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)
117
CPT-290 シリーズ/CPT-290Series
●外形寸法図/Outlinedrawing
単位/Unit:mm
●側面方向の受光が可能なチップ型フォト
トランジスタです。
●DevelopedasachiptypeSMDphoto-
transistorforbothreverseandtop
surfacemounting.
1. 光学式タッチパネル。
2. その他の位置検出。
1. Opticaltouchpanel
2. Positiondetectingofotherequipment
●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
55 126
197
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
-0.150.4 V
ピーク感度波長/Peaksensitivewavelength
λp※2 --940 - nm
分光感度/Spectralefficiency λ※2 -860〜1090 nm
応答時間/立上がり/Risetime TrVCE=5VIC=2mA - 3.2 - μSEC
ResponseTime
立下がり/Falltime TfRL=100Ω - 4.8 - μSEC
半値角/Spectralwidthofhalfvalue
θ1/2 --±75 - deg.
※1EV=950nmlR光による放射照度/※1EV=Infraredirradianceat950nm
※2Cタイプ標準/※2StandardforCtype
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)
1 5 10 100
1000
100
50
10
RL(K )
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)
-25 0 25 50 75 100
175
150
120
100
50
75
I
RC
(%)
I
RC
-Ta特性
I
RC
-Ta Characteristics
V
CE
=5V
VCE=3V
Ta=25˚C
V
CC
=5V
V
CC
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=100
0
100 100
1 10 100
100
10
1
0.1
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
:V
CE
=5V
5V
d
800 900 1000 1100 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
0 2 4 6 8 10 12 14
700
600
500
400
200
100
0
300
Ic-V
CE
特性
Ic-V
CE
Characteristics
V
CE
(V)
Ic (µ
A
)
Ta=25˚C
0.1
0.2
0.3
0.4
0.5mW/cm
2
素子中心
Position of die
樹脂
基板
Resin
P. C.board
(0.55) 1.0
1.1 1.45
0.3 0.3
(1.4)
(0.3) 1.6
2.2
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/Application
2.2(L)×1.45(W)×1.1(H)mm
■諸特性/Characteristics