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q/9/LX/AOPUf2xff9C1qv8A38tf/j1H/CV+HP8AoP6V/wCBkf8AjR/wlfhz/oP6V/4GR/41Nn/L+YDPCrtJoru8TxM19eExuRuQ/aZeDgkZHsSK2qxfCssc+ivNDIkkUl9eMjowKspuZSCCOoraqZ/ExoKKKKkAooooAKKKKACiiigArI8N/wDILm/7CF7/AOlMta9ZHhv/AJBc3/YQvf8A0plql8L/AK7ga9Y3i5S/g3WwGK/6DMcj2QnH49K2ayvE1ubvwvqdsrOrTWzxqUVmOSMDhQTjJ59s0Q+JAXfK8jTvJMjybItu9j8zYGMnHevPII4JNOil+zyGUKApywIOUPBHP3sHgFtwzjzflrt7e8jNmlon215RFs8ya1lXcQvUsygZOO5rjYluBpYQyR4MYOwjocKenXpkY6/w53fvDtSuriZqeHdoS2CKFX+1GwBt/wCfU/3ePyrsq4/QN3+j7mDE6oxJBBz/AKKe4A/kK7Coq/ECCsi2/wCRx1L/ALB9p/6MuK16w7a5iPjnUrcP+9/s+1O3B6CSfP8A6Ev51Edn/XUZi+O/CH/CYahpVr9u+yeTFcSbvJ8zdzEMY3D1rmP+FH/9TF/5Jf8A2yn/ABsmlhOhGKV4yftAJRiP+edeeeH9cubLUGEupSwRTx+TJK259iEjccDnoCMjnn8a9CjGr7JOErfLzJdrnoH/AAo//qYv/JL/AO2V6jpNj/Zmj2On+Z5v2W3jh8zbt3bVC5xzjOK+Z9Z1qe/1zULy3uLhIbi5kljUuQVVmJAwD6Gvo7wszP4R0VmJLGwgJJPJPlrWeKjUUU5yv8gVjWrN8RLI3hnVliDtIbOYKEBLE7DjGO9aVFcSdncorWNzZ3VqrWEsMkCHyx5JG1SvG3jpj0qzWXZ2sFv4h1FoIY4jLBA8hRQN7bpRuOOp4HPtWpRJa6AFFFFIArI8Sf8AILh/7CFl/wClMVa9ZHiT/kFw/wDYQsv/AEpiqofEgNeiiipAyPFf/Ina3/2D5/8A0W1cZXZ+K/8AkTtb/wCwfP8A+i2rjK6qPwjQUUUVqUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAXvDf8AyOMH/YPuP/RkFd5XB+G/+Rxg/wCwfcf+jIK7yuav8RD3CiiisQMjwp/yJ2if9g+D/wBFrWvWR4U/5E7RP+wfB/6LWteqn8TAKKKKkAooooAKKKKACsjWP+Qp4f8A+wg//pNPWvWRrH/IU8P/APYQf/0mnqo7/eBr0UUVIGR4b/5Bc3/YQvf/AEplrXrI8N/8gub/ALCF7/6Uy1r1U/iYGRrH/IU8P/8AYQf/ANJp616yNY/5Cnh//sIP/wCk09a9EtkBkeK/+RO1v/sHz/8Aotq16yPFf/Ina3/2D5//AEW1a9D+Ff12AKKKKkDI8N/8gub/ALCF7/6Uy1r1keG/+QXN/wBhC9/9KZa16qfxMAoooqQCiiigAooooAKKKKACsjw3/wAgub/sIXv/AKUy1r1keG/+QXN/2EL3/wBKZapfC/67ga9YnjF2TwZrTK5Q/Y5eQuf4T/nPbrW3WX4limm8L6rHAjvM1pLsjRNxkO0/LjBznpjrzxzRD4kBb09zJptq5lMpaFCZChQvwOdp5GfTtVbw/dTX3hrSru4ffPPZwySPgDczICTgcdTThp1yAANXvQB0GyH/AON1DZaJJYWNvZ2+r3wht4lijBWEkKowOfL9BT0s9QMGLUIrG8g8wMxl13ygqYyC9uQCckcV2lef6ho227vtXbUHePQ743bwG2UFsRI7BW3ZOYyBzgbh0ArvIZo7iCOaFw8cihlYdwauqlZNCRJXOyT6gviu+Sx0uyllW0ty00168ZZC0u0YETYIYP36Y+g6KuV8mS88c6pDDquoWjrZ2xPlJCVI3S8DfG3AyTnPVj2AAmC3Gc78RdFufEUui2908NlcJBdSt5bGWJcNEPmchNq4OSxHGMAE4B4o/DiVruW3i1BmKPtDPbbBjbuy2W+Xggn0HXDYVvWdd0S5MNrfjVd0unwT5kurUStJuKMDtQxruUoMAgjODjIzVK18H6xDaeWdZs9zkvJvsnkyxJbBJm+YBiW5HJ65rqp1+SCSZNjzxPhijuxGtExKQN62mScjKqBv5dichf7vzHbkA+weE/8AkTtE/wCvCD/0WtZbeF9XbA/tewCAYCDT5MAE5fnz85Y/ebOT6810Gk2P9maPY6f5nm/ZbeOHzNu3dtULnHOM4rKtW9pGzdxpFyiiiuYYm1Q5cKNxABOOSB0/mfzpaKKACiiigArI8Sf8guH/ALCFl/6UxVr1keJP+QXD/wBhCy/9KYqqHxIDXoooqQMjxX/yJ2t/9g+f/wBFtXn3lar/AM/tn/4CN/8AHK9B8V/8idrf/YPn/wDRbV595uq/8+Vn/wCBbf8AxuuuhflGg8rVf+f2z/8AARv/AI5R5Wq/8/tn/wCAjf8AxyjzdV/58rP/AMC2/wDjdHm6r/z5Wf8A4Ft/8brfX+rDDytV/wCf2z/8BG/+OUeVqv8Az+2f/gI3/wAco83Vf+fKz/8AAtv/AI3R5uq/8+Vn/wCBbf8AxujX+rAHlar/AM/tn/4CN/8AHKPK1X/n9s//AAEb/wCOUebqv/PlZ/8AgW3/AMbo83Vf+fKz/wDAtv8A43Rr/VgDytV/5/bP/wABG/8AjlHlar/z+2f/AICN/wDHKPN1X/nys/8AwLb/AON0ebqv/PlZ/wDgW3/xujX+rAHlar/z+2f/AICN/wDHKPK1X/n9s/8AwEb/AOOUebqv/PlZ/wDgW3/xujzdV/58rP8A8C2/+N0a/wBWAPK1X/n9s/8AwEb/AOOUeVqv/P7Z/wDgI3/xyjzdV/58rP8A8C2/+N0ebqv/AD5Wf/gW3/xujX+rAHlar/z+2f8A4CN/8co8rVf+f2z/APARv/jlHm6r/wA+Vn/4Ft/8bo83Vf8Anys//Atv/jdGv9WAueH4dXPiuERX1isv2GfDNZuy7d8ORjzRz05z2PBzx2v2bxH/ANBXSv8AwWyf/H64rw/Nq48VwmKxsWl+wz4Vrx1Xbvhyc+UeenGO55GOe1+0+I/+gVpX/gyk/wDjFc9a/N0/Al7h9m8R/wDQV0r/AMFsn/x+j7N4j/6Culf+C2T/AOP0fafEf/QK0r/wZSf/ABij7T4j/wCgVpX/AIMpP/jFY+95fgIyvDMGvHwpo5h1LTUiNjDsV9PkZguwYBImGT74H0Fav2bxH/0FdK/8Fsn/AMfrK8Mz68PCmjiHTdNeIWMOxn1CRWK7BgkCE4Ptk/U1q/afEf8A0CtK/wDBlJ/8Yqp83M9vwAPs3iP/AKCulf8Agtk/+P0fZvEf/QV0r/wWyf8Ax+j7T4j/AOgVpX/gyk/+MUfafEf/AECtK/8ABlJ/8Yqfe8vwAPs3iP8A6Culf+C2T/4/R9m8R/8AQV0r/wAFsn/x+j7T4j/6BWlf+DKT/wCMUfafEf8A0CtK/wDBlJ/8Yo97y/AA+zeI/wDoK6V/4LZP/j9H2bxH/wBBXSv/AAWyf/H6PtPiP/oFaV/4MpP/AIxR9p8R/wDQK0r/AMGUn/xij3vL8AD7N4j/AOgrpX/gtk/+P1larBrw1LQw+paazG+byyunyAK32ebkjzjkYyMcckHPGDq/afEf/QK0r/wZSf8AxisrVZ9eOpaGX03TVYXzeWF1CQhm+zzcE+SMDGTnnkAY5yKjzX6fgBq/ZvEf/QV0r/wWyf8Ax+j7N4j/AOgrpX/gtk/+P0fafEf/AECtK/8ABlJ/8Yo+0+I/+gVpX/gyk/8AjFT73l+AGV4fg146bMYtS01V+3XeQ2nyMd32iTJz5w4JyQOw4yep1fs3iP8A6Culf+C2T/4/VPTYfEenWrwf2dpUm64mmz/aMgx5krSY/wBR23Y98Vc+0+I/+gVpX/gyk/8AjFVJtt2t+AGVqsGvDUtDD6lprMb5vLK6fIArfZ5uSPOORjIxxyQc8YOr9m8R/wDQV0r/AMFsn/x+qd5D4ju7rT5/7O0pPsdwZsf2jId+YpI8f6jj/WZ/D3q59p8R/wDQK0r/AMGUn/xiht2W34AZXiaDXh4U1gzalprxCxm3qmnyKxXYcgEzHB98H6GtX7N4j/6Culf+C2T/AOP1leJp9ePhTWBNpumpEbGbeyahIzBdhyQDCMn2yPqK1ftPiP8A6BWlf+DKT/4xQ+blW34AH2bxH/0FdK/8Fsn/AMfo+zeI/wDoK6V/4LZP/j9H2nxH/wBArSv/AAZSf/GKPtPiP/oFaV/4MpP/AIxU+95fgAzwqJBoriZ0eUX15vZFKqW+0y5IBJwPbJ+prarF8KmQ6K5mRElN9eb1RiyhvtMuQCQMj3wPoK2qmfxMaCiiipAKKKKACiiigAooooAKyPDf/ILm/wCwhe/+lMta9ZHhv/kFzf8AYQvf/SmWqXwv+u4GvRRRUgFc9Hc6/qugaLf6ZPp8EtxDHNdLcQuy4ZAfkw2eCeh9eoxz0Ncb4avPEg0PR4YNHsHsxpsJWeS/Zdx2LjIEZIOM8YI9/XSC0bEN17TdattC8UXH26wFvcwSTOn2V2dgLZUbDeYAudhxw2OvPQaWlx6vpuszQajcWLWF0ztbLbwshWT7xU5Y4yNzY5yd3Ixg0tfuvEEnh/Xo7zS7GG1FhNiWK9Zz/qjnAMYz+OPxrqLy1W8tXgZmTdgq69UYHIYe4IB/CrlJ8qT/AK2AnowM5xzVWwumuYCJVCXETeXMg6Bx6exBBHsRVqsGrDM/VVndbZYraS4jE6vKsbKDhfmXG5h/EF/AGl/tC5/6A97/AN9w/wDxyr9FO+lrAUP7Quf+gPe/99w//HKP7Quf+gPe/wDfcP8A8cq/RRddgKH9oXP/AEB73/vuH/45Vi2nknDGS0mt8dBKUOfptY1PRRfyAKKKKQBRRRQAVkeJP+QXD/2ELL/0pirXrI8Sf8guH/sIWX/pTFVQ+JAa9FFFSBkeK/8AkTtb/wCwf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)
83
表面実装型チップフォトトランジスタ
CPT-230 シリーズ
SurfaceMountableChipPhoto-transistorCPT-230Series
■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
及び下面実装可能。
2. 外形寸法は3.2(L)×1.6(W)×1.1
(H)mmの小型・角 型サイズ。
1. DevelopedasachiptypeSMDphoto-
transistorforbothreverseandtop
surfacemounting
2. Smallandsquaresize,dimensions:
3.2(L)×1.6(W)×1.1(H)mm
用途/ Application
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. フロッピーディスクの位置検出。
4. ページャー、携帯電話の周囲光検出。
5. その他の位置検出。
1. Positiondetectingforcompactdiscin
CDplayer
2. PositiondetectingfortapeinVCRand
portableVCRincorporatedwithcamera
3. Positiondetectingforfloppydiscin
floppydiscdrive
4. Detectionofambientlightforpagers
andmobiletelephones
5. 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
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
-0.150.4 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/※1EV=Infraredirradianceat950nm
※2Xタイプ標準/※2StandardforXtype
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
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
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
:V
CE=5V
5V
d
素子位置
Position of die
樹脂
基板
Resin
P.C.board
(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