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JM5CRSAcEj+/wC1FFFfIYulB4ip7q3f5nqQS5Uf/9k=)
82
表面実装型チップフォトトランジスタ
CPT-184 シリーズ
SurfaceMountableChipPhoto-transistorCPT-184Series
■外形寸法図/Outlinedrawing
単位/Unit:mm
特徴/ Features
1. チップ型フォトトランジスタで上面
及び側面受光可能。
2. 外形寸法は3.2(L)×2.4(W)×2.4
(H)mm小型・角 型 サ イ ズ 。
1. DevelopedasachiptypeSMDphoto-
transistorforbothright-angleand
uprightuses
2. Smallandsquaresize,dimensions:
3.2(L)×2.4(W)×2.4(H)mm
用途/ Application
1. CDプレーヤー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. フロッピーディスクの位置検出。
4. その他の位置検出。
1. Positiondetectionforcompactdiscin
CDplayer
2. PositiondetectingfortapeinVCRand
portableVCRincorporatedwithcamera
3. Positiondetectingforfloppydiscin
floppydiscdrive
4. Positiondetectingforotherequipment
諸特性/ Characteristics
■電気的光学的特性/Electro-opticalcharacteristics (Ta25℃)
項目/Item 記号 条件 最小 標準 最大 単位
Symbol Conditions Min Typ Max Unit
光電流/Lightcurrent IC
V
CE
=5V
※1
EV=0.1mW/cm
2
40 120 375 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 --950 - nm
分光感度/Spectralefficiency λ※2 -860〜1090 nm
応答時間/立上がり/Risetime Tr VCE=5VIC=2mA - 6 - μSEC
ResponseTime
立下がり/Falltime Tf RL=100Ω - 6 - μSEC
半値角/Spectralwidthofhalfvalue
θ1/2 --±30 - deg.
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
700
600
500
400
200
100
0
300
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/cm
2
)
Ic-E特性
Ic-E Characteristics
Ic (µA)
Ic (µA)
800 900 1000 1100 1200
80
60
40
0
20
100
分光感度特性(Ta=25℃)
※2
Special EfficiencyCharacteristics
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
I
RC
-Ta Characteristics
V
CE
=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
0100 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
:V
CE=5V
5V
d
素子位置
Position of die
樹脂
基板
Resin
P.C.board
(2.1)
(1.2)
2.4
2.4
3.2
2.2
0.5 (0.5)
(0.3)
(1.8)
(2.6)
エミッタマーク
Emitter mark
極性
Polarity
C
E
はんだ付け電極
Soldering terminal
※1EV=950nmlR光による放射照度/※1EV=Infraredirradianceat950nm
※2Cタイプ標準/※2StandardforCtype