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Taiwan Factory: +886 2 29810109
China Factory: +86 755 26055363
Product Introduction
Features :
Good batch consistency, small static current.
Fast response speed, stable performance, beautiful appearance.
The effective control distance is greater than 1.5 meters.
Low current loss in the static.
Applications :
Replace the traditional CDS photoresistor.
Cadmium and lead free with RoHS compliant.
Applicable to control all kinds of light control toys and Infrared testing equipment.
Token's new fourth generation A4 chip gives characteristics of ambient
light sensor (ALS) faster response speed, lower dark current, more
consistency in good batch, and smaller static current. When an ambient
light sensor is required for portable and many other applications, Token
A4 chip has the right solution. Ambient Light Sensor A4 chips enhance
performance in saving energy, automatic sensitivity to light, automatic
sensitivity to light, LED-backlighted, LCD displays code product,
instrument ,industry device etc.
The A1 & A4 Chips enabling environmentally friendly photosensitive
sensors feature sensitive control under low illumination, stable current
signal output under strong light source. Multiple light sources at the same time can be used to ensure
consistent photosensitive effect, not false trigger. Meet the latest environmental requirements of toys.
Applicable to all kinds of light control lighting products (such as night lights, lawn lamps, solar lights,
etc.), automatically adjust the background light (such as LCD, mobile phones, cameras, computer
cameras, security monitoring machines, etc.).
For the convenience of installation in all kinds of products in any position, different sizes are available
upon request. So that product consistency is better, more market competitiveness. It is also achievable
to provide the bright current / dark current (bright resistance / dark resistance) for the most suitable
product. Please contact our sales or link to Token official website “Light Sensors” for more
information.
New fourth generation A4 chip for phototransistors provide fast
response speed, stable performance, and excellent consistency.