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pJb1Lc+KvDtlcyW11r2lwTxnDxS3kasp9CCcisLRfFvhuLVfETyeIdJRZdQR42a9jAdfssC5HPIyrDPqCO1AHZOiSxtHIoZGBVlYZBB6g1ylro3iXw7ELLRLqwvtMTi3g1Fnjkt07IJFDb1HbK5A4ycV0ljqFlqdsLmwvLe7gJIEsEqyLkdRkHFWaAOastC1O81e31XxFdW0slqCbSys1YQwuQQXJbl3wcAkAAZwMmulorO1DX9G0mZYtR1aws5WXcqXFykZI9QGI4oA0aKw/8AhNPCv/Qy6N/4Hxf/ABVXdP1vSdXZ103VLK9aMZcW1wkhX67ScUAY8+havpepXN94burQR3cnm3Fheq3lNIero68oTjnhgTzioZ9D1/xEVt/EVxYW+lhg0llp5dzc4OQryOBhMjlQvPrXW0UAAGBgVh67/wAhjwx/2E3/APSS4rRv9U0/SoRNqN9bWcTHaHuJljUn0yxFctrXi3w3Lqvh14/EOkusWoO8jLexkIv2WdcnngZZRn1IHegDtKwNY0C6m1OPWdFvUstUSPypPNjMkNzGMkLIoIPBOQwIIyeoNW7PxNoOo3K21jrem3U7fdigu43Y/QA5rUoA5WW18aanGbW5utJ0uBxiSexaSaYjvs3qoQ9eTuxW/pemWmjaZb6dYxCK2t0CIo9PU+pJ5J7k1bqK5ureytpLm6niggjGXllcKqj1JPAoAyPGn/Ii+If+wZc/+imrcri/Fvi3w3c+DNdgg8Q6TLNLp9wkccd7GzOxjYAAA5JJ7VtJ4x8MSOqJ4j0hnY4VVvoiSfQfNQA/X9BTW4IGjuZLO/tJPNs7yIAtC+CDweGUgkFTwR+BrOI8dFTBu8PL2+1jzicevlYxn/gf+FdRRQBlaDoceh2kqm4lu7y4kM11dzY3zSEAZwOAAAAFHAAArVoJwMmsRvGPhdHKP4k0dWU4IN9ECD/31QBt1T1XS7XWtLuNOvULQTrtbacEdwQexBAIPqKz/wDhNPCv/Qy6N/4Hxf8AxVbFvcQXdulxbTRzQyDckkbBlYeoI4NAHJPpXi+A2sYm0fVRZyGS1urxpYJUYoyZdUDK52uwz8ueuM8jT0bQLi21KbWNXvVvtVlj8oNHH5cUEec7I1ySATySSScD0reooAKKyrvxP4fsLl7a813TLadPvRTXcaMv1BORUH/CaeFf+hl0b/wPi/8AiqANtlDKVYAgjBB71xsvhjWtO0660fSprG+0S4R4hZag8kbQRsMFFlQEleTgEZGevFdTYalYapbmfT722vIQ20yW8qyLn0yCRmrVAHMW2garqWp2uo+JLq1k+xv5ttYWaHyY5MECRmbl2APHCgdcZrp6Kz9Q13SNJkSPUtVsbJ3GUW5uEjLD1AYjNAGhRWH/AMJp4V/6GXRv/A+L/wCKq5p+vaPq0jx6bqtjeug3MttcJIVHqQpOKAMm80DUrDVLjVPDd1bwyXR3XVjdhjBM+MeYCvMb9ASAQcDIzzTtC1rV7rxDqWk6xaWVtLbQQzxfZpmk3q5cE5ZV6FAOldJXLeIf+JZ4q0DW14jkkbTLkgfwS4MZP0kVR/wM0AdTRRRQAUUUUAVdM0+LSdJs9OgZ2htIEgjaQgsVRQoJwAM4HpVqiigAooooAKKKKACiiigDD8af8iL4h/7Blz/6KauRvNTu0+Hnie2XQtQkiLasDdK9v5YBmnySDKHwM8/Lng4zxnrvGn/Ii+If+wZc/wDopqw7j/klvij/ALjH/o+4oA3PCf8AyB7j/sJX/wD6VzVuVh+E/wDkD3H/AGE7/wD9K5q3KACiiigAooooAKKKKACiiigArzrSv+JvYeBdCGGgt9Nt9TvBn+FI1WJT9ZDu/wC2dei1578JR9s0CTVjn95Fa2cef7kECKcf9tDLQB6FRRRQAUUUUAYfjT/kRfEP/YMuf/RTVuVh+NP+RF8Q/wDYMuf/AEU1Vtd1m+m1FfD2gbf7TdBJcXTrujsYjwHYfxOedqd8ZPA5ANPVvEGkaFGr6pqEFtu+4jt87/7qj5mPsAa4K28ZPbeHiLHTNZbdrbsbhLIqhR9QJKZbBLMrFcAcE4OD07XRvC+naNK9yivdahL/AK6/um8yeT/gXYf7K4A9Kwf+ZP8A+5l/9y1ADLLxloq+Nb+S+nl0wz2FpHGuowvbEsslwT98AfxDnvzjoa7pWDKGUggjII71gRwRXPjTWYJ4klifS7JXjkUMrDzLrgg9azbnRbvwgz6j4ajkm04fNdaMCWBXqXt8/ccc/J91umAcUAa2u/8AIY8Mf9hN/wD0kuK3K5q81G01afwjf2M6z2s+oM8ci9CPslz+R9u1dLQAUUUUAFc94zsJ7vw9JdWQ/wCJhpzi+tPeSPnb9GXcp/3q6GigDm4r2HUvFPh++tzuhudHu5oz6qz2hH866SvPPCINp4mttHbONKj1K1jycnyvNtJI/wAkkUfhXodABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFZl9ql5aXJih0HUb1MA+dbyW4U+3zyqf0qt/buo/9CnrP/f2z/8Aj9AEfiW3hu7/AMO21xEksEuoSJJG4yrKbO5BBHoRVDwR4b0KPwr4f1BNF05b02FvL9pFqgk3mNSW3Yzk5PNRa1rV++q+HWbwxqyFNQdlVpLXMh+yzjAxMRnBJ5wMA85wCeEtav4vBmhRp4Y1aZU0+3USxyWoVwI15G6YHB68gH2FAHRX/h3RNVuBcajo+n3kwUL5lxbJI2B2yQTjk1yvg6FLP4g+MNPhAW2so7CG3QfwIY3bHvgsQCcnGB0FdPZ6te3N0kMvh7U7RGzmaaS2KLxnkJMze3APWsJWbSPiDrk1lo97fPe2VlNObaSIbWDToCfMkXqqKOM/dOcZ5AOyoqpHdXEmmm5/s+eOfaSLWV49+R0BKsV5+ves7+19a/6Fmf8A8C4f/iqANyisP+19a/6Fmf8A8C4f/iqP7X1r/oWZ/wDwLh/+KoA3KKpadd3l0JPtmmyWRXG0PKj7/X7pOMf1qtd6ve2908UXh3U7pFPE0MlsEb6b5lb8wKANaikUkqCQQSOh7UtABRWNNrV/FPJGnhjVplViokSW1CuAeo3TA4PXkA+1M/t3Uf8AoU9Z/wC/tn/8foA1L+8i07Trm+nOIbaJppD6KoJP6CsjwVaS2ng/TvtAxczxm6nyOfMlJkb9WI/CsvxTc6xrfhbUtNtvC+rRzXMBRWeW02n2OJ84PQ455q3pXi6fVdLt72y8L6tJbyr8pWS1AGOCMGYEYIIwQDx0oAq/EW4ZdO0WwYE22p6zbWVyoYrvicksuRzg7cH1BIrqlWz0uzwqwWlrEOwEaIP5CvOviBq17P8A8It5nh7U7fy/ENo6+bJbHzGG7CLtlPzHtnA9SK1NbC6l45a1vtOn1O3sLOK4t9OjaLEjyO4aZhI6q2zYqjJOC+cc5oA7KKa01C23wyw3MDcbkYOp9uOKwfClnHp194jsrYCOyh1IeRAv3Yt0EUjBfQFnJwOBk1hxBdM8b6PJp+hXWi/2hJJBdW7GAR3CLEzh9sUjYZSq/NgcNjnNaljqV3Z6/wCJY4ND1C+U6gjGW3eAKD9kt+P3kqnPGemORz1oA62snxTczWXhDWru3kMc8FhPJG46qyxsQfzFQ/27qP8A0Kes/wDf2z/+P1j+Ldav5fBmuxv4Y1aFX0+4UyySWpVAY25O2YnA68An2NAHR6LotloOmQ2VlDHGkaBWZVwZCOrMepJOTk+tZvhq8tbvV/ExtrmGYHUUbMbhuPstuM8e4I/A1g+LNWvtQn0fSbrw9q8FjfXTJcR+dbBrkLGzCIETYAJGTkjIBAznFZviK2g0OxfWtJ8HX+k6hBPG8c6PaojE7I/KYJMSUYADaFPJzjOaAOsTToNN+IcElkiwJf6bO1zHGu1ZHikhCOQP4gJWGfSunrmr26mXxVpNyLG4eb+ybxvsqtH5mTJa/LktsyP97HHWtGy1W8urpYpvD+pWaEHM08luVH12Ss36UAalcx4O06BLe+1KVFl1G41G7E1ywy7BJ5I1AJ5ChUAA6CtW/wBSu7OcRwaHqF8hXcZbd4AoOTx+8lU5/DHPWuAuvEWqWHgDU2t9I1O0LahdKb3zLfEIkvXDf8tchlDEZxgMM52/NQB6Quo2TXhs1vLc3Q6wiVd47/dzmsDxVp8MNxpWt26JDfW2oW0TSquGkillWF0YjqMODz3UViz6HpQ0Q2a+A9St0jUsl2klmJ4mHPmCXz924HnJP1quPEmral4C0W4vNA1KSWS406RrkPbhJiLmIggGUMC+BjKgZbnA5oA9KorD/t3Uf+hT1n/v7Z//AB+tO2uZp7EXEljcW8uCfs0rRmQY6DKsV5/3u/OKAOS0rytW+KXiU3sKTNpEVpFZl/mEQkRncqDwGJxk9cACtPxHeWsGueGI5rmGN/7RdtruAcG1uFzg+5A+pFct4b1S9HxJ8ayLoV/5k32HcheDMGISAX/eYIPX5Nxx1weKk0fQ9Mv/AAxpWs3ugT+ItQ1CMXd1cBoS3mNGQVPmOg2gOyhRwNoOAQDQB0fjywtbrwbq1xNAjXFpZy3NvNj54pEUsrK3UEEDpXRxh1iQSMGcKAzAYye5rymPVb2HwF4v0lNH1WWys1u7aCSSa3b7LH5IPlufNy2wsfu7vlwOSMV3n9u6j/0Kes/9/bP/AOP0AblczrljFqvjDQrO7AltIoLq8MDjKPIjQohI7481iPerX9u6j/0Kes/9/bP/AOP1j3OtX58Z6ZIfDGrBl0+7URGS13MDJbZI/fYwMAHJB+YYB5wAafjeW3tPAWuK8kUKtp08cYYhQSYmAUe/tWxPb2Wq2Rjnigu7WVfuuodHBH5HiuL0fS7PxlqHiC78Q2EjzRXD2EVpclD9lh8tT8uwkBm3klwc9ADgVBo95PofjS+0vTfDmpR2Etqty1kkttiGQuV3oPNwqMO2c5XOOtAHSeCo2t/DKWpleRbW6urWNnOSI4riSNAT3wqgfhXQVzOhXU1n4fnkg0+5vnOqX48q3aMMB9rm5/eOox+Oeatf27qP/Qp6z/39s/8A4/QBF41hNz4dFsZGSG5vLS3nCkgvFJcRo65HTIYj6ZrZjis9LstkSQWlrCvRQERFH6AVyfibWr+TSoFfwxq0QGoWLbnktSCRdREDiYnJIwO2SMkDJGbqt7PrnjS3sNT8M6pNZ21n9pj055bXEshcqZHHnbXCgAAZOCxJA4JAO+guLTUbctBNBcwHKkxsHU+o44rB0CyTSPFWu6dahY7F4re+jgQYWJ5DKjgDsCYg2B3JrnLydtE8VaPe6X4V1HTpr2Zra5tY3tFS7QRuwO1ZiN6lQQxxxkE8gV0ei3c954z1eSfTrmxYafZKI7hoyxHmXPP7t2GOcdc8HjpQB01ZniO9l03wvq1/BgTW1lNNHn+8qEj9RUdzrF9BcyRR+G9UuUU4E0UlsFf3G6YH8wKqeNJ5P+Fea5L9lm3vps26HKbk3RkHPzY+XJJwT0OM8AgCeBLG0tPBekTW9ukcl1ZwzzyY+eWR0DMzN1Ykk8mtq21CyvJHjtby3neP76xSqxX6gHivMDqV7deCfBujy6LqqWF2ltBO0c1un2tBblhGp83IDFRnO0lQR1OKs+K0g0vQJNV0/wAIXui3unJ5lteRfY0CEcbXCTEsh6FcHOeBmgDqG0+Cx+IdlNZItubzT7lrtYxhZjG8IQkDjcPMb5uuDiunrirjWtQPjLS5D4Y1VXXTrtRF5truYGS2yQfOxgYAOSD8wwDzjZ/t3Uf+hT1n/v7Z/wDx+gDcrmPCWnQM2p6vMiS39zqV0pnZcuqRzPEiA9gFTp7mtWw1O7vLgxz6HqFigUnzbh4CpPp+7lY5/DHHWuJvte1LSPAutPYaZe7kvL/F/GYTHDm8lBbBkD5UEn7uMjrjJoA7/wDtCyF59jN5b/av+eHmrv6Z+7nPSsHxbp1uP7O1eFFi1C21G0VLhBhikkyROhPdSrnj2HpUEHg7w/L4W8pvD7RsUMnzmI3ZkHIfzlYjeSMht/cZIrn4fEeq6h4A0iW60XUrhzeWR+1iS22zbbuPaf8AWg5bAHQDJ645oA9OrmPiCol8G3VuP9bPLBDCc8rI0yBWHuCQ34Vb/t3Uf+hT1n/v7Z//AB+ud8TaxfXuo+HrFvDeqxltRW58tpLXMoiRnwMTEcMEPzEDj1wKAO+orD/t3Uf+hT1n/v7Z/wDx+prTV724ukil8O6naox5mmktii/XZMzfkDQBrUUUUAFFFFABRRRQAUUUUAFFFZFzrF9BcyRR+G9UuUU4E0UlsFf3G6YH8wKAIvGn/Ii+If8AsGXP/opqw7j/AJJb4o/7jH/o+4qTxbrV/L4M12N/DGrQq+n3CmWSS1KoDG3J2zE4HXgE+xrmbpYJfh54jEngydi0upTm5ZLQiOQSzBXP73duQHbkAkbTtyMZAO+8J/8AIHuP+wnf/wDpXNW5XF+GNZv4tKnVPDGrSj+0L1tySWoAJupSV5mHIJwe2QcEjBOx/buo/wDQp6z/AN/bP/4/QBuUVSuL24h0+O5j0u7nlcKTaxtEJEyOclnCcdDhj7ZpYb24l057l9Mu4ZlDEWjtEZGx0AIcpz2y31xQBcorD/t3Uf8AoU9Z/wC/tn/8fo/t3Uf+hT1n/v7Z/wDx+gDcorD/ALd1H/oU9Z/7+2f/AMfq/p97cXqObjS7uwKkALctExf3Hlu/64oAu0UUHgE4z7UAIzBVLHoBk1ynwysxY/DfQ4gMbrfzv++2L/8As1T6hrmoNpt0D4V1hQYXBYy2mBweeJ6oeEtZv4vBmhRp4Y1aZE0+3USxyWoVwI1+YbpgcHryAfYUAdpRWH/buo/9CnrP/f2z/wDj9a000kVo0yW0s0gXcIEKh2PoCWC5+px70ATUVmWOqXl3ceVPoOo2SbSfNuHtyv0+SVjn8Kk1G/ubJoxb6Re34YHJtnhXZ9fMkTr7ZoApeNDjwJ4hz/0Dbn/0U1ReDdNms9CW7vl/4mmosby8Y8ne/IT6Iu1AOny1ieONYvrjwZqUEnhvVreOVFjeR5bXAUuoIO2YnkHHA710A13UQMDwlrP/AH9s/wD4/QBuV5rreu2egeBFub3zPLbxLJjy1yfk1F5W/wDHY2/HFdd/b2o/9CnrP/f2z/8Aj9eewaZHqmiy3h8G319c3Or+e00ptpVSP7bveNA0pKqV3A4AUliSdpzQB6Fa/wDI9at/2DLL/wBG3Vblcb4MgS31rXIlsLuyVPIjigupUZoowGYIux2GwM7kc8b8dFAG1NrV/FPJGnhjVplRioljktQrgHqN0wOD15APsKAOSlhbQ/iVpOkR5+wX97JqVsuOIpPs06zqD6EtG2Oxdq9Frj/Frm38VeEruKzmvJ47i5VYYSgchoGyRvZV4wOpH54rU/t3Uf8AoU9Z/wC/tn/8foA3KKw/7d1H/oU9Z/7+2f8A8fo/t3Uf+hT1n/v7Z/8Ax+gDcorD/t3Uf+hT1n/v7Z//AB+rNjql5d3HlT6DqNkm0nzbh7cr9PklY5/CgDk7SE2/x1vVUnZPopuSP9oyRRk/lEv5V39colvEfizPc7d0q6HHHnJ+RTO5+hyR+G33rc1G/ubJoxb6Re34YHJtnhXZ9fMkTr7ZoAv0Vh/27qP/AEKes/8Af2z/APj9a9vK89vHLJBJbuy5MUpUsnsdpIz9CaAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDD13/kMeGP+wm//pJcUeC/+RF8Pf8AYMtv/RS1X8VQPdXvhyBJDH5mpsrMrFSF+y3G7BBBB25wQeDg1y3gjwdqFz4b0XVJ/EmtWLm1iaK1tLwtCE2jaWWXepyMHAAUZwBxQB6bXD+F23fFHx582QP7PA56fuWq1f8AgWbUbgTz+MvFKPtC4t7yOBcf7scajPvjNX/DXhKz8M+e0F1d3UsyJG0tyyltqlio+VVzy7HJyTnr0oA36KKKACiiigAooooAKKKKACiiigArk9K/4p/xle6OxxZ6qX1CyJPAl48+Mc+uHA/2m9K6yuU8bnzTodpanGryalE9kw/5ZhOZXIzyvl7wR33AUAVPiPG7jwmURmC+JLNmwM4Hz8mt/W/DlprbwTPNdWl5bk+Td2knlyxg4yM4IIOBkEEVZ1jSLTXdLm069RmhlxyjFWRgcqykdCCAQfas2Hw9qcUQRvF+ssF4B8q0Jx2yTCST70AS6T4YtdLvXv5Lq91C/dPL+1X0od1TOdqgAKoz6AZ75pmgyI2ueKIwcsuoxkj2Npbj+hofQdUKEJ4u1hW7Ew2h/wDaAq5omiW2hWTW9u80rySNNPPO26SaQ9WY8ZPAHTGABQBpVh+NP+RF8Q/9gy5/9FNW5TJYo5onilRXjdSrKwyGB4IIoAo6lpmn+IdLWC6Qy27lZY3RijIw5V1YYKsOoIrMtfBttHe291f6nqmqtasHt0v5wyROOjhVVQWGeC2SO1JZ+E7jTovs1j4m1e2sU4gtwIJBEv8AdDSRMxUdACeAKs/2FqP/AENms/8Afqz/APjFADbqRP8AhPtKj3DeNLvCV7gGW2x/I/lW9WLo/hyLS7241Ce9utR1K4URvdXRXcEHIRFUBUXOTgDknJzW1QAVznhiK21Dw3dwzIk1vPf6gro4yGVrqbIIPqDXR1zreFDDqVzd6XrN/paXTmW4gthE0byHq4EiNtY98dcevNAFY+ArJ4vskurazJpY4/s57zMO3H3Ccbyv+yWI7dKteKjDb6PYWyhY9+p2EcMajGdtzG2AB6KrH6Cpf7C1H/obNZ/79Wf/AMYplt4Yxq0Oo6jq9/qclsSbVLny1SEkYLbY0UFsEjJHAPFAG/RRRQBxPhmN1+KHjpmRgrjTypI4b9yw4q/L4ItRczyafquraXDcMXltrG4VImY9WAKnYT32kfnVzVPDaX+pxanaX91puoInlNcWuw+ZHnO11dWVsHJBxkZpP7C1H/obNZ/79Wf/AMYoAqeIdMs9H+Guu2VjCIrePTbrAySSTGxJJPJJJySeTXSxussayIcqwDA+oNc5deEpNS2w6p4g1S+sMhpLSVYESXBzhzHGpK+2ea6WgArBvJETx5oyswBfTr1VB7nzLY4H4An8K3qy9b0K31uKDfNPbXNtJ5ttdW7BZIWxg4yCCCMggggigCtqfhW1v9SOpW97faZfOoSWexlCGZRnAdWDK2MnBIyPWrOi6BZaGkxtzNNcXDBri6uJDJNMQMAsx9B0AwB2Aqsmg6mEUP4t1gtjkiG0AJ+nkVHceHNRuITEfF2tKjcPtS1ViPZlhBU+4NAD/CDrJokzowZTqV+QR0I+1y1vVV03TrTSNNt9PsYhFbW6BI0BzgfXue5Pc1aoAwfF8iR6Pbb2AzqdgBn/AK+oj/IGrOteH7PWxA8zz291bkm3u7WTy5YSeu1vQ4GQQQe4qzqmmWms6bPp99F5lvMMMuSDwcggjkEEAg9iKyrfw5qUEKxf8JfrTKvClo7VjjtktCST7mgCXS/C9rp2oHUZry+1K/2GNLm+lDtGhxlUCgKoOBnAye5pljKkvjzWgjbjFp9lG+P4W33LY+uGU/iKV9B1MowTxdrAbHBMNoQPw8gVa0TQrbQreZIZZ7ie4lM1xc3D7pJnPGWOAOAAAAAAB0oA1KxfGKNJ4I19EUszabcAKBkk+W3FbVIyhlKsAQRgg96AOX0HSbPWfhtoNlfw+ZEdOtW4YqyMI1IZWHKkHuKfb+CrVbu2n1DVdV1ZbVg8EN/Orxo46NtVV3MOxbOOvWls/CUumobfTfEWrWdiv+qtUEEix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Common Mode Filter Chip Inductors
FASTRON adds a Common Mode Filter in package size 1812 to its product portfolio. The 1812CMF has two parallel copper windings wound providing a symmetric coil.
A ferrite plate on top of the ferrite core works as a magnetic shield and allows for pick and place assembly.
Applications
The 1812CMF’s general purpose is filtering fast signals path at high frequencies. The Common Mode Choke is designed to provide highest quality
for the most stringent applications e.g. automotive, industrial and automation. The part could be used in data-line filters, Ethernet networking,
CAN-Bus, USB, wideband noise suppression and EMC circuit protection for incoming radiation and outgoing noise emission.
Revision date : 02 Nov 2019
Technical Data & Packing Spec
Case Sizes - 1812
Tolerances - +50%/-30%
Packing Code - 01(Taped / Reel)
1812 CMF - 101 X - YY
(Case Size) (Series name) (Inductance Value) (Tolerance) (Packing Code)
Ordering Code
1812CMF-101X-YY
Example:
1812CMF-101X-01
K0
T
drawing only schematic, see table
Packing
Specification
B
b
d1
d
D
P0
P
P1
W
D0
Type Packing Code D D0 d d1 B b W P P0 P1 K0 T
1812 01 180 1.50 60 13 18.4 13.7 12 8 4 2 3.40 0.35
1812 04 330 1.50 100 13 18.4 12.4 12 8 4 2 3.40 0.35
Technical Data
www.fastrongroup.com
L – Value (rated inductance)
Measured with 4285A Precision LCR Meter at frequency f
L
Measured with E4991B Impedance Analyzer, 4286A RF LCR meter at frequency f
Ζ
-55°C to +150°C (Including component self-heating)
Flat top for perfect pick and place assembly
Recommended soldering method
Moisture Sensitivity Levels (MSL) MSL Level 1, indicating unlimited floor life at ≤ 40°C /60% relative humidity
Using lead free solder (Sn 96.5) at 245°C ± 5°C for 5 ± 0.5 seconds, min 90% solder coverage
of metallization
Standard: IEC 68-2-20 (Ta)
Resistance to Soldering Heat
Resistant to 260°C ± 5°C for 10 ± 1 seconds
Standard: IEC 68-2-20 (Tb)
Resistant to Isopropyl alcohol for 5 ± 0.5 minutes at 23°C ± 5°C
Standard: IEC 68-2-45
Defined by the following standards
IEC 68-2-1 for Cold test : -55°C for 96 hours
IEC 68-2-2 for Dry heat test : 150°C for 96 hours0
IEC 60068-2-78 for Humidity test: 40°C at RH 95% for 4 days
Temperature cycle : -55°C to +150°C to -55°C
Max/Min temperature duration : 15 minutes
Temperature transition duration : 5 minutes
Cycles: 25
Adhesion of Soldered Component
(Shear Test)
Components withstand a pushing force of 10N for 10 ± 1 seconds
Standard: IEC 60068-2-21, method Ue
3
Mil-Std 202 Method 213, Condition C
3 axis, 6 times, total 18 shocks
20 mins at 5G
10 Hz to 2000 Hz
12 cycles each of 3 orientations