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BRRRQAUUUUAFFFFABRRRQAUUUUAFZHiT/kFw/8AYQsv/SmKtesjxJ/yC4f+whZf+lMVVD4kBr0UUVIGR4r/AORO1v8A7B8//otq4yuz8V/8idrf/YPn/wDRbV599vuf+gTef99w/wDxyuqgrxGi9RVH7fc/9Am8/wC+4f8A45R9vuf+gTef99w//HK2sx3L1FUft9z/ANAm8/77h/8AjlH2+5/6BN5/33D/APHKLMLl6iqP2+5/6BN5/wB9w/8Axyj7fc/9Am8/77h/+OUWYXL1FUft9z/0Cbz/AL7h/wDjlH2+5/6BN5/33D/8coswuXqKo/b7n/oE3n/fcP8A8co+33P/AECbz/vuH/45RZhcvUVR+33P/QJvP++4f/jlH2+5/wCgTef99w//AByizC5eoqj9vuf+gTef99w//HKPt9z/ANAm8/77h/8AjlFmFwl/5Dtp/wBe0/8A6FFV6syE399r1stvpF28i2sx2eZCCRuiyeZMccd+/wBcbH9na5/0L95/3+t//jtErK12FyKqOtf8gLUP+vaT/wBBNaf9na5/0L95/wB/rf8A+O1Q1uw1lNB1FpdDu44xaylnaaAhRtOScSE/kDRFq61X3g2WqKl/s7XP+hfvP+/1v/8AHaP7O1z/AKF+8/7/AFv/APHam67r7wuiKipf7O1z/oX7z/v9b/8Ax2j+ztc/6F+8/wC/1v8A/HaLruvvC6IqKl/s7XP+hfvP+/1v/wDHaP7O1z/oX7z/AL/W/wD8douu6+8LoioqX+ztc/6F+8/7/W//AMdo/s7XP+hfvP8Av9b/APx2i67r7wuiKqMv/IdtP+vaf/0KKtP+ztc/6F+8/wC/1v8A/HaoS2GsjXrRTod2JDazlU86DJAaLJ/1mOMjv3+uKTV9194rlqipf7O1z/oX7z/v9b//AB2j+ztc/wChfvP+/wBb/wDx2puu6+8d0Zmi/wDIC0//AK9o/wD0EVeqrolhrL6DpzRaHdyRm1iKus0ADDaMEZkB/MCr/wDZ2uf9C/ef9/rf/wCO1UmrvVfeJMzL/wD4/NM/6+W/9EyVeqrf2Gsre6WH0O7VmumCAzQfOfJkOBiT0BPOOnrgVf8A7O1z/oX7z/v9b/8Ax2htWWq+8LmZq3/HnH/182//AKOSr1VdXsNZWyjMmh3ca/arcAtNAckzIAOJD1OB+POBzV/+ztc/6F+8/wC/1v8A/HaLq26+8dyKipf7O1z/AKF+8/7/AFv/APHaP7O1z/oX7z/v9b//AB2puu6+8Lo6XwT/AMixH/183X/pRJXQVz/gpZE8MxrLG0cguroMjEEqftEmQcEj8ia6CuSp8b9SQoooqACiiigAooooAKKKKACsjw3/AMgub/sIXv8A6Uy1r1keG/8AkFzf9hC9/wDSmWqXwv8AruBr0UVFc3EVpbvPMxWNBliFLH8hzUgS0VQ/ti2/55Xv/gDN/wDEUf2xbf8APK9/8AZv/iKfK+wF+iore4S5i8yNZAucYkiaM/kwBqWkAUUVRj1WCaNZIUuJI25V0hYqw9Qccj0Pemk2Beoqp/aCf88Lr/vw3+FH9oJ/zwuv+/Df4UWYFuio4J47mBJoXDxuNysO4qSkAUUUUAFFFFABRRRQAVkeJP8AkFw/9hCy/wDSmKtesjxJ/wAguH/sIWX/AKUxVUPiQGvRRRUgZHiv/kTtb/7B8/8A6LavPv7a0r/oJ2f/AH/X/GvQfFf/ACJ2t/8AYPn/APRbVxldVC3LqNFH+2tK/wCgnZ/9/wBf8aP7a0r/AKCdn/3/AF/xq9RW2gyj/bWlf9BOz/7/AK/40f21pX/QTs/+/wCv+NXqKNAKP9taV/0E7P8A7/r/AI0f21pX/QTs/wDv+v8AjV6ijQCj/bWlf9BOz/7/AK/40f21pX/QTs/+/wCv+NXqKNAKP9taV/0E7P8A7/r/AI0f21pX/QTs/wDv+v8AjV6ijQCj/bWlf9BOz/7/AK/40f21pX/QTs/+/wCv+NXqKNAKP9taV/0E7P8A7/r/AI0f21pX/QTs/wDv+v8AjV6ijQBvh/XdIh8VwzS6rYxxCxnUu1wgUMXhIGc9Tg/ka7X/AISvw5/0H9K/8DI/8a5rw3/yOMH/AGD7j/0ZBXeVz1nHm2Je5kf8JX4c/wCg/pX/AIGR/wCNZXibxNoM/hTWIYdb02SWSxmVES7jLMxQgAAHk11lZHiv/kTtb/7B8/8A6Las4OPMtP6+4Qf8JX4c/wCg/pX/AIGR/wCNH/CV+HP+g/pX/gZH/jWvRU3j2/r7hmR/wlfhz/oP6V/4GR/40f8ACV+HP+g/pX/gZH/jWvRRePb+vuAyP+Er8Of9B/Sv/AyP/Gj/AISvw5/0H9K/8DI/8a16KLx7f19wGR/wlfhz/oP6V/4GR/40f8JX4c/6D+lf+Bkf+Na9FF49v6+4DI/4Svw5/wBB/Sv/AAMj/wAayp/E2gnxXp8w1vTTEljdKzi7j2hi8BAJz1O1vyPpXWVkXP8AyOOm/wDYPu//AEZb1UXG+39fcIP+Er8Of9B/Sv8AwMj/AMaP+Er8Of8AQf0r/wADI/8AGteipvHt/X3DOT8M+JtBg8KaPDNremxyx2MKuj3cYZWCAEEE8GtX/hK/Dn/Qf0r/AMDI/wDGjwp/yJ2if9g+D/0Wta9VNx5np/X3COT1XxNoMmpaG6a3prLHfM0hW7jIRfs8wyeeBkgfUitX/hK/Dn/Qf0r/AMDI/wDGjWP+Qp4f/wCwg/8A6TT1r0ScbLT+vuA5PxB4m0GbTYUi1vTZGF9aMQt3GSFW4jJPXoACT7CtX/hK/Dn/AEH9K/8AAyP/ABo8Sf8AILh/7CFl/wClMVa9DceVaf1p5AZH/CV+HP8AoP6V/wCBkf8AjR/wlfhz/oP6V/4GR/41r0VN49v6+4Zi+FZY59FeaGRJIpL68ZHRgVZTcykEEdRW1WR4b/5Bc3/YQvf/AEplrXon8TAKKKKkAooooAKKKKACiiigArI8N/8AILm/7CF7/wClMta9ZHhv/kFzf9hC9/8ASmWqXwv+u4GvTJYo54XhlRXjkUq6MMhgeCCKfVae88iZIzBIxkbahDINxwTgZYHoD+VJAQ6bI6CSxndnmtsAOx5kjP3HPvwQT6q3bFLPrOmW0pinv7eOReCrSAEVV1S4ktkh1FbWUSwypFsLJmVJHVCv3scEq3OOVA7mqmgrb6hd6hcS2i7mkxtmVSy/M/Bxn34zV8qa5mI0f+Eh0f8A6Cdp/wB/RR/wkOj/APQTtP8Av6KtfYLP/n0g/wC/Y/wo+wWf/PpB/wB+x/hS90ZjajqMuq3Nnp+kPDcW8zFr6ZX4jhHBAI6MxyB9G6YyOgACgAAADgAViaPatD4g12RY1S3LwxxheORGGPHb74/WtyidtkAVzvitgyaZEdSt7NBfwTTiZ0XzI0bdgbu+4J0roqxfEjStaW0EVu8rPeW7ghkUfJMkhX5mHJCHHv6UU/iQCQ39nb3rPZ3UE9lM2ZlhkDeRIx4fA6Kx6+h57sRtggjIORXJ+M5ZLvwpcJNp9zGn2i2zHIiS+aDOg27UclvoME9M1yMekaXbwCNPDt02zBLNo8rs2BnALRc8nGTjc2cgIqq2saamr3Fc9aoryc6RpQXZ/wAI5Myr/d0icFuAvUxkgY+pwGcguVAkOl6O7MH8OXBjG4nbosyNIenH7s7Qccd1Xnl2yp7Bd/w/4IXPVKZLKkMTSyHaijJOM4rC8FBV8MxqiLGouroBEiMQUfaJOAh5Uf7J5HStPV5ETTJgzAFwEQH+JicAD1JNYuNpcoy7RRRUgFZHiT/kFw/9hCy/9KYq16yPEn/ILh/7CFl/6UxVUPiQGvRRRUgZHiv/AJE7W/8AsHz/APotq8+/sm2/56Xn/gbN/wDFV6D4r/5E7W/+wfP/AOi2rjK6qDajoNFH+ybb/npef+Bs3/xVH9k23/PS8/8AA2b/AOKq9RW3M+47FH+ybb/npef+Bs3/AMVR/ZNt/wA9Lz/wNm/+Kq9RRzPuFij/AGTbf89Lz/wNm/8AiqP7Jtv+el5/4Gzf/FVeoo5n3CxR/sm2/wCel5/4Gzf/ABVH9k23/PS8/wDA2b/4qr1FHM+4WKP9k23/AD0vP/A2b/4qj+ybb/npef8AgbN/8VV6ijmfcLFH+ybb/npef+Bs3/xVH9k23/PS8/8AA2b/AOKq9RRzPuFij/ZNt/z0vP8AwNm/+Ko/sm2/56Xn/gbN/wDFVeoo5n3Cw3w/o1rL4rhiaW+CmxnbK386tkPD/EHzjnp0PHoK7X/hG7H/AJ76r/4Nrr/45XNeG/8AkcYP+wfcf+jIK7yuetOXNuS9zI/4Rux/576r/wCDa6/+OVleJvD9lD4U1iVJtSLJYzMA+p3LKSEPVTIQR7HiusrI8V/8idrf/YPn/wDRbVnCcuZaiD/hG7H/AJ76r/4Nrr/45R/wjdj/AM99V/8ABtdf/HK16Knnl3GZH/CN2P8Az31X/wAG11/8co/4Rux/576r/wCDa6/+OVr0Uc8u4GR/wjdj/wA99V/8G11/8co/4Rux/wCe+q/+Da6/+OVr0Uc8u4GR/wAI3Y/899V/8G11/wDHKP8AhG7H/nvqv/g2uv8A45WvRRzy7gZH/CN2P/PfVf8AwbXX/wAcrKn8P2Q8V6fEJtS2tY3TEnU7ndkPBjDeZkDk8Dg8Z6DHWVkXP/I46b/2D7v/ANGW9VGcr7iD/hG7H/nvqv8A4Nrr/wCOUf8ACN2P/PfVf/Btdf8Axyteip55dxnJ+GfD9lN4U0eV5tSDPYwsQmp3KqCUHRRIAB7DitX/AIRux/576r/4Nrr/AOOUeFP+RO0T/sHwf+i1rXqpzlzPURyeq+H7KPUtDUTakRJfMp3anckgfZ5jwTJweByMHGR0JrV/4Rux/wCe+q/+Da6/+OUax/yFPD//AGEH/wDSaeteiU5WWoHJ+IPD9lFpsLLNqRJvrRfm1O5YYNxGDwZOvPB6g8jBFav/AAjdj/z31X/wbXX/AMco8Sf8guH/ALCFl/6UxVr0OcuVa/1oBkf8I3Y/899V/wDBtdf/AByj/hG7H/nvqv8A4Nrr/wCOVr0VPPLuMxfCsSw6K8SFyqX14oLuWYgXMvViSSfc81tVkeG/+QXN/wBhC9/9KZa16J/EwCiiipAKKKKACiiigAooooAKyPDf/ILm/wCwhe/+lMta9ZHhv/kFzf8AYQvf/SmWqXwv+u4GvWBr1r5uu+Gp/OlQx30i7VIw2beU88f7GPox9sb9ZGsf8hTw/wD9hB//AEmnohv9/wCQE2t/8g9Ov/H1bdP+uyVn+GNvmX+z7nmfLjpjc3Ttj6cenFX9c/5BycZ/0q2/9HJVHw0czagcFcy9D1+83XPP58+uDVr+GxdToKKKKyGUNP8A+P3Vf+vpf/RMVX6oaf8A8fuq/wDX0v8A6Jiq/TluAVheKrZJ7GwmYuHt9Ts5I9rY5M6Ic+vyu1btZHiT/kFw/wDYQsv/AEpipw+JAHiT/kFw/wDYQsv/AEpirXrI8Sf8guH/ALCFl/6UxVr0P4V/XYAoooqQMjw3/wAgub/sIXv/AKUy1U0WWxN/Ks92H1A3Nz5MMrcoglYHYvp6nk9s4GBb8N/8gub/ALCF7/6Uy0zX9MsX0q4uzaxC5tYpZoJlXa8T4LZVhyMnk+vetbrmaYjaooorIYVkeJP+QXD/ANhCy/8ASmKtesjxJ/yC4f8AsIWX/pTFVQ+JAa9FFFSBkeK/+RO1v/sHz/8Aotq8+83Vf+fKz/8AAtv/AI3XoPiv/kTtb/7B8/8A6LavPv7a0r/oJ2f/AH/X/Guuh8Ow0Hm6r/z5Wf8A4Ft/8bo83Vf+fKz/APAtv/jdH9taV/0E7P8A7/r/AI0f21pX/QTs/wDv+v8AjW9n2GHm6r/z5Wf/AIFt/wDG6PN1X/nys/8AwLb/AON0f21pX/QTs/8Av+v+NH9taV/0E7P/AL/r/jRZ9gDzdV/58rP/AMC2/wDjdHm6r/z5Wf8A4Ft/8bo/trSv+gnZ/wDf9f8AGj+2tK/6Cdn/AN/1/wAaLPsAebqv/PlZ/wDgW3/xujzdV/58rP8A8C2/+N0f21pX/QTs/wDv+v8AjR/bWlf9BOz/AO/6/wCNFn2APN1X/nys/wDwLb/43R5uq/8APlZ/+Bbf/G6P7a0r/oJ2f/f9f8aP7a0r/oJ2f/f9f8aLPsAebqv/AD5Wf/gW3/xujzdV/wCfKz/8C2/+N0f21pX/AEE7P/v+v+NH9taV/wBBOz/7/r/jRZ9gDzdV/wCfKz/8C2/+N0ebqv8Az5Wf/gW3/wAbo/trSv8AoJ2f/f8AX/Gj+2tK/wCgnZ/9/wBf8aLPsBc8PzauPFcJisbFpfsM+Fa8dV274cnPlHnpxjueRjntftPiP/oFaV/4MpP/AIxXFeH9d0iHxXDNLqtjHELGdS7XCBQxeEgZz1OD+Rrtf+Er8Of9B/Sv/AyP/GuesnzfD+ZL3D7T4j/6BWlf+DKT/wCMVleJp9ePhTWBNpumpEbGbeyahIzBdhyQDCMn2yPqK1f+Er8Of9B/Sv8AwMj/AMayvE3ibQZ/CmsQw63psksljMqIl3GWZihAAAPJrOCfMvd/MRq/afEf/QK0r/wZSf8Axij7T4j/AOgVpX/gyk/+MUf8JX4c/wCg/pX/AIGR/wCNH/CV+HP+g/pX/gZH/jU2f8v5gH2nxH/0CtK/8GUn/wAYo+0+I/8AoFaV/wCDKT/4xR/wlfhz/oP6V/4GR/40f8JX4c/6D+lf+Bkf+NFn/L+YB9p8R/8AQK0r/wAGUn/xij7T4j/6BWlf+DKT/wCMUf8ACV+HP+g/pX/gZH/jR/wlfhz/AKD+lf8AgZH/AI0Wf8v5gH2nxH/0CtK/8GUn/wAYo+0+I/8AoFaV/wCDKT/4xR/wlfhz/oP6V/4GR/40f8JX4c/6D+lf+Bkf+NFn/L+YB9p8R/8AQK0r/wAGUn/xisqefXv+Er08nTdNEosbrao1CTaV3wZJPk8H7vGDnJ5GOdX/AISvw5/0H9K/8DI/8ayp/E2gnxXp8w1vTTEljdKzi7j2hi8BAJz1O1vyPpVRTv8AD+YGr9p8R/8AQK0r/wAGUn/xij7T4j/6BWlf+DKT/wCMUf8ACV+HP+g/pX/gZH/jR/wlfhz/AKD+lf8AgZH/AI1Nn/L+YGV4Zn14eFNHEOm6a8QsYdjPqEisV2DBIEJwfbJ+prV+0+I/+gVpX/gyk/8AjFZvh/xDoVj4b0q0udc0pJ4LOKKRftsR2sqAEZDYPIrS/wCEr8Of9B/Sv/AyP/GqknzP3fzAytVn146loZfTdNVhfN5YXUJCGb7PNwT5IwMZOeeQBjnI1ftPiP8A6BWlf+DKT/4xWbqXiHQri/0eWLXNKZLe8aWU/bYhtUwSpn73PzOo49a0v+Er8Of9B/Sv/AyP/Ghp2Xu/mBleIJ9eOmwiXTdNVft1pgrqEjHd9ojwMeSOCcAnsOcHodX7T4j/AOgVpX/gyk/+MVleIPE2gzabCkWt6bIwvrRiFu4yQq3EZJ69AASfYVq/8JX4c/6D+lf+Bkf+NDT5V7v5gH2nxH/0CtK/8GUn/wAYo+0+I/8AoFaV/wCDKT/4xR/wlfhz/oP6V/4GR/40f8JX4c/6D+lf+Bkf+NTZ/wAv5gM8KmQ6K5mRElN9eb1RiyhvtMuQCQMj3wPoK2qxfCssc+ivNDIkkUl9eMjowKspuZSCCOoraqZ/ExoKKKKkAooooAKKKKACiiigArI8N/8AILm/7CF7/wClMta9ZHhv/kFzf9hC9/8ASmWqXwv+u4GvXPa47PreiMl3HHHa3TyXCnGQDC4B/wDHsf8AAvauhrC1qWT+19FUQ52XjOmXUeZ/o8oIX3G7POOh9qcNwJNZvrV9L8xLmLZHc2xdi4AUecnU1W8LSLK186ujqZOGRgQfmbuP8T9T1q/c395E9sEsJPnlCtl06YJ9faqKjVNP1C8eDTXuUmfcGEiKOpPds9/QdO9UvhsI6GisX+0ta/6AT/8Af+P/AOKqte3ev3FqyQ6PJFKCro32iPGQQQD83Q4wfYmpUH3/ABGaGmzxtqmsQK4MsdyjMvcAwx4P6H8q0657w0Li6u7/AFae3MH21Yv3TMpKMgZSDgnpx1wc544roaU1Z2AK5/xUHki01Bd/Z411C3lmymRIiuCFzjglwmPU8d66Cuf8VW17cxacLeWGKGK/glmMsxTzMONqfdPV9nPXOKdP4kBH4qvYJPDzsty1sqXdozTsm3yh9oj+b5xjjrzkcc1i/wBuQeUT/wAJ6DJk4XzbLHXpny/wz+PStzxFBq9/oE8UdhE86zQSxxW94Qz7JkcjcyrtOFPOawPseuKMJ4fvQACBtngQdMAACb5RyRwcqoIB3Oz1tT5eXX9BD5Nct1iRk8f7ieT89n057eX+OPw6mkbXLcXCIPH/AMrAknfZkLjb38v3P1zn+E5d9m1tUIXw/fkncDme3AI4HaXgsOpGNqgIuAS1J9k1fLBvDt9JGN2I2mtgJDjA3EScZHBwPlUBFGMk1aPl+AjT8D6xZXdjc2EV559zBdXMhZiuZkaeQiRduAQc9QAM9gMV0l7bC8sbi1LFRNE0ZYDOMjGf1rmtJ0ubS9Oi1Waz8vUI5bgzrtUu8Dzu+PkLDIDBgATyNo611asrorowZWGQQcgisKluZuI0LRRRWYwrI8Sf8guH/sIWX/pTFWvWR4k/5BcP/YQsv/SmKqh8SA16KKKkDI8V/wDIna3/ANg+f/0W1cZXZ+K/+RO1v/sHz/8Aotq8+/sXSv8AoGWf/fhf8K6qFuXUaL1FUf7F0r/oGWf/AH4X/Cj+xdK/6Bln/wB+F/wrbQZeoqj/AGLpX/QMs/8Avwv+FH9i6V/0DLP/AL8L/hRoBeoqj/Yulf8AQMs/+/C/4VTl0jTRrVrGNPtAjW8xK+SuCQ0eDjHufzppJgbVFUf7F0r/AKBln/34X/Cj+xdK/wCgZZ/9+F/wpaAXqKo/2LpX/QMs/wDvwv8AhR/Yulf9Ayz/AO/C/wCFGgF6iqP9i6V/0DLP/vwv+FH9i6V/0DLP/vwv+FGgF6iqP9i6V/0DLP8A78L/AIUf2LpX/QMs/wDvwv8AhRoBueG/+Rxg/wCwfcf+jIK7yvM/D+haRN4rhhl0qxkiNjOxRrdCpYPCAcY6jJ/M12v/AAinhz/oAaV/4Bx/4Vz1lHm3Je5r1keK/wDkTtb/AOwfP/6Laj/hFPDn/QA0r/wDj/wrK8TeGdBg8KaxNDommxyx2MzI6WkYZWCEgggcGs4KPMtf6+8R1lFZH/CKeHP+gBpX/gHH/hR/winhz/oAaV/4Bx/4VNo9/wCvvGa9FZH/AAinhz/oAaV/4Bx/4Uf8Ip4c/wCgBpX/AIBx/wCFFo9/6+8DXorI/wCEU8Of9ADSv/AOP/Cj/hFPDn/QA0r/AMA4/wDCi0e/9feBr0Vkf8Ip4c/6AGlf+Acf+FH/AAinhz/oAaV/4Bx/4UWj3/r7wNesi5/5HHTf+wfd/wDoy3o/4RTw5/0ANK/8A4/8Kyp/DOgjxXp8I0TTRE9jdMyC0j2lg8ABIx1G5vzPrVRUb7/194jrKKyP+EU8Of8AQA0r/wAA4/8ACj/hFPDn/QA0r/wDj/wqbR7/ANfeM16K5Pwz4Z0Gfwpo802iabJLJYws7vaRlmYoCSSRya1f+EU8Of8AQA0r/wAA4/8ACm4xTtf+vvA16K5PVfDOgx6loaJommqsl8yyBbSMB1+zzHB45GQD9QK1f+EU8Of9ADSv/AOP/Chxiuv9feAeJP8AkFw/9hCy/wDSmKteuT8QeGdBh02F4tE02NjfWikraRglWuIwR06EEg+xrV/4RTw5/wBADSv/AADj/wAKbUeVa/1p5iNeisj/AIRTw5/0ANK/8A4/8KP+EU8Of9ADSv8AwDj/AMKm0e/9feMPDf8AyC5v+whe/wDpTLWvWL4Vijg0V4YY0jijv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81
表面実装型チップフォトトランジスタ
CPT-182 シリーズ
SurfaceMountableChipPhoto-transistorCPT-182Series
■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 - 860〜1060 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
IRC-Ta Characteristics
V
CE
=5V
Ta=25˚C
0.1
0.2
0.3
0.4
0.5mW/cm2
V
CE
=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=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