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Se2kgdH2q+Ckiq33XU9O9cf8Ev+SQ6F/wBvH/pRJWpBPquja7r7L4b1K+gvb1LiGe1ltgpUW0EZBEkysCGjbt6UAZfi3/kr3w6/7if/AKTrXoFeR6hrl9q3xt8G295oV3paWj3yxfajlpg1qrFgVBjwDx8sjng7gvAPrlABRRRQB5PoVx410e71HUPt2lS+Gp/EElvBayRM08fmakYXwV2gZMjtli/3VAAycbmueIpvC/jq8uG8N+INUgu9MtUSTS7EzqjRy3JYMcgA4kU4oitru68DTrZWsl3PF4jmuPIjZFZ1i1ZpGALlVztQ9SK3P+Eh1T/oTNc/7/WX/wAkUAeOfET4hWk3ifwvql74b8T6fBYJeny7pHsJJ2eNVURyI+4ANjcQeAehzg9v8DtevvEHgq9nvru7uRDqcsNu13N50qxbUcK0mAXILnkj6AAADP8AGSQ+M/F3wze3vdS06DUre9uI57SUQ3EatbxyABhkA44PXgkV3nhHwjZ+DtOu7OzvL68+1Xb3k019KJJGkYKGJYKM52g885J5oAr/ABFkuIPh/rFxai+8yCITE2F4LWYIjKzlZCrbcKGJ4OQCBya87+F+pTXPjxLF9Y8QTv8A2OmoPFd60byILKIysbK9umHCyI25G46ZOWFe2UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ+j6Hpfh+ze00iwgsrd5XmaOFNoLsck/yA9AABgAAaFFFABRRRQBz/jv/knniX/sFXX/AKKar0OgaTZ3lzfWOm2Vnf3IYS3cFsiyvuOSS2MtkgHnOSOao+O/+SeeJf8AsFXX/opq6CgBkMKW8EcMYISNQignPAGBT6KKACiiigArn9C8X2HiDXNc0i1inS40aVIrhnMbIxbdjaUZv7hyDgjoQCCB0FYfh3whofhNJU0W0kt0kRUKtcSygKrOwC72O0bpHOBjliaAMPwVrqad4F8Opqojt7f+zbUR3aybo8eUuA/eM/X5enzZOKy/DnhhJfDej+bp8dv5Hh+60e8065uGhEkrPGGI2blVXaOVjKvzMHRvm4xu+ALfSb3wBoDxwWczpp1ukpCKxVxEuQ3v9fWsvw3eX95BoSXWnaPdSapok+qB/K8n97viKQ4CtsjVZ1Xd87NjJAI+YAxPCPh3WtF8d6LbGxsrZoLe/n1K6sQ72ksE0oaK3iLL+7KSDd5QwAoLAkuwrqvEXiHX7XxANN0m0cuUQxRtpyz+eCHLyI5uogETaqtuAIZ06+YtUNF8RyR694OM8NqkfifRjIIba1VPIuI0WZm37s7GVyNpzgxp6tXZ6lomnavv+3W/m77Sayb52XMM23zF4I67F56jHBHNAGf4J8Q/8JV4Qsda37/tPmfN9n8jO2Rk+55kmPu/3znrxnA6Cs/R9E07QbN7XTbfyY5JXnkLO0jyyMcs7uxLOx9WJPAHQCtCgAooooA5+8/5KHo3/YKv/wD0baV0Fc/ef8lD0b/sFX//AKNtK6CgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8Q/8hzwn/2FZP8A0iuq6Cuf8Q/8hzwn/wBhWT/0iuq6CgAooooAKKKKACiiigArxe58f6pceIfFtvZz+IxaaLFdzI6NZKkrQOiyRrvtzhV8wHJdm2gHBZgK9orPfQtHkvLq8k0qxe6u4jBczNboXmjIAKO2MsuABg8cCgDx/wAFfEbV/Eni/SNLkbxHDHNh7h7k2nloTHJNGny2qllkjjBB3ISC2OFya/xi8QXmkePAn27xHHYxaJHP5Gj35tlEhuWTfI2GCrg4ztJLbB3r2Cx8J+G9MvI7yw8P6VaXUedk0FlHG65BBwwGRkEj8a5/xX4Cvdc8TW/iDSPEH9k30doLSTzLCO7R0WUSoQr42sHAOeei4xg5AOf+EHiWw0/4W6NazW+qvInn5MGk3UyHM8h4dIyp69jx0613Hhjxt4d8Y/av7A1D7Z9l2ed+5kj27s7fvqM52t09K5/4Jf8AJIdC/wC3j/0okqvdeG/HmmeO/EOueGpPDjWur/ZspqTTl18qLZ0QYGSW7nt0oAseLf8Akr3w6/7if/pOtegV4fF/wnP/AAvbwr/wmH2H7P8A6X9g+wY8n/j2/ebc/vOu3O/vnbxXuFABRRRQB5f4S8H6zLrGr63H401W1sbnUNQjj06BEZISLuQEjzd6clSeEB+br1z1miHULXxVqul3er3eowRWVpcRNdRwqyNI9wrAeVGgIxEnUHvUfge/s7jT9Rs4buCS6tdVv/tEKSAvFuvJyu5RyuRyM9ap6/pvjaLxVNqnhZvD/kXFlBbzLqhm3Bo3mYFfLGMYl7nt27gHlHirVLSGH4YWl+/iDS3sbKS2uZLeJ7GeOQwwphJZwiY3DDNnAXOTyK9b+F1//afw90+8F3fXccktz5U1/J5k7Ri4kCeY3dgoUHHHHHFcP4rGo+MdV+FzxXkGn32q6feSyS/ZFuI132sbOvlOSGUgsuCTwe9emeEPD7eFvDFro73Ud08Lyu00dusCsXkaTiNSQoG7GBxxxjpQBT+Impajo/gTUtR0uaeC6t/KczQW6zvHH5qeYwRuGwm884HHUdR5/wDCvxX4v8Q+L3tvEGo3y2qael1DAba3Mc5McTMTKiKRxPG4QcgOoZuPn9knghureW3uIo5oJUKSRyKGV1IwQQeCCOMVTs9C0fT7w3llpVjbXRiWAzQ26I5jUAKm4DO0BVAHQbR6UAaFFFFABRRRQAUUUUAFFFFABRRRQAVHPPDa28txcSxwwRIXkkkYKqKBkkk8AAc5qSqerR302jX0WlzRwag9vItrLIMqkpU7GPB4DYPQ/Q0AZf8Awnfg/wD6GvQ//BjD/wDFVoaZruj635v9k6rY3/k48z7JcJLsznGdpOM4PX0NeL2vgbxTcaHBZ61oeqmSO7gniubHVz58Ei/vJ59kt00Rkd2ZVZcEbpHKqdqN3ng3S/F9lb+ITqKWlneanejUreaWVrxYfMAU27qChJjWNVBDbfmGOFIoArz+MdS0ezl1O7a7vhfa6bCC3ttOZ4bK3juvs7MzICxdgCRkkl2UKmAa1vCfiGeTSNd/ti4MzaLqVzaPdhkkaaNMOjFYlADBHVSoGcqcgHIHK6Fq80PijWLPStSsYrq51B4rh4vD908M9zGEWZgi3TCPaZIw8jKgYsDlsZF/wfp99e+CY7Dw/q+kWumxmSB7STR5xNay7iZI5A92WVwzHIOeoxkEGgDpPGVzBefDXxHPbTRzQvpV1teNgwP7pu4ra/tXTv8An/tf+/y/41wHjbw/4iXwp4gvzrmlRZ064a5W10qSM3CCI5Vt1wy5IGAxUkduOD6N5EP/ADyj/wC+RQBCup2DuES9tmZjgASqST+dWqyPEHkW2kNKYVOJoRwozzKg/rWvQAUUUUAFcX4X8L69pPjfxLrmqX+m3EGrJbBRa27xsWiTbkhnYIACRjLbsg5XGD2lYejeJ4dZ1nV9LXTtSs59MdQ7XkAjWdWZ1V4uSWQmNsHAzQBz/hTQrq88EeGruHURZ3I0u0CzwQASbREuEYk4ccnhgRzkYPNdDpdhLbWC2+m6la/ZIneNFjhLrGVchkHznaFYFdo4XbtAAGBzfgzxRa6V4H8PRavNawW/9nWypdJMCi/u1AWUHmM9s8rx1BIWsPStAivfBVjDDJa6bcp4avdEmtrm4CAXDmNfMCqWXazxyMZBy4ZD83GADvoLW0Hi5Z7rUrefV0sGRLcOVdYGkUs4i3kYLKoLbcnAGeMVyHir4e2us+PItTvILrUIHRL5ojGjhTagqLVGfCqkxmDFSQCYn/vZTM8H+GtS0n4g2TWj2SwIL65vfspVoIba4cGGzhcgM2ySMyHCoF3n+/8AN1fij4lab4Vv57S50nWbs26RtLJaW6lV3pI4xudSwCwyEsoKjaQSCCAASfDKHUbXwTDbarpH9lXcV3db7ZUVI13Tu/7oBjiMbsLnsMjKkE9hWfomq/23o8Go/YL6w87d/o1/D5UyYYr8y5OM4yPYitCgAooooA5+8/5KHo3/AGCr/wD9G2ldBXP3n/JQ9G/7BV//AOjbSugoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/EP/Ic8J/8AYVk/9Irqugrn/EP/ACHPCf8A2FZP/SK6roKACiiigAooooAKKKKACuDf4s6D/bPiDS7a01K6n0K3luLtoo0ClYmVZAm91JKlj1AztOM8Z7ysO28HeHLTVNU1KHR7QXeqoUvXKbhMp+8Cp4AbqwAG48tk0AaGk6lDrOjWOqW6yLBe28dxGsgAYK6hgDgkZwfU15P8VviBqfhvxfBpcGvyaNZLpgu99vp0d3LcStMU2YkIUAKpbOR0bqSoHsEEENrbxW9vFHDBEgSOONQqooGAABwABxiuL8SfD7+3vGUfiHztKl2aeLH7Jqel/bI+JC/mD94mG5x9M+tAHD/C34peDfDnw40nSdW1n7PfQed5kX2WZ9u6Z2HKoQeCDwa9Y8N+KdG8XadJf6Hefa7WOUws/lPHhwASMOAejD865f4Jf8kh0L/t4/8ASiSrGp+EPFUmvalf6H43/sm1vpUma1/smKfa4iSMne7Z5EY9P60AV/Fv/JXvh1/3E/8A0nWvQK8fn0jxFpfxe8Cf2/4o/tzzP7Q8n/QI7bycW/zfcJ3ZyvXpt969goAKKKKAPJ9D+EvhHX7jWdc1iznvbq91W9yj3DokWy6mT5QhU8gDO4npxiug8IeFtG8I+MtdsNDs/slrJp9jMyea8mXMl0CcuSeij8qz/BvivwdpD+ILCbWrGx1Ia3fTXqXc/lbna4kCkFyAfkRPu9OM4J56iz/5KHrP/YKsP/Rt3QB4RqPjnRrpPhsmmeKP7KutH0+SG8vf7Pef7I5t40xsZcPkqy8ZxnNe7+C7jUbjw0n9rX326+hu7u2kuvKWLzfKuJIw2xeF4QcD9a4/4kab/a/xH8A2Pl2Mnm/2j8t/a/aYTiFD80e5d3TjkYOD2xXceGtJvNF0yW1vb2C7ke7nuRJDbGEDzZGkZdpd+jO2DnpgdRkgB4q1O40XwvqOqWozJaRGY/uRNhFOXOwyR7sKGP3x04yeDzfgzxtN4i157F9QtbpBZfawsenm1cKZCqMQ9w74ZRvA2D5ZIySNwB7S/sbfU9OubC8j8y1uonhmTcRuRgQwyORkE9Kz9O8K6FpF5BeafpkFvdQ2gslmQHe0ICAKzdXwIkALZIxweTkA2KKKKACiiigAooooAKKKKACiiigArP12+TTPD2p38sk8cdraSzM9uqmRQqEkoH+UsMcbuM9eK0KKAPA9F+Jmra4ge11HWXCXFtBLtu7BSzzsixxxB7RTJLky5U7VAhJ3kEGu08A+MrzULPULrVm1WWNLS0u4w8BmcLMZAAqR2kTN9zllEinqGwDWxDYfDi80638i08KT2LXZgg2R27Rm4cLlFxx5jBV4HJAHoK6DTNC0fRPN/snSrGw87HmfZLdIt+M4ztAzjJ6+poA8f13QE8Tq2majc30GkRahcXUTw+FbuS5ljnlEzpueH9yytuAZCQ4I3KNuD0ujajHpnh/WhJb6xHqmq3lxeSLZ6LeBImfCqEb7OnIRUyxGS25j1rivESeJf+EhkvfCz6rPq8niCRNcgtGWKRY4322SkFcLCYNx3srIxYly2AB6Z8M9y+H7+OC6kutHi1O4h0iR3V/9EQhVVWDMWRXEiqWOSqqcAYAAMTxZ4sePwZrti9trN9DPptzGl0+i3UDxkxMAZd0Spt9XBGMj5cZNdH8RvGa+BfB1xq6xxy3bOsFpFJu2vK2cZwOgUM3UZ24yCRVzx3/yTzxL/wBgq6/9FNXQUAcLZa/ceKPhXp+tXcEEFxdNbtIkEokQEXCjIIJxnGdpOVztPINd1WL4r/5F+T/rvb/+jkraoAKKKKACsfRPC2jeHJbmTSbP7L9pwHRZXZFAZ3CohJVF3SOdqgD5jxWxXD+CJ/EEvibxWNYnvpbQ3e+zS5tGhSECWaMJGxADr5ccD5Xj5/7xYkA1fAsMR+HvhomJCTpVrklR/wA8lrnoPiNFd3mmWNv4bkN9qmnyX1nA9zCpcEStbqeePMSFixAIjLIpzuyG+DbLxBa+CfD1xottp0Stp1szQzX0nlTAxqSxURHy3PJypxkkkNVmw8F3dhDpzJaRNfadaC0tb1tXffGirIiHYLcRMyLNIFLIevOcnIB1+j3trq2j2Oq2kJjhvbeO4jDqAwV1DAHGRnBHc1k6/wCELbW9UGp/6JHeJpl1YRyzWaTlTLt2ud3BCgSDaeCJWHAJzb8O2V7pWl2WlS21vHaWVqlvFIt20sjBFCjcPKQdByR37enGfEI6vb395PBcoEi02a/gC3d7DiK3QmVHWGdFZ2eSDa2BhS+c7V3AHUeCPCjeDvD50x9Skv3e4kuGcxLDGhc52xxLxGnfaOMliMZwOkrl/h9qkWreELeaKWeby5ZoWlmDneyyMCVd5Zd69gyyOvGARjaOooAKKKKAOfvP+Sh6N/2Cr/8A9G2ldBXP3n/JQ9G/7BV//wCjbSugoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/EP/Ic8J/9hWT/ANIrqugrn/EP/Ic8J/8AYVk/9IrqugoAKKKKACiiigAooooAK8W1n4z6xY3eq21npVhcvpWoSRTgC5ZpYlkmGwbY9iSCKEyFmcrtBIBIZV9prn9Q8E+HdU/tj7bp/m/2z5H2/wDfSL53k48vow24wPu4z3zQBuQTLc28U6CQJIgdRJGyMARnlWAKn2IBHevP/E/jq90n4l2HhZL/AE3T4L2yjlhnurGW5aS4eYxrGAkiBQQM5PAwcnmvRK8z8ZeBvEOp/EbT/FeixeH5zZWSwRx6uZiElEjt5gWMYJAYYJPB5xkAgAp/CDxZ4b0z4W6NZ3/iDSrS6j8/fDPexxuuZ5CMqTkZBB/GvTNN1bTdZt2uNL1C0voFco0lrMsqhsA4JUkZwQce4ri/gl/ySHQv+3j/ANKJK6Dw9/yHPFn/AGFY/wD0itaAOf8AFv8AyV74df8AcT/9J1r0CvP/ABb/AMle+HX/AHE//Sda9AoAKKKKAPC/GPhzSLP4S+NNegsY11S+1OdLi5JLMyrqZAAycKMKuQuM4Gc4FeiXGu6PonxD1T+1tVsbDztKsfL+13CRb8S3ecbiM4yOnqK4vxuJh8CfFZlkjZDrF0YgqFSq/wBpnhjk7ju3HIxwQMcZPslAHi/xD8baFH478FanYeJdK8uz+3edcoDepDviRV3RxOGOeQOR69Aa9E8Ba/c+KPBllrF41o087zKXtFdYnCSugZQ/zAEKDzg89B0rg/jJok/iPxf4I0m2t7G4mn+37Yr95UhbbHGx3GIhxwMjB64zxmu88BaBc+F/Bllo94tos8DzMUtGdokDyu4VS/zEAMBzk8dT1oA1Nc1F9I0O91KNIH+yxNM4nlaNAi8sSyo7cKCeFOcY71yfh34m6frfiSHRJLnRjcXCSGEafezXJZkLZBJt0QDCOcluQFIBDA13E8EN1by29xFHNBKhSSORQyupGCCDwQRxiuX0r4aeD9D1u31jTNFjtr+3TZFIk0mFGzy/u7tpJXOSRkkknJOaAOsooooAKKKKACiiigAooooAKKKKACq9/a/btOubP7RPb+fE8XnW77JI9wI3I3ZhnIPY1YooA8j0X4Gw6U9jdT6/Je6ha6naXguZbUZ8m3UhYFy5Kg5GTuIwiDb8terXVrHeQGGVpVUkHMUzxN/30pB/WpqKAMr/AIR6y/576l/4M7n/AOOUf8I9Zf8APfUv/Bnc/wDxytWigDjfG2h2kPgLxFKs2oFk0u5YB9RuGGRE3UF8Eex4rd+0a/8A9AzTf/BhJ/8AGag8aQTXXgXxDb28Uk08umXKRxxqWZ2MTAAAckk8YqP/AITLS/8An11z/wAEV7/8ZoAlul128iWB7DTo0MkbM63zsQA4JwPJGTgeorbrn/8AhMtL/wCfXXP/AARXv/xmj/hMtL/59dc/8EV7/wDGaAOgorn/APhMtL/59dc/8EV7/wDGaP8AhMtL/wCfXXP/AARXv/xmgDoKy9K8QafrNxcW9p9rWe3RHljurKa2YK5YKQJUUkEo4yM9DVP/AITLS/8An11z/wAEV7/8ZrL0vVdC0q/1W/SDxBNd6ncCeeaXQLoNhUCJGCsA+RVXgHJ5JJJJNAE3gDVYG8F+G7KdJLa4Ol2wjWYYEwEQ5Rhw3AzgHcB1ArldD0fTdc8JeG2nvL4aSNKe71q6/tW4SCYur+ZHIRIFLNLJM7tklfK2sAHWul8MeE7ObwLoVtqcOoCQafbedbzXk6hHEa5BTfhSCOmBjFb3/CPWX/PbUv8AwZ3P/wAcoAg8FzzXXgXw9cXEsk08umWzySSMWZ2MSkkk8kk85qxqXiCz0q4WC4h1J3ZA4NrplxcLjJH3o42APHTOenqKns9Lt7GUyxSXjMV24mvJZRj6OxGeOvWsDW/BdjqfiD+1H0nTbxGt3ae3uhhbm5Qbbdn+VgQqPOpJBPzrw21doB0ljexahZx3UKTpG+cCeB4XGCRyjgMOncc9elWK5/wX4aTwp4XtdN2wfajma8eCNUSSdzlyAqqNoPyrwMKqjtXQUAFFFFAHP3n/ACUPRv8AsFX/AP6NtK6CufvP+Sh6N/2Cr/8A9G2ldBQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP+If+Q54T/wCwrJ/6RXVdBXP+If8AkOeE/wDsKyf+kV1XQUAFFFFABRRRQAUUUUAFcfefFLwbYf2h9p1ny/7PuxZXX+izHy5jvwvCc/6p+RkfL15Gewry+f4B+Cri8vrmRb4NdSvKqRyqiQbg/wAsaqoAUFwQDnHlqOm4MAdZ4a8feF/F9xPb6FqyXU8CB5IzG8bbScZAdQSM4BIzjIz1FY+ueLtStfiXbeFrfUdG06CfTFuo57+BpGlmaYxiJQJYwSRyByeD+Engj4VeH/AWo3N/pkt9PdTxeSXu5VbYmQSAFVRyQvXP3RjHOcP4gfC+58Y+OrPWnhtLrT7eySBrWS+e1Z3WVn5ZYZPkKtjjaeeCMcgGp8Ev+SQ6F/28f+lEldB4e/5Dniz/ALCsf/pFa1z/AMEv+SQ6F/28f+lElWNQm8XeHda1WfR/C0GuWupXYuQyamlu8O2CGLayumOTGSCpPvjuAZ/ju/s9M+KXw9vL+7gtLWP+0t808gjRcwKBljwMkgfjXUf8J34P/wChr0P/AMGMP/xVcvqc/ifW9OiudW+E+lX80MpjjtLvVYJZEUgEuC0RQKSAOG3ZA4xzWP8AYdU/6ILof/gdZf8AxFAHsFRw3ENyheCaOVA7Rlo2DAMrFWXjuCCCOxBFeR/YdU/6ILof/gdZf/EUfYdU/wCiC6H/AOB1l/8AEUAcl4ntvEq+BPH9yNX02fw3JrExFplpLiCUXwG0dBGGyHIJbgggAuTXrOm6/r0XxLbwtqk2m3MH9jnUVntbR4GDecI9pDSuCMZP4j055+O48TQ6XNpcXwV01NPmffLaLqloInbjlk2YJ+VeSOw9Kp+G/BE2p/EOTVNc+HOlaLpC6UbdbXdbXMbT+aGD7UHDFSRnb0HXnFAFz4n3s2nfEPwBdQX2m2Do98Dc6kSII1McYYthlydpO0bhlsDIzXceEdS1LVfDsdxrC2i6glxc284tAwi3RTvFldxJx8mef06V5X8UPAOj3/i/wbouk6PY2f277b5i2myz8zZGjjLrE/TB6oepHGcj1jwxp95pmimC/EC3Ul3dXLrBIZEXzZ5JQoYqpOA4GcDpQBc1a/XStGvtRcxhLS3knbzGYLhVLclVYgcdlJ9Aelcf4V+I6+JfF8ugpb6a4jsnu/ten6g1ymVmERQ7okIOfmz0I2kZDA13E8EN1by29xFHNBKhSSORQyupG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1/10April 2001
■HIGH SPE ED: t PD = 4.5ns (TYP.) at VCC = 5 V
■LOW POWER DISSIPATION:
ICC = 4µA(MAX.) at TA=25°C
■HIGH NOISE IMMUNITY:
VNIH = VNIL = 28 % VCC (MIN.)
■50Ω TRANSMISSION LINE DRIVING
CAPABILITY
■SYMMETRICAL OUTPUT IMPEDANCE:
|IOH| = IOL = 24m A (MIN)
■BALANCED PROPAGATION DELAYS:
tPLH ≅ tPHL
■OPERATING VOLTAGE RAN GE:
VCC (O PR) = 2V to 6V
■PIN AND FUNCTION COMPATIBLE WITH
74 SERIES 138
■IMPROVED LATCH-U P IMMUNITY
DESCRIPTION
The 74AC138 is an advanced high-speed CMOS
3 TO 8 LINE DE CODER (INVERTING) fabricated
with sub-micron silicon gate and double-layer
metal wiring C2MOS tecnology.
If the device is enabl ed, 3 binary select inputs (A,
B, and C) determine whic h o ne of the out puts will
go low. If enable input G1 is held low or either G2A
or G2B is held high, the decoding function is
inhibited and all the 8 output s go t o high.
Tree e nable inpu ts are provided to ease cascade
connection and application of address decoders
for memory systems.
All inputs and outputs are equipped with
protection circuits aga inst static discharge, giving
them 2KV ESD immunity and transient excess
voltage.
74AC138
3 TO 8 LINE DECODER (INVERTING)
PIN CONNECTION AND IEC LOGIC SYMBOLS
ORDER CODES
PACKAGE TUBE T & R
DIP 74AC138B
SOP 74AC138M 74AC138MTR
TSSOP 74AC138TTR
TSSOPDIP SOP
Obsolete Product(s) - Obsolete Product(s) Obsolete Product(s) - Obsolete Product(s)