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n5a9On8P3N1by28/iHU5IZUKOjRWpDKRgg/uaTbpPe9/UNzyjS9I40C1utLu2kusTQGK0sP30X2dicFxyQxz85Py4JAbbS6jokcV7rSDS71PJtbpgGt7AFNsNscnaMADfk7OQGG35i9bGnQardaZ4bsjrVzDqCeXJZ/u4vLEbWsrIV+TcQNvlsCT0JxyKhlFxfnX7g6lqCOLG/81JUh3bkgtA6NiMDr8pK44QEEZJO/M+bp/TEc9a6Sj6lcx/2fdMF1OWLaIbMkAXFqu0gjGRvxgfJllA+UyV1mt+GYoNB1GYaJqUZjtZWDvaaUFXCk5JQbgP8Ad59OayrGznbWbxRqV0pGtzoWCxZJF5ZDcfkxklgfTKLxjcD3vibSr2PwprDv4g1KVVsZiY3jttrjYeDiIHB9iDU1KjUlsNI3f7Puf+gxe/8AfEP/AMbo/s+5/wCgxe/98Q//ABur9FefzMoof2fc/wDQYvf++If/AI3R/Z9z/wBBi9/74h/+N1ZW7tmk8tbiIvnG0OM5+lTU7sDOsjcRapdW0t3LcIsMUimVUBBZpAfuqP7orRqhD/yMF5/16wf+hy1foluAUUUVIGR4r/5E7W/+wfP/AOi2rkP+E7vv+f8A0r/vm1/+T66/xX/yJ2t/9g+f/wBFtXIfZpv+grqv/gt1f/4/XTS5eXVCZRl8Z3ra9aXBvdN3JazoGC220BmiJB/03GflHVgeDgNyVoXniy7k03xLEbvTyLvfvAEGWzbony4uyegx8ofnPU5UX5YJf7etB/aWpEm1n+Y6fqu4fNFwAZtxB9QQBgZBJXGZqRW20zxG0+q3iKXMYElnqKiVjbx4Ulptqk5xiTd2P3SAOiKjpZfh5iJPEHiy7vPO33entu0y7g/diDo/l5Hy3bcnaMdT1wr8453VfEF1e6TrMQntvJuApkAEau/+lzSAAecxxmQk7QxACjp87aurw3l5DNJfyX8WLC7dIJrS/Y4Uxkbt8jBcnBJBKLtXdnIxn6rE66NrhN1dMBtyrW14ob/TJh8xeQqvr84PJI++GY6wUUlp/VxHa23jK4s7eO3trrR4oYxtRES1AUfT7fVaXxnetr1pcG903clrOgYLbbQGaIkH/TcZ+UdWB4OA3JW99mm/6Cuq/wDgt1f/AOP1Rlgl/t60H9pakSbWf5jp+q7h80XABm3Ee4IAwMgkrjBcl9vwGFh4zvYb3VHF7poM10rksttgnyY1yM3o4+UdCwyDznKrQ0nxZd2/9hbbvT1+zaY0C7hB8oPk8Nm7Xn5B12Hg/Kedt+wglN7qgGpakuLpcldP1Ulv3MfJCzAg9sNk4AOdpUChpMMh/sLGoagudMYjbY6k20fueF2SjcPdMJwOOVxS5e34eQHpnhT/AJE7RP8AsHwf+i1rXrI8Kf8AInaJ/wBg+D/0Wta9cE/iZQUUUVIBWdp8KRalqZE7PJJKjtGxHyjYACABnBwR/wAB9c1o1maXEI7/AFhs5LXYJ9P9VH/jVLZgV5reWw8Sm/ikiZdQjjtmikJUho/McENz1BI247Zz2q9FLqJ1EpNbW6WflZEiTFm356Y2jjH+TniO9g36vpkxbAjaTAA5JKHv6Yzx645450abewBRRRUAFFFFABRRRQBkeK/+RO1v/rwn/wDRbUyAT20ovLrzHtCP3SvktbA927nI6k8qOOm40/xX/wAidrf/AF4T/wDotqmfUPPZbSDfDeOMskgAaJe746HGcAjIJPpmtF8IC3ajU1a3t5duxgTcJgmNuo2/7WPwwe+cVHbXNvZW32SVFW4U7TCmWaUnPzAHJO7kknP8WTwTTJIxoNugsYmkgJ2LahiWLHJyh5Oe7D0BbrnLorTzok1CKZJr3krKchcd4/VV46dQQCckUaW8gG2Md3IXtLmVoUiA8uND87RnO3c/qMYOOcrnJyKbDZwwabewwRIs8IeMSAYYjGUyx5OFK8nuDUcl5NqcEd9pyNGsGdzsAXZf40VecnjIPQlVxuBzVPXYIre1MsH7+e/RbaG4kPmFZWYBGUdBw7McYGEppNuwiqkuk63M+o6hPbPBdytawRyyKNsAVxxzwXbLZ9NnpV/w/efbbm60+6lS5n05BAZSQ3nIxyrH1JVVz/tBqsW11YWVpptoLqCNbVjDhpACBGjpn9KzNRaIa0uoRiC5ju3NgMgSKH2gxE+gDiRf+B1e+gGxa2MKPc3tu5tAWKLt4TYmRyp4xu3HIwcHrRZXbQl7nUgsLT42Sn5U2D7oOfunknB7tgE4qOSwaEw6dYSuYY41aWGZyyFBwq5OWG7GO4wrcc1Ik0WuSSW7qBbwnbPA4BMjZIwexQEHkdSCP4WBz3ABZyXd0NTi/dOv+pjdcBx03OOoJHAPVR9WWpZb1L1JLOGPfcEbZI348n3fHT2xyeo4yRB9pniuhp8D7oSdgumJbyj/AHDn7zehP/AucB5ri3i02I3sOFaIZmLNzKnfcT1YdQT9MgE0evyGZdrbvbeM7OOdmmn+wXRNyw5lXzINo9BjkYH1/irp6wFu1vPFumyxI4hbT7oxyMMbwXt+QOuPqB+Vb9KfS4BRRRUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzPj8SHwZdiF7hJTNb7GtlLShvPjwUAIy3oMjnuK8x+zeI/wDoK+Pv/BbJ/wDH69U8aqr+GZFdUZTdWoKvCZlI+0R8GMcuP9kcnpXM/YLH/oG6V/4Rd1/8VXZQnyw+fb0JZ5/BDrRtNJKah4vCNt8kR2LlE/dNjyT5vzfLkDAX5Sx7YNeaLVhbzFr3xOV8m83B7RwpUSDzAx8zhSeZD/C2AQ3Wurs7S0Om+GibLTyX2byfDE7l/wDR3PzMDibnn5epw/RTVG5trYWV0RaWQItdTII8PzKQRMMENn5SOgbpEPlbJNdaqa/8D1Ecz5eo/wBq4+1a/wCd/f8Aszed/wAfWOnmf3/m6/635evzV0f2bxH/ANBXx9/4LZP/AI/VP7PB/wAJJt+zWu3+7/Ysu3/kI4/1ec9OP939197mu6+wWP8A0DdK/wDCLuv/AIqlUqWt/kCPOfsmt/ZdIuLe48UvOFCWv+hOEjUxkkQuJCSML2AyoJ7YqrcSag73U6aj4glieOUSzSwMC67Ish/3h4JKK2ScL5Z5yFHZ2dpaHTfDRNlp5L7N5Phidy/+jufmYHE3PPy9Th+imsnUorS11PWEeCwjje3uRCDoc0f7zyYGwqscxkckEkhcs2AHFVGpd2/QDBhj1E3coW618P8AbHDFLZi5fzYckjzOJNxQkZ+8sQydwK7WoQa8NNujNqXjZ4hC+9bnT5FiK4OQ5MxwvqcHjsaq6Za28F9LZ+TDKIL90DzaRJIWX7RbKARncOM/IeQGZckyDHZ63ZWSaDqLJYaarC1lIZPCVzCwO08iQnCH/aPA60pzs1/kB2/i1BNpFvBJAs0E2oWiTK4BGwzp1B6gnAx71RtbePSdc19dI0qG3eOwtmjhiiREmbM+GAU+vy84Py+mDXRX9jb6laNa3Su0TMrfJIyMGVgykMpBBBAPB7Vxen6/Z6be601vapJLb2t1I+/VpLiYrayFVV1cHyw29mGCep6158LuLS/rYo37hZzpekGxiinJmh8yRk2YQDlsE5B46cnmt6sHw79l1PTodSRGQ+bKqpFfSTQ/JIyZXOFKnbkfKOorerOe9hlCH/kYLz/r1g/9Dlq/VCH/AJGC8/69YP8A0OWr9TLcAooopAZHiv8A5E7W/wDsHz/+i2rI/wCJF/1NP/lTrX8V/wDIna3/ANg+f/0W1Zs+u+IHv202z0rTJLwIS7rfyPHb5HymT9yOvZQcn6c1tC/Lp+dhHOaw+hf2xaxm18RXitZ3A+ysb4PI2+EqBvIO3hicccDPIWuca3SO08QnU4NZvpAsphuf9LxbSG3U4kDBcjBCbm5IUZUKa7W0stb0/wAU2kr2VhPqE1lcmWaTUHJlAeDv5PygZG1QMfMeh6w6hNrR0bxoH0/TwjeZ5xF85Kf6HFnaPK+b5cHkrySO2T0RlayX5+YjL8RS6LPFJLZya7JG+jXrI8hviGJ8racv1Trn+Dpu7Vz+tfYf7B8ReX/au/5PL837Vs/4/p/v7vl+7j7/APFu/j3V0XinT9YtJbl7Sz0+xEmlXzzxR3kksbR/uvMKqY1Cucg8YyeSeOcDX7/Uxo3iW3n0tEikKiSdJy4TF/cNkDZ0LF152/dz3ArSnsrPr38wZ6H/AMSL/qaf/KnWbN/Y3/CSWOP+Ek8v7Hcbs/2jvzvhxjPzY65xx93PO2te28WPJdxQ3B0S33EbkfU3WUDuQjwqScduKl1G5vG8Waa2mw2dz/oF1/rboxjHmQZ5VG/2frk9Mc8y5k7O/wB4zD03+xvt+sb/APhJNv2xdmz+0c48iL72Oc5z97nGO2KztF/sn/infM/t/wD5BD+Z5X2/7/7j7m3+Dr9z5fu/7NdLpU+vDUtcKabprMb5fMDahIArfZ4eAfJORjBzxySMcZOXoM2tD/hF/K0/T2xojiLdfOu5P9G5b90dp+7wM9Tzxzd3r/n5COp8Kf8AInaJ/wBg+D/0Wta9ZHhT/kTtE/7B8H/ota165Z/EygoorNEuoXN5dpbz2sUcEojAkgZyfkVs5Dj+9jp2pJXA0qo2WkWdhNJLbxbXkADEnOcADP1wB+VFrdssksF7c2xnWQKuxfL3AqCPlLE9Se9XqNVoBSutJs7y6S5ni3yIFC5PAwc9PzB9Rwau0EgDJOBXN6j4hmi8Q/2bbzafDFHbGeaa4nAwCcAY9eufYg57FpOWgHSUVyth4tWRJEu7nSY5op3jJkvfLDoGIDqCpyMjHuQT6V08MgmhSRWRldQwKNuU59D3HvRKDjuA+iiipAKKKKAMfxYceDtb/wCvCf8A9FtUlmlrqsUl4Skokf8AdsjcooyBhhyCck+o3YqPxadvg7Wz/wBOE4/8cNS3sVpJp7TW3lCTYIoJYmxgnhRuU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)
108
●●●●●●●●●● 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
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. その他の位置検出。
1. Positiondetectionforcompactdiscin
CDplayer
2. PositiondetectingfortapeinVCRand
portableVCRincorporatedwithcamera
3. 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
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
I
c
-V
CE
特性
I
c
-V
CE
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 (µ
A
)
Ic (µ
A
)
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
-
25 0 25 50 75 100
175
150
120
100
50
75
I
RC(
%
)
I
RC
-Ta特性
IRC-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 (m
A
)
10mW/Sr
20mW/Sr
Ta=25˚C
:VCE=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
■用途/Application
3.2(L)×2.4(W)×2.4(H)mm
■諸特性/Characteristics