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SN3103
Jun 2010 R1.0 SI-EN Technology 1
Six-Channel RGB LED Driver
Description
The SN3103 is a constant current LED driver featuring
One Shot Programming mode and Interface Intensity
Control mode for RGB lighting effects.
Each output of the SN3103 is a constant current sink
pulse width modulated in 256 steps. The output current is
user selectable to be one of 5 levels, 17.5mA, 28.5mA,
38.9mA, 46.5mA or 69.5mA (Typ.). At 38.9mA the
SN3103 outputs require only 0.4V of headroom voltage.
In One Shot Programming mode, the timing
characteristics for output current - Gamma corrected
current ramping up, holding, Gamma corrected ramping
down and off time, can be adjusted individually so that
each output can independently maintain a pre-established
pattern without requiring any additional interface activity,
thus saving valuable system resources.
In Interface Intensity Control mode, the PWM duty cycle
of each output can be independently programmed and
controlled in 256 steps to simplify color mixing.
Features
6 independently controlled outputs of 256 steps
PWM RGB LED drivers
Changing Intensity of Color LEDs with two modes:
-One Shot Programming Mode with Gamma
correction
-Interface Intensity Control Mode
Programmable output current level settings
For anode-common LEDs
SPI interface
Supply voltage range: 3.0V to 5.5V
Operating temperature range T
A
= −40°C ~ +85°C
Package: QFN-20, 4mm × 4mm
Application
Cellular phones
MP3/MP4/CD/minidiskplayers
Digital Picture Frame/Toy
T ypical Application Circuit
Figure 1 Typical Application Circuit