoring
Motion-controlled user interface
FOR
Smartphones and Mobile Devices
Laptops
Gaming and Virtual Reality
Health and Fitness
PRODUCT OVERVIEW
The KX023 accelerometer delivers unparalleled flexibility,
enabling you to optimize power and noise performance to meet
your product design needs. By simply selecting the output
data rate (ODR) and amount of oversampling for data
averaging you can tune power and noise performance to meet
the needs of your specific application.
In addition, the 3-axis KX023 offers I2C/SPI output and an
integrated FIFO/FILO buffer that features a wide range of
embedded functionality, including tap detection, orientation,
activity, and wake-up algorithms. Kionix’s XAC sensor
provides outstanding stability with a market-leading
combination of improved shock, reflow, and thermal
performance.