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4cDkf3T0I46jhG1GwU6QFvLVCbmEoxmjGP9HTGDyo+9H0DfeXOBsDQ3WoaRdwOYb+1nfdEyKkqH/l5Pz4znJEi8klsSf7Tkg7G7q8njpXmk0zxNotwklhc+SsdgiKLgCPykXfOTuOWIYkqv8SnK42UfxJHEFfxZ4dcphGd9KcEtz1xdAZ4PYdDXKXOsaRdMWTVrGfLzuSLhGDARxHd1G4DynwThfkJC/Kii0uoWS+TI93bFFSPOZVxhUnBycjIGxwR8qjYyk4VmIB0Zk8RgsD4o8Ngp94f2XJ8vTr/pXuPzq3peqTR6mNN1TW9LvLy4iM1vFZ2jwkIhAckmWQH76YHB69ecef22r6fa6bF52o2kbI0rAPcKpAFznOeo+45+UZ+VjknhcC11ey/4WzFpl5c2Zsz5xnjntozD5RiYTAuGKrkxRhlIIAiIDjLBwD13wb/yA7n/ALCupf8ApbNXQV5r4f0bwBb6XdjVNN8MxzRX1+7faoIAyQi9ljQncMhB8qDt0Arqv+EE8H/9Cpof/guh/wDiaBHQZ5x3orj7fQdH0T4h6WdJ0qxsPO0q9837LbpFvxLaYztAzjJ/OuwoAKKKKACiiigDyjxr4p0KGfx7CdUt3lbw5FbbIW8wrL5l1GUbbnaQ80YOcY3jOK62Dx54Gu5vtS+JNE86AyW6yS3MaOBuG4KWIJUlFORw20EZ4rkPitAtzpnjWFjKC2kaXsEUe9mf7XcbVxkdWwM9gc4OMGpo/jbT7LxDHcHT9W8iyXW1uGkhiVo5XlW8MZAkOCFikUE43FeOjbQD0T/hO/B//Q16H/4MYf8A4qrmm+JdB1m4a30vW9Nvp1Qu0drdJKwXIGSFJOMkDPuK5q1+KOm3OrHTf7H1eKdZ4IZC6w4j84gRscSklDuX5gCPmHqMwH4t6YoUnQ9a+aw/tFRtt8tb/wB8fvee/HUAE4wDQFj0CiuJuviXY22qR6f/AGLq8ss1xcW9u0awbZngYrIFzKD1HAIBORgZNRT/ABU0uGO3l/snVnhuJLeFJQIFXzJollRCWlGDtcZJ4GDzQFju65/xl/yA7b/sK6b/AOlsNYl58VNNsbCS8m0bWfKgj8y4Ajh3Qfv5IAGBk674mHGeoqDxB4rbVdARrXQdUYwa1YxSqWtxtZbi2kXnzcEOHUKVJGepUc0AehVj+Jb640/SoJrWTy5G1CyhJ2g5SS6ijcc+qsw9s8c1X/4SHVP+hM1z/v8AWX/yRWF4t13VJdItVPhLV4l/tSwZmkmtMcXcRCjbOeSQFHbnkgc0Ad7RXMS+L7qC7t7WbwprMc9zuEKNPYgyFRkhf9I5IGTjrgE9jT5vFN9bIHn8JazEhdUDPcWKgszBVHNz1LEADuSBQB0lFYdh4jkutaj0q60TUtOnlt5LiNrpoGV1RkVgDFK5BzIvUDvW5QAUUVUuNU0+0uEt7m/tYZpGREjkmVWZnLBAATklirYHfacdDQB57oY8U2vw88OXFtr+mRI9np0UEBsQm0PJApLs8x34jLrhdhYt8uDitjTv+Eym1HV/N8S6E0UNykUSnTC4UeTGxwFuQyZLH5XJPGRhWArzDXdQtRoXgi2S9jFy1tosLQoEZj1cq2TuUY8tiR/sZB3AiXR7nRon1GNjZoTa2+Q4RQ7tboARlvm4dFyAvXBP3pGB2PXPI8VjP/FQaBx1/wCJPLx/5NVW8VHxLFp+p3uk6zbRpb2c0tvaQaf5lxJIIW2LvZ2B+fDYEfPA9zxdpcaXNqsMyTWcyTT3nKsrB2MyFOmck70IwGb5lxnKqGSXWkIdMd57Bd8sKkF4xuT7MvXLYI+dBySPmGMAkuBY67TR41m1LV1m1/SVijuUjtxLo77GTyY2LR4uAdu5mU5LfMp5H3RpeT4r/wChh0Dn/qES/wDyVXn15faQ2mrdpc2IjLRtFIrrgg3Mp4ORxhXPOPusduR8j7+60aW21COGawykdyVRHjyCIkzgA/8ATN+mBhG5ZQd4Fj1qa8tbdA89zDEu9Y9zuFG5iFUc9ySAB3JxWNdkH4haKQcg6Tf8/wDbW0ryLx5eWFvoE00U8MLqbRvNgSOSRXW4OWVS4DMCsnHOSrAkHfs6aztPBd1rXhdtQt9AmZ/D073DXCQtuaL7MoLZHJVY5gCegRxxg0CPV6K5uHwX4KuELweGfD8qBmQslhCwDKSrDheoIII7EEVjeNfBXhW28CeIbi38NaPDPFptxJHLFYxoyMsbEEELkEECgDvaKKKACuf8Cf8AJPPDX/YKtf8A0UtdBXP+BP8Aknnhr/sFWv8A6KWgDoK8pl8SwaV8KdGtJdH1qbUbGDTgLR9IukDzxvDiPeUVQS6gA5POMB/ut6tXlXiGbxDpetSyL/o8Cag8tlAl3JIky/ZZSMoyBSvmqjMo3FMMQFC72AD4g6Zq0vhbxLqus6daCGS306Nraxmkuz5UFy8krN8sRxtkPAI4UncvUcJNo+of6Fp7aNqX9ojSbh0U2c33P7FhhYA8LnzdiEAM27AJTgP7ib/xLMkctlpWh3FvJEjrIdXkAbKgnGLcgrknBzyMHAzgJ9r8X/8AQC0P/wAHMv8A8i0AeXWdjf8A9qWhfSNWxc31rLEzWFwFVV1e5lZnyMR4jdWy5yA/Q7iRjW2m6xb+E5UfRNaMk2mXVmsf9nXBcyG00+MKV2kgbopACSF+QkdAp9q+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+RaAPMY7TUbPxPeXsulasYIdYdmZNPuHypfVCCgAO9cTxcrhf3gyRktVPTdC1caZq9s+k6kJT4WliVHs5QDIbHT0CKSNpctFIu1fmyhz2x619s8Yf9ALQ/wDwczf/ACLR9s8Yf9ALQ/8Awczf/ItAHk/gHTLr+1vCs0Gl30enPC8sbGzlWMRFtTKkklkX5ZosBmYkSLhiCSX+Cp9X8Pi0vBoV958MDW7wXWnX0WQ1tYruDR28oOHtpAc4zwRgHFeq/a/F/wD0AtD/APBzL/8AItH2zxh/0AtD/wDBzN/8i0AU9L8cxXNgsmpaPrNld73V4Y9JvZlADkKwfyFyGUBuQCN2CARVPwn4ktNM8G6HYXljrkd1a6fbwzJ/Yd4drrGoYZEWDgg9K2PtnjD/AKAWh/8Ag5m/+Rajttb14eJbLSNR0fTYEubea48631J5SqxmNSNrQJklpU79MnsAQCa28Y6Pc6paaaDqEN3dlhbpdaZc24kKqWYBpI1HCgnrTbz/AJKHo3/YKv8A/wBG2lJ4iUf294SbA3DVZAD3/wCPK5/wpbz/AJKHo3/YKv8A/wBG2lAHQUUUUAFFFFABRRRQAUUUUAFFFFABXDeF/wDkqnj7/uH/APohq7muG8L/APJVPH3/AHD/AP0Q1AzuaKKKBHI6wnleBtGj2eXtvNJXZs2bcXUHG3YmPpsXH91egvHwbpTa9PrDG5a5mt1typnbYqBmbAHvvIIPGO3JzzF94qt08PWNlZw5W1h0u5Mr2beQ6vPEEVGaJIxnj5gFK8lU3IQvfWF7FqNlHdwpOkcmcLcQPC4wcco4DDp3HPXoaAM8+F9MLRsVn3RYMbee2UIXaCDng4/M4PYUN4X0tkEbRSFBj5fMbHDlx9OT27cdK2aKAMkeHdPxgiY/MzHMrHcWChifUnaOfXJ6mk/4RvTgThZuSCf3rHOAQAeeRhiMHsAOgArXooAxV8KaUkbIiTqrAjid8gFgxwc5HzDP4n1NVz4N05NWGp2095a3SxTRq0UoKq0nl5cKwK7h5SYGNvHIPGOirN13WYdC0uS9mhuJguQqQW8kpJwT83lqxVeOWIwPyoA4fTtF1H/hCNZmTxfrNsEudU+4tmoBW5nBfcYlIJI3E70AJOCgxjb1W21nQEsr+PxPf3qfb7W3mtry3tikkc0yQnmOJGVh5m4HOMrggg1U0bWo9T0HW9N+zyPLsvJuLEojK8sh2lREw3AnaQVZmIbchdZEXa8Zf8gO2/7Cum/+lsNABef8lD0b/sFX/wD6NtK6CufvP+Sh6N/2Cr//ANG2ldBQAUUUUAFZNqdZurCK4NzZQySxB/LazlPlkhyAdzqxxmPOVUnY/C7gE1qzdMt3PhmztkeS0c2aIrRxqrRHYBkK0agEehjUccqOlAHmnj6y1fVR400+0hTU7t7DTjHHaQqpijS4uZMOrOxdsLj5Rliy4SuTTwV42i1We3bw8zW0/wDac8flLbptaeDyV58xhGMsp2bugJG/b8voNtomq6LrlrNe3d4tjYQWok1BPKYykPc+YGUIAEIkiLtgMNqkk4Lj0gHIyOlA7niuneFvGY8XXV5c6QEtL690+eZ8RAjyJEZjgXDEcBuT5hb0BbIyh4K8eKRt0UYbQTpUmTDk8cD/AI+fm5C/OeB2jwoFe/0UrBc8SufDXjZvE1hqdtobJHbXt9MBJ5DMsdw7Ng4uRv4c/KCgBzy2SarXvgvxskGmx2ej7ms7iwulJaE4eK1ijf5jOOjpjaFG7AO/hRXu1FFgueFa54J8Y32i3VrDo4dryH51/cja4vbiYDmchPklU5/eddu4fMT0Kf2xYaLKmu6c9vdah4j0yVX3QqrDzbZSdomduDEQeSTuU4A3BfVK4TxN4b1mSe6ubW6uNSF3PaILebyUSJFukd1JWMOYwm4feY4ZshjzTC5dTXPFI2eZ4Z1Bsbd+2K0Gfubsf6acZxLjrjenXYd+brHiG+1DQdIWfQdQjjuNR0wm+DWxgP8ApULbgI55GCtjj73Uc963o/DmqpEinxprhIABPk2XP525NU9E0HVJdB06T/hNtcffaxNv2WT7sqOd3kvn672z/ebqQRe8Q/8AIc8J/wDYVk/9Irqjxl/yA7b/ALCum/8ApbDSWnht/wC07HU7nxDqOpG23tAlxFa7PnXaSCkKsDg9QR6dCQV8Zf8AIDtv+wrpv/pbDQAXn/JQ9G/7BV//AOjbSugrn7z/AJKHo3/YKv8A/wBG2ldBQAVQiTGv3kmzG61gXfsxnDS8btgzjPTe2M/dXOXv1yviDXofDupzTyw3ANxBBGLhNPmuI48PJy5jj/2hhS5yW4C5LMAZmg+E9O8QeA/Ck141wrR6dp74ikwH8pVkUEHI6k8jnBIBGa0rL4e6JZPfMgumF26MQbmTKqsSxqmc5IG3PPfHoML4D1uDU9AgtIpIpWsra3Uy28DRwyK0SspTKKvHIIUDG3lVztHVUAYR8I6QZnl8qcOxc5Fw/G9tzAc8AnPHTk+ppT4S0ksjFLndGBsIupMoQmwEHdwcAcjuAetblFAGGfCOjssatDKyx42qZ3wMMXHGfUn8OOnFI/hHSJIWikS4ZGLFw1zId+4AHPPP3Qfrk9STW7RQBzd74I0i+jCubxCJ4Zty3L5JjkDqvJI25AGPQDGMDGTe6BPH450a2ste1OygTSLpIUiW3fyUR7RdoMkTEhuCSxY5AwQMg91Xn7eM4JfEtreDf5caXNsbFtMnF7jzLfLqpTeVwyuQMfL2YqSgBq2Hh3UzaSeX4q1i2/fTYVbazAJ8xvnINqpJY/MexLEgsCGNK/vrjU/gVc395J5l1deGmmmfaBudrYljgcDJJ6V1Wkp5dnIuzZm6uDjZt6zOc42J1znODnOdz53txv8Azb1/3Kn/ALaUAegUUUUAFc/4E/5J54a/7BVr/wCilroK5/wJ/wAk88Nf9gq1/wDRS0AdBWPrM1vHqvh5J7XzpJdQdIH8wr5L/ZZyXwPvfKGXB/v56gVX8Q/8hzwn/wBhWT/0iuqPEP8AyHPCf/YVk/8ASK6oA0ip00lo1zZnlkA/1XuB/d9R26in/wBq6d/z/wBr/wB/l/xq3RQBU/tXTv8An/tf+/y/41ZjkSaMSROro3RlOQfxp1FABRRRQAUUUUAFc/ef8lD0b/sFX/8A6NtKfZ+JUu9Z+x/Y3S2kijkt7ozRt5u/zMZQEsikR5VmADcjgjlLuOQ+PtIlEbmNdLvlZ9p2gmW1wCfU7T+RoAb4h/5DnhP/ALCsn/pFdUXn/JQ9G/7BV/8A+jbSjxD/AMhzwn/2FZP/AEiuqLz/AJKHo3/YKv8A/wBG2lAHQUUUUAFFFFABRRRQAUUUUAFFFFABXDeF/wDkqnj7/uH/APohq7muG8L/APJVPH3/AHD/AP0Q1AzuaKKKBGFbaTpuu+HtJbULaK72wwSpI53nK7HB373JG5VJ+dg2OSw5N2xsZNMT7Lbsr2Sj90kjndEP7oPOV9M8jpyMYpadrMNvoNm9zBqYkS1jMitYXDyA7Y8gj52LfvBkbmOQ/J2OR5b4h8fagPEHirTbbUb1PK0aQfLE0f2eZPOYFSQAhKtHhsksNuDnAAB7Xmb/AJ5x/wDfZ/wpQZcjKIB7Of8ACvO5PGt/CInklucB0SZRYNnb5LMWXjGd0b45OcjAxgs+88YalaW8knmTbomUbTYudwM8iHgKD0Qc/L/BxmQCgdj0SiuCm8WXcJdfOuztMpU/YWfeFRWAyqYb7snK4HKnJBQuyPxfeSvGgnux5kixlv7PchWyykD5PmG/ZjGc4OG4dlBHoFIyq6FHUMrDBBGQRXnVh41vry3ExlnUs5RgbNkVMTRKPmK4HySDP3sfMSBtxWVH45v5fiHp+lNqF1FJLHcW8KSadJ5TuywNGzx8HIxIW5BUcHbkmgDv5tE0/SvDOqWem2EUUU0dxK0Uce7e77mb5dj5yT02NxgBSAFqPxl/yA7b/sK6b/6Ww1jagfFOo6TdWsWraYzXMDRosvhm6VSXVAA26VgB+9XO5WAw+Qdjgasmha1qVxaDWtU025sre4S58m1sJrd2eM7k+b7QwwHCtgqQcfjQBJef8lD0b/sFX/8A6NtK6CufvP8Akoejf9gq/wD/AEbaV0FABRRRQByv9pa7caj4iaK6sIrHTJTCkP2Rmmc/ZY5Q3meYFHzSdNh4GM85GPpuqaja6BYNHqDMsdrHhY7eAI+IwcKqDaFxz8rYx8wOwKZNSDG3x7nGPthznGP+PC29ePzrA09jceHLe8mcMZLRWB3btxIB4JZ8/MQSSzEsRyzlRGAem1Xgsbe2hWGBWjiX7qK7AKPQDPA9AOB2rH8ceIJ/C3g7UdYtYIZriBUWJJ32R73dUBY8cAsCeR06jqOTt/ireyW97cy+HoEhtJ7q2kaPUS+ZYLd5sD90AVYRkZBOOuOmQD0jyV9ZP+/jf405UCZwW/Fif5159a/EjUptdutMl8P2yfY7u0trmRNQZtv2hwisAYRnBYZUlT2xwcUB8WdSbcB4atiRpP8Aa+P7Sb/U4Bwf3PDY55wCOhORkHY9Sorzu4+JGopr9tpVv4ftpWu7i7gtnbUGUt9ndlYsohOM7eCMj1IwcV5vireLHYSxeH4HivZ7W2QtfsGEk8Ecw4ERyo8zBK5PA4GQCBY9MorzHVPiveaXps95L4etz9lUfaIzqOCHNxNBtQ+VhuYC3Y4J4IUmtrw/4z1bU7K9ebw5LdXFrqM9m40y5hdFVdrISZXjOdrgEYyCrZCH5QCGSa1qUstyEv5UK3U8YVViACo7KOSpwAoBJOcZyeNiybPgu5vLrwhp8l+266VWikbDjJR2TnzPnz8v8XzevOa4W21a/El448MawQb24J2y224nzmIUfvuzMR8v8QOCWIZNXwJr+ox+C9PWPwhrDp+8IMT2SKMyNwFMseMdMbFHHAAoA6PwJ/yTzw1/2CrX/wBFLR4y/wCQHbf9hXTf/S2GsBto/Z8bYSV/4RY4LDBI+y+nNb/jL/kB23/YV03/ANLYaAC8/wCSh6N/2Cr/AP8ARtpXQVz95/yUPRv+wVf/APo20roKACqMUf8AxPbxzHw1rAu/Z1w0vG7YM4z03tjP3Vzl71Zrw3sety3MFtavDLBFGzvNscFZGyMCMkgK7EZfGQAAuWYgCW+iWunW9rHpkaWxtYI7aPq2YUGFjYk5YDnBJyCSe5Bt/wCmf9MP1ryn4k6pqlvqunw3KrAktzpqIsF9MVWQzlyQoRVY5jYZYg4RWHJKjE0iXWYpdWC3dy/nR21y5/tSZXDtbxKWJXc27AYgNtzhMLhlFA7HuP8Apn/TD9amj37B5m3d329K8iS+143rB5ZDJK96Xi/tecINjjZyFBRQ2Vz8o2Lnj5qebrWla1Zp7rdK0cSqNUuCZV8gnkbMg8ISyqTudupAoCx65RXkl9d6tDZrPb3l1uRlWNm1OYAg3Eo9GDcbB/Fx0Yhf3jL241uKK72TXEcUBumVv7XuNw2ou3gjrkJ8pLYLyDAI4AsevVWewtX1KHUWiBu4YXgSTJ4RyjMMdDkxr16Y46nPi/i3Ubuz0prm7uLv7PFLZ3Ev/EznwhFxkP8A6ttv8DEY4z8o4Qv3WmaDPqmk6beXX21pJrS3Mjp4ivYs/u4gTsUgZ/1h9yqknLsVBHUaSoisZcoIx9puGI2bOsznONideucHOc7nzvbjv+bev+5U/wDbStHSfAllDpnlXj6rHNJJLJJHD4gvHQF5GbAIZM/e6lcnuWOWM/iyxt9M+FmuWFnH5dra6JcQwpuJ2osDBRk8nAA60AdRRRRQAVyvhXUbfSvhf4dvLrzfJTS7NT5MLyuS0aKAEQFjyR0FdJeXUVjZXF3OwSGCNpZGZgoCqMkkkgDgdScV5mfEHh1vg7D4fk8RaGNQfRI7AxnUoCI5WiEeWIYjCsckjPAJGaANnVvE9le+I/CcUNtqy/8AE0clptJuolGbW4UDLxgdWyfQAk4AJFTXfHWhS3HhjU1bUhYRXr3TXDaTdKhi+xXHzqTHhhhgeM8ZPQEi3rNx4D8X6rogudc8O30tpdMY7aSeGcz+ZG0flhS3dmRuhyUHHcecXd94M074eeGrrS5PDketpp8guTGtu0xc6ZcArKvJbMhQFWByxAIJNAHsnjLxAnhbwfqutM0Ye1t2aESKzK0p+WNSF5wXKjt16jrWBF8VPDzeJrqwe/AtE02G+ilFtLk5iknfJx2hWNwMA8sOTwOJ8Yv4fj0Pxg/hKfTbe2W10cmbSGjVY5ftk3zZQhQ4G05JHbkcGuTgjI0++l85iG0u3Xyt3C40Cb5sBuCc4+YDO35ScMFAPcoPiL4cnlsIlmu1e9ZEQNYzARu8rxKkh24RjJG64J6qe3NVj8VPCo01dQFzeNbs7glbCYlEURkyMNvCbZom3HqHGOeK8/sAP7TYlhv+32X3TnI/t26z0UHHTqAuccZ2453Tz/xSdwXGX/sO9C7W/wCofpvooPTOQB6gkruagD2JPif4f+165bu85fSr77EUgt5ZXlbymc4VU4wYpx6Yi3ZwRVyH4heGrh7oRXspS2sP7RkkNtKE8nYkhIJXkhJYmKjkbxxnOPIdCJHxD1wyzPKo8THYm8Hy/l1PCrgkr83zYADZbKgkqTHpQP8AY2snccf8IjP8vp/xL9M9AD+pHHQc5APY9O+IHh7Vb3T7O1uLgz38bSRK9rIoXaZAVYlcK2YZuD18s+2a1p4/8MeIdOmEEWpX1pJmGVV0W6mRgVztbbEQQysDg9mHrXAeHi7fEDSySwY3dxkHOc+brPqob9V9x6UPA7+HHl0s+Kf7M+xfZJBH/aoTy/MFppQGPNAGdu7GO2cEjkgHTaPN4NXxXcNa2epz2VnDbva2iaDOYraZJrsEqqxbgVdpMbhw27BJXCdBY6r4Ia8j1yw0Cc3U2Z0v4PDNzvk3g5cSCDJ3BjznnPvVPR/EvgnSvF+pJY634fs9PGmWaQrBdQxxbhNds4XBAz84JA/vAnrXSeBP+SeeGv8AsFWv/opaAKcmoL4i8Q6ELG3vY4tPuJLy4kvLC5tuPIkhVVMkQVmJmBxkcKetXLz/AJKHo3/YKv8A/wBG2ldBXP3n/JQ9G/7BV/8A+jbSgDoKKKKACiiigAooooAKKKKACiiigArhvC//ACVTx9/3D/8A0Q1dzXDeF/8Akqnj7/uH/wDohqBnc0UUUCCvE9Z8GeJbXxh4s1qxMhjGjSNaC2XY/myAriMqvzSfu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)
1
This JMC connector is 0.5mm pitch SMT
type board to board connector with
selection of boss existence.
Comparing with conventional JMC
connector, more small and space saving
are realized.
JMC CONNECTOR
0.5mm pitch/Board-to-board connectors
Emboss Tape
Specifications –––––––––––––––––––
• Current rating: 0.5A AC, DC
• Voltage rating: 50V AC, DC
• Temperature range: -25˚C to +85˚C
(including temperature rise in applying
electrical current)
• Contact resistance: Initial value/50m Ωmax.
After environmental testing/100m Ωmax.
• Insulation resistance: 50M Ωmin.
• Withstanding voltage: 100V AC/minute
* Contact JST for nitrogen (N2) reflow soldering.
* Compliant with RoHS.
* Refer to "General Instruction and Notice when using
Terminals and Connectors" at the end of this catalog.
* Contact JST for details.
Standards ––––––––––––––––––––––
0Recognized E60389
1Certified LR20812
Absorption misalignment type
4.0
4.33
5.15
11.0
5.1
5.1
3.4
3.0
3.4
10.0
4.15
4.33
Plug: Top entry type Plug: Side entry type Receptacle
0.15
+0.1
0
±0.03
0.5 ±0.05
0.3
2.8max
5.0min
±0.05
0.4
φ
0.5
±0.05
D
0.3
<Lead tip position>
0.8
0.85 0.85
1.750.25
4.35
0.85
0.15 1.42
±0.03
0.5
±0.05
0.3
±0.05
D
+0.1
0
φ
0.6
0.15
±0.03
0.5 ±0.05
0.3
±0.05
D
2.7max
4.7min
±0.05
0.4
+0.1
0
φ
0.5
+0.1
0
φ
0.6
+0.05
0
0.3
D±0.05
0.5±0.03
1.025±0.05
0.5
1.25
5.5±0.05
2.2±0.05
3.5max
6.2min
0.25
1.0
Absorption misalignment type
Note: 1. Tolerances are non-cumulative:
±
0.03mm for all centers.
2. The dimensions above should serve as a guideline. Contact JST for details.
Top entry type Side entry type
Absorption
misalignment type
Absorption misalignment type
Stacking height: 4.0 to 11.0mm
Stacking height: 3.0 to 10.0mm
• Secure mating
• Distortion preventive construction
• Versatile number of circuit and height
• Absorbing misalignment when mating
connector
PC board layout (viewed from component side) and Assembly layout