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)
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Select The Load Resistor
Table 1 - Photoelectric Characteristics (Ta=25°C) PT-IC-GC-3-PE-520
Binning Table 2 - PT-IC-GC-3-PE-520 Batch BINNED GROUP
Batch BINNED GROUP (T
amb
= 25 °C, unless otherwise specified)
E
V
= 100 lux, CIE illuminant A, V
CE
= 5 V
Token provides ambient light sensor for photodiode and phototransistor. For a given irradiance, the
phototransistor may show a batch change of the output current due to the susceptibility of the wafer
and the variability of the transistor gain. The lot-to-lot change of the photoelectric sensor is
significantly lower because it is only caused by the variability of photosensitivity. Token provides
phototransistor output (component) for its ambient light sensor in binned groups (Table 2). These
groups can not be ordered separately, but each reel is labeled A, B, or C, which allows the user to
select the appropriate load resistance to compensate for these wide tolerances.
Figure 3 - Typical Optical Load Circuit