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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.
A phototransistor is known as a device in which turns light source energy
into electric energy. Phototransistors are very close to photoresistors but
produce both current and voltage, while photoresistors simply produce
current. The reason is a phototransistor includes a bipolar semiconductor
and targets the energy this can be transmitted via it.
Phototransistors are light-sensitive transistors. A common type of
phototransistor resembles a bipolar transistor with its base lead removed
and replaced with a light-sensitive area. This is why a phototransistor has
only 2 terminals instead of the usual 3. However, when the light-sensitive
region is exposed to light, a small base current is generated that controls a much larger
collector-to-emitter current.
Token PT-A2-AC-850 family with environmentally friendly photosensitive sensors, control sensitivity
under low illumination, stable current signal output under strong light source. Multiple light 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.).
The PT-A2-AC-850 ambient light sensor, commonly used in infrared reception, Ultra-thin multi-point
infrared touch screen, and all kinds of high-light or visible light interference strong products, such as
various types of infrared light control, infrared on the radio, infrared reflection and other electronic
products.
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.
With RoHs compliant, Token phototransistors are available in a
wide range of packages.