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)
137
●●●●●●●●●●●
CITIZENELECTRONICSCO.,LTD.JAPAN 2012.7
CPT-230Series
●外形寸法図Outlinedrawing
単位Unit:mm
1. CDプレーヤのディスク位置検出。
2. VTR、カメラ一体型VTRのテープ位
置検出。
3. 携帯電話の周囲光検出。
4. その他の位置検出。
1. Positiondetectingforcompactdiscin
CDplayer
2. PositiondetectingfortapeinVCRand
portableVCRincorporatedwithcamera
3. Detectionofambientlightforcellular
phone
4. Positiondetectingforotherequipment
●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
=5V
※1
EV=0.1mW/cm
2
18 50
(110)
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
=0.1mW/cm
2
- 0.15 0.4 V
ピーク感度波長Peaksensitivewavelength
λp※2 - - 820 - nm
分光感度Spectralefficiency λ※2 - 450〜1050 nm
応答時間 立上がりRisetime TrVCE=5VIC=2mA - 6 - μSEC
ResponseTime
立下がりFalltime TfRL=100Ω - 6 - μSEC
半値角Spectralwidthofhalfvalue
θ1/2 - - ±75 - deg.
※1EV=950nmlR光による放射照度EV=Infraredirradianceat950nm
※2Xタイプ標準StandardforXtype
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
周波数特性
Frequency response
0
-10
-20
-30
-50
-40
1 3 10 30 100
f (KHz)
RL=100Ω
RL=510Ω
Vcc=5V
Ta=25˚C
光源=CL-201IR
Lighting source
of CL-201IR
RL=1KΩ
(dB)
T a (°C)
0 2 4 6 8 10 12 14
300
250
200
100
50
0
150
Ic-VCE特性
Ic-VCE Characteristics
VCE (V)
1 5 10 100
1000
100
50
10
RL(KΩ)
tr/rf-RL特性
tr/tf-RL Characteristics
tr
tf
tr tf (μS)
0.1 1.0 10
10000
1000
100
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
Spectral 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
0.1
0.2
0.3
0.4
0.5mW/cm2
VCE=3V
Ta=25˚C
VCC=5V
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
Ta=25˚C
R=100Ω
0
100 100
1 10 100
100
10
1
0.1
d (mm)
CL-201IRとの組み合わせ特性
Combined Characteristics with CL-201IR
Ic (mA)
10mW/Sr
20mW/Sr
Ta=25˚C
:VCE=5V
5V
d
素子位置
Position of die
樹脂
基板
Resin
PCB
(0.5) 0.3
1.1
1.6
0.5 2.2 (0.5)
(0.9)
(1.7)
3.2
(1.4)
エミッタマーク
Emitter mark
極性
Polarity
C
E
はんだ付け電極
Soldering terminal
■用途Applications
3.2(L)×1.6(W)×1.1(H)mm
■ 諸特性Characteristics