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115
●●●●●●●●●●●
●外形寸法図/Outlinedrawing
単位/Unit:mm
1. 照度センサー。
2. 携帯電話の周囲光検出。
1. Ambientlightsensor.
2. Detectionofambientlightformobile
telephones.
50°
60°
70°
80°
90°
50°
60°
70°
80°
90°
40° 30° 20° 10° 0° 10° 20° 30° 40°
指向特性
Directive Characteristics
T a (°C)
0 2 4 6 8 10 12 14
160
120
400
300
200
100
80
0
40
Ic-VCE特性
Ic-VCE Characteristics
VCE (V)
110100
1000
10000
100
10
R(KΩ)
tr/rf-RL特性
tr/tf-RL Characteristics
tf. tr
tr tf (µS)
10 100 1000
100
10
1
E (mW/cm2)
Ic-E特性
Ic-E Characteristics
Ic (µA)
Ic (µA)
400 600 800 1000 1200
80
60
40
0
20
100
分光感度特性(Ta=25℃)
※2
Special Efficiency Characteristics
相対感度(%)
Relative efficiency
波長λ(nm)
Wave length
-25 0 25 50 75 100
175
150
120
100
50
75
IRC(%)
IRC-Ta特性
IRC-Ta Characteristics
VCE=5V
Ta=25˚C
Ta=25˚C
VCE=1.5V
Ta=25˚C
VCC
入力
Input
tf tr
90%
10%
入力パルス
Input pulse 出力パルス
Output pulse
応答速度測定回路
Measuring circuit for response time
LED:CL-201IR
出力
Output
RL
R
0
100 100
■用途/Application
2.0(L)×1.25(W)×0.8(H)mm
■諸特性/Characteristics
素子位置
Position of die
(0.625) (0.25)
0.4 1.2 (0.4)
(0.8)
エミッタマーク
Emitter mark
極性
Polarity
C
E
はんだ付け電極
Soldering terminal
1.25
0.8
2
CPT-176 シリーズ/CPT-176Series
●電気的光学的特性/Electro-opticalcharacteristics (Ta25℃)
Item Symbol Conditions Min Typ Max Unit
光電流/Lightcurrent IC
V
CE
=1.5V
※1
EV=100lx
20 35 50 μA
暗電流/Collectordarkcurrent ICEO VCE=5V - 5 100 nA
コレクタ・エ ミ ッタ間飽和電圧
Saturatedvoltagebetweencollector&emitter
VCE(Sat)
I
C
=100μA
※1
E
V
=100lx
-0.10.4V
ピーク感度波長/Peaksensitivewavelength
λp - - 580 - nm
応答時間/立上がり/Risetime TrVCE=5VIC=1mA - 50 - μSEC
ResponseTime
立下がり/Falltime TfRL=1000Ω - 50 - μSEC
半値角/Spectralwidthofhalfvalue
θ1/2 --±70 - deg.
※1EV=CIE標準A光源/※1EV=IlluminancebyCIEstandardlightsourceA.