Transistor APM2054ND
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)
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79vagCzIjm7eMeRueVJRukw4Ubc8Y/wBn1o1CNyX2+R++j8pfNk2/Mc4xwc9arpr2jTTGUXC+aiZOVbKjOPT1OPzpsuuadMoMkcj+WqTqCmOoBUjP1H+QaANqlrOi1m1l1AWKl/PPbHA4zjIrQoAWisrxFe6lYaNLNpFj9t1AlVhhPQkkZJJIwAMnqOlYb+M9Q3lYvDly+ZREgLsrMxjdyMbOD8oHXA3ckYoA7GiuUtvEGuRiX7Xocr7fMKmNWGdqqVUDB5YkgZwPlPOcCmJ4k15v3reHZkTKnyju3AFeSTt7NnoCcdskZAOuorlv+Em1gKGbwvdc+XhRJk/MFLZ+XHylsdedp6V1FAC0UUUAFFFFABSEAggjINLSEhQSSABySaADpRVW4uIDEAJ0GXUfK+DjcKM2v/Px/wCRz/jQBboqnb3lsFMZuoywZsBpATjJ9TVsEMAQQQehFAC0wRRhy4RQ5GCwHJHpT6KAKt2rqsRhwuZVD/KOVJwRzVjYvXaPyqC+nighR5XCKZUGT67hU0ciSoHjYMp6EGgB21d2doz64paKKAEpCyggEgE9Ae9UtU/s/wAmD+0JFjT7RF5RMhTMu4bBwRnLY471X1pdMYwDUZmh+9sYMU9M/MOnbv2oA1d6/wB4fnQZEDhS6hm6Ank1yiQ+Gdqut25VywVi7cnIBGcd+OO+fepfsehGAFr2V41YyLKJDhQw45HGMDv15NAHT7hnGRRmuQaz8NeWol1SSQg4/wBccjnPQDj/AOtz3rb0iLTVaR7Ccy5Hz/NnqSf6n6Yx2oA1aKKKACiiigAqC7/49m+o/mKnqOeMywsgYKT0JGaAIbe1gNvETDGSUHJUEnipPstv/wA8Iv8AvgVn2xu2l+zi5ICBgGMQ5CkCkE94b82vnnhtu/yuPuhvpQBdntbcQSEQxg7TyFHFOs/+PZfq38zWfdyXkUy25nLCTaCwiGF3NtrUgjMUKoSCR1IGOaAH1BLdxwziJlkyRkFYyw647VYooAwzd3X2798sn2YzKq4BzkthcjZ06HO4Vd0m4NzZu7QSwkTzLtkGDxIwz9D1FS38byQIscnlnzYznbnowqWCLyYtm4scliT3JJJ/nQBLSUtFACEA9RTJbeGcjzYkfHTcoOKoa4NSOmn+yywn8xN2zZv2ZG7Zv+Xdjpu4rEeTxv8AZbZPIsTMDH5rIQNxAiLZJPAJMo4GQAMDnNAHTCxtB0tofX/Vimpp1nHGI1tYdoJOCgPU5rnxP4ykghkazso5Q/zxg5BG2Tqd/Y+X09TS2epeKJJb+G40yASQ24aEqpVJJSq8bi2CM7vpgc0AdF9itckm2hyevyCnxQRQ58qJEzwdqgVyVzc+OpbCVY7CxineIhTGwLRv5S8jL4P7wsOegXPzdDNqA8Yxa1NPYtbTacJT5ds4UMy+R3bjjze3X8KAOrorj5ZvG8iQSLa2cbGF1liRh8rlIyrAlucP5g6gY55OAZG1Hxbb3ltFLp1s8MtwELxqWKx+bjLfNgfu8tu9cDb6AHWUVyFw/jJRfpaRxsGln8h7jy9yrgeVt2kDGcn5gTxzU6TeMEaWL7LYskauI5W6yEEhcgP3GCTxySMcAkA6iop7iG2VWmkCBjtBPTNcrPdeOGtzHFp+nrKyyDzQ3CnygU4Lf89CR9BRKPFk/wC5ksLGSIybg8p5UeccHCv1EeCB6/xZ4oA24LmCO8laW4gCMT5REpOQSScgnHVf0NI9xbw6l5r3FutuVL5Mp3FwDk4zjAUenam2ei2j6XZx3dhCkscS7owchGwMgH0BHH0qzHo+nwhBFaRpsUqu0YwDnP8AM/nQBBLc28+oQ7Jomj2lpPmbPynKkY4wDnOf6Yq7Be21yxWCdJGAyQpzx/n+YqJNKsY0KJbIq7dmB2X0Hpzz9eakt7C2tXLwx7WIxksScZz3oAnd1jGXYKPUnFIssbsyo6sy8MAckfWob2xt9Qt/IuY98ec4yRz65FU5/Dum3LbpYpGOc585vUnHX1JNAFq+l8qOLn70yDpn+Ie9P+22uAftMOD33j/PcfnWePDGkgk/Z25AH+tb1zxzxzUieHtMjMW234iACAsSAAcgfTPOP/rUAX4rmCckQzRyEDJ2MDiparWljBZRhIFKgIEHPYZwP1NWKAILoyb7dElaPfJglQCcbWPcH0FVZ/tqSMsRuJAAPm3RKDwT/d9QB/wL2q1cf6+0/wCup/8AQGqxQBkh9QIT5LkZA3AvF8ucZ/h7ZP5U4SXgtp5pTcxmOPeAzRnccZI4U4x0rUpKAMKDUp5xPteY+UhcbWQ5GMg8oOD+P0qIaxO27Y8jAEjKuv4f8s+54/nitCzkWERF0lIa1iwVjZhxu9B7imNI/lNCImK+YXV9sgI+bcONhFAF77PL/wA/k/8A3yn/AMTR9nl/5/J/yT/4mqHn3f8Afn/75P8A8ZpWluGtZNzS/eQZO5SATzjCA/57UAXvs8v/AD+T/kn/AMTR9nl/5/J/yT/4msFJJ/LLbnfGGx502c5IOPlHHzj+f8NPWSSbZBbyszspKh5pVOCAwydvs3P4UAatxHPHEGW9myZEX7qdCwB/h96Li3vRt8i9bvkOq8+nRadLCILNIwzsBMhy7FjzID1NF+kLqnnW8soGcGMZ28ex/CgDL+0akqQyNdZjfBO2PkDPPGz06VIkuoNdRxG6Ybjg5ix3PfbjoD+lVGS3a3QokgcbEMxjLDPG3jd6sKmdFklGFk3NIuxjESFXIGD83159KANZ0eMAteXGCwXhEPJ/4DULTbZfL+13ZbOOI1I7d9vuKitNPsyjR7kkjKhMDI5AIJBz6N26Vb/s612uvlAq4AZSTg4Jbp9STQBFDKJ5TGl5c7hnrGo6HH92pGVlk8s3lxu27vuJ64/u0R6ZawzLKkZDpyPnJ5xj154NXKAMz7SuwMbu8GW24MK5zx/s+9WY43ljWRbyfawBGVT/AOJqzS0AU50mhjDi7mOHUYKpggsAf4auVXvP+Pf/AIGn/oQqxQBUvJFiltGYMR5p+6pY/cbsKf8AbIv7s/8A34f/AApl5IkUtoznA809v9hqrzSF5GaPUXjUnhRECB09R7H/AL6PtQBb+2Rf3Z/+/D/4UfbIv7s//fh/8KolpSD/AMTVhn/pgOOPp681Ms4EpZr0lckhfL6eg6dqAAJp6gAWhAHAAtm/+JpM6d/z7H/wHb/CrP223/56f+OmuULW+VzFGCAoP77HICZ4DY/hP+SaAOizp3/Psf8AwHb/AApc2JjKLBIFJDHZA4yQcjoKwYP7M8oi4R9+f4Jl6AY/vVt2F3a7ZnQCNHkyqgDptA7ZHUGgCJrOwIAAvhjA4M/QHNSSQWEoIZLvnrtEw7AdvoKufbbf/np/46aPttv/AM9P/HTQBBdXSNCoVJyRJGf9Q/QOCe1LPceYB5Uk8XqRbMc8j1H4fjU3223/AOen/jpqGe4STb5V0YsdcR5z+YoAzD5kVuBH9s3ty2yzUc8AEgrjjAP4VXjQxohisbiL7uQLNMjBJHbHG78Me9bEU2xsyX7SDBGDFjnjnp7H86bJKzTbl1Aom7OwQg8ccZx7H8/agCpazxWwiYaRP5wQZlFsFbJAznA4/Djj6Vowaisse6S2uoT/AHXhYn9Aag8xt6n+0W2hgSPJHIznHT04q59tt/8Anp/46aAKsmqsk5RbC7dA2A6xHBGM55568UHVXESMLC7JZNzJ5Ryp449O56elWvttv/f/APHTR9tt/wDnp/46aAKS6xI0e4abeg4yA0RHpx/n0py6sxkCnT71VJxuMXT3/wA+lW/ttv8A89P/AB00fbbf+/8A+OmgCC6uo3hChZsmRBzC4H3h3Iq/VC6u4HhCq+SZEA+U/wB4VfoAr3H+vtP+up/9AamSm+8xvKFvszxvJzj5fb/e/T3qvrt/aaVpj6jfTvBBbEMXjXccn5QAMHOd2OlUU8Q6W8zRNrbRyCUQhX2AsxzjHy8g7W59jQBpZ1TH3bTP+83p9PWrcfm5bzAgGTt2nt2zWFH4i0qWYxprbEbEYP8AJtO4uAB8vX92x+mKW28QaXdxloNakdhbm6Me1Q/lj+LaVz6fmPWgDoK477LKNUgvftOUSKNRbtv29E54XH8TH39cZxasPFmjajD5sGtTBPM8oF41Xc+wOVGU6gMOPUEdRTBqvh3P/IRhCFQyOEiKuCQMrheRkqPfIxnNJpPcTVzVgnvLiMvFb2hGcfMWXt7r61ctAB54AA/en+QrDN/4fUKf7Ut8MwUEJEcklgP4PVH/AO+TQ+u6TYXem2S6lKp1FDLbeVEhV1xknhfQ5pjOlormx4m0l3VY9ZldTjLhECjIc9SvJ/duMDJBHIqUeINIJUDXwS23bjZyWAIH3euGBx70Ab9Qz/aML9n8vP8AFvz/AEqCf/RozJNfzqozztQ9s/3fQGkkZYVLSajKoUbjkJkD1I29KAJIvtu/975G3B+6DnPGP6/pSSfb/OPlfZ/LzxuznHH/ANl+lQQ3MM4Bi1ORgVDZATGD0/h4zSLd2z526wDjr88X1/u0ATn+0PMGPs2zdzndnGT+uMfjVus57q2jmEL6xtkI3bS0YOP++aBdWxxjWAc5xh4u3X+GgDSorOe5t422vrG05xgvGOcZ/u1JAy3O7yNSkk2nDbfLOD/3zQBdoqv9nl/5/J/++U/+Jo+zy/8AP5P/AN8p/wDE0AF5/wAe/wDwNP8A0IVYqs1o74D3UzKCDghOcHPZas0AU9RgsrmBYr+3S4iLgiN4vMBYcj5cH0zWcuj+H0AC6RHgFGA+xseV+7/D27VpXvmb7Xy1Ut5p+823+Bu+DXPx6FfqFtjrVyxReF+1kNjA6/Lz9aALraX4dghBbS4Y448Nk2jALjdg/d7bm/M1YhstIt9/k6ds3oY222rDKnt06Vm3mnX1lpV5LJdSXAFuVxLcEgcLz9zr8v6n3rYGpbkDCSxKnnIuuP8A0GgCrJpWhyyCR9LUyDJDfZGyMhQedvoqj8BSLpOhIAF0pFCgAAWbAABgwA+XplVP4CrxvZA7IfsYZTgr9p5H/jtAvJG+79jP0uT7f7PuPzoAorpOhIcrpSKcg8WbdRnH8P8AtN+Z9afLp+jTxQxS6YrxwoI41a0YhF9B8vAqwNSycCSxJxnH2rtzz932P5GpkmuZF3JHbMvTKzk/+y0AZy6VoSBQulqAvIH2RvVj6f7b/wDfR9agXQPDwuZZ/wCzCxkCqytbOUwuMfLjH8I/IVqXcV5dWc1vsjj82Nk3xzkMuRjIO3g1lHQdQCuqaldIpI2j7WxKqF24yU5zwcnnNAGtNLa3ChZYpmAzwYH7gg9vQmo9tmYgjxXD4x8zQyFjg5HOM9ayT4e1QsCNYvRjaB/pXoQT/BznGOa3Y/tkcSJ5UTbQBlp2JP1O2gCApYFdptZMbduPs79Ovp7n8z61ANP0cdNOxwBxauOAMDt7CtDfef8APCD/AL/H/wCJo33n/PCD/v8AH/4mgCjJZ6TKSXsCxKhTm1foMEDp6gGmtp+jOSTpoyQAT9kbkAYH8PatDfef88IP+/x/+Jo33n/PCD/v8f8A4mgCjLZ6TMcyWBY8cm1ftnHbtk/mfWpbVrG2Qm1hkRHAPyQPjHbHHSrO+8/54Qf9/j/8TXPS6VdTwRXp1CWzQ20aMI7wogAwc/d4J6E+lAHQNfQqpZhMABkkwPx+lC30DqGUTFWGQRC+CPyrnhpuoKPtcOpme2RJfMia4Lq5K4GDjjHpz+HNXDY3t/ptltlNuFgAPk3BUnKjn7vUED9fWgDVN9CqlmEwA5JMLgD9Ks1hx2d7YaXeI8huN6sxea4LEfLjA+XpxW5QBS1CJ5mtUjuJIG84/PGFJ+4394EfpWNqenxtIwvbzUHQKP3gihOeGwMiP/e47Z9627yJJZbRZEV1808MMj7jVDdJZ2zxobBHMmQu2IYLcYGe2c/pQBk31gy+GbkwapfeQImwhSLn/wAh5qh9k01mhRp9UOTkZhhODuxk/J1yore1yxthoV6VtYA3ktg+WODVVdO1hUC+Ro7Hacs0R64OOAOmcfrQBnT2untNJ51xqe4MUJ+zxc444wn+frU8djagT+Xc6nlE8p1EMJypOMAbOmR+v1q8LDU8puttHxn5yIW5HoB2/WiXTtRBl8mDSyC5KebGchefQD2/XmgDCng0tnbzbnVYycYkEMIyccEEJ2zx+Q7V0Gmabt0+L7Hqd/FAw3KhjhBH4GOkl06+KqY7bSy+0bg8Z27s8kDGfTv/AI0Lp+oecu+HSvK3jdtgIbbxnqSM9f0oAuf2fdf9Bi+/74h/+N0f2fdf9Bi+/wC+If8A43UM9hOWDW9rYD5RlXTIznnoM9Meneqq6fqwdibfRmXA2jymHPf+lAGh/Z91/wBBi+/74h/+N0f2fdf9Bi+/74h/+N1XtbG7+0j7Xa6Z5G3nyozu3cevGOtaH2G0/wCfWD/v2KAK/wDZ91/0GL7/AL4h/wDjdH9n3X/QYvv++If/AI3RfWVqljOy2kJIQkYQZqu9xpsRYSWUKFc53GEYx1/ioAsf2fdf9Bi+/wC+If8A43R/Z91/0GL7/viH/wCN1lTNHHdlsW6Rk7vLkWDhdox3yejHr39qit28m4D3X2Zol3eYuYBjAOR26fh0oA2v7Puv+gxff98Q/wDxus82TDR7dbjVr8xypHHtVIuS2ABxH0q0JbBpRELCIyEZCDyskYz03VFBAp0mIRaWokMI2syR4zt470AVre1aXSbn7PqGpQoisCkkUI525/udOa2LVZH0eBYn2SGBdrEZAOB2rN8hhpU32nTEaXY53IseMc471esLG0Om2pNrB/qU/wCWY9BQBNdqy6XOrOWYQsC3c/L1q1WffWVqun3JFrDkRMRiMehrQoAqXiu0toEfYfNPOM/wNTjHODj7Vz/uCm3kgjltGYMR5p+6pY/cbsKr3sdrelDIbyNkBCtFHIpweoyB7D8qAItcSddDvWNzkCJif3YqqviSyMYZtQdCVLbTbnOACew9jVnV7iJNBuowtwQISAWhf07nFaH2uH+5P/34f/CgDLXXbNigGovlzgD7M2fx44+pol1y2gMomvnQxyGM/uM8jPpn0Nan2uL+5P8A9+H/AMKPtcP9yf8A78P/AIUAZ0ms28Sq8l+yoyhgxh9fbr+lIus27zLCt9IZGcIAbVhycdyMdxWl9ri/uT/9+H/wo+1w/wByf/vw/wDhQBQutVjs2Alu5NhUMJFgyvJIAyO5wabb6xb3VzHbw37tJISADbkDIBJ5Ix2NaX2uL+5P/wB+H/wpPtcX9yf/AL8P/hQAvlXH/P1/5DFHk3H/AD9f+QxTItRt54Uli85o3UMrCB8EHoelP+2Rf3Z/+/D/AOFAFe+inFjOTdcbD/AKhfTrWSR5HniZ3+8So5/Wpb+6hk0+4Ro5mVkIIMD4I/KsqaL97KIdGtdgz5bNZnnjjPHrn/63WgB1wbQ3jxzeYSW2lgoKt8o5ADejnt/e96itpNOurkRKu0yZXLKm0gD2bkfL+eKdcR7ZWWDRrZ1A4Y2RwTg/Tvt7dz6ctaNyXC6LaDg7CbMntxnj6/l260AagsLYXP2kTwibOd4Vc5wRn9T+dRCf7Pokcsl4CiwLlVCg9O3I5qssKfblRtHtfsvGXFo2ehycbfXHHvUkFppr6VEI7CNZTCNrGyJwdvX7tADoWT+w3SC58uKOJo1RwuQFBA7n0q/B539iw/ZtnneQuzf93O0Yz7VmtaWCaZOJ7CJpNrnIsz05x/AO2Kv2F5ENOtfln/1Kf8sH9B7UATXZc6TOZAFk8htwByAdvNW6z767ibT7kbZuYm6wP6H2rQoApak8kMcM8f2f93JlvPl8tcFSvXB5yR2rJmnu7y5WSF9PWZcIuzUCcc5Ix5fUjI//AFVY8Uahb6bpaT3Vu08fmhdi20k5zg4O1FJ7dccVxkHjGxgIePT5YnX7vl6NegAc8fc9z+dAHW3r391pUtlFHpy+ZH5asb9jjsP+WfNUPsmqxosY1OMKQUG7USSSQR1MfXn8xWCvizSQoZtNm8wn5saLeYKkHcP9X9P1pG8X6eBJHHp83kuT8h0a86H/ALZ/p70AdI0WqQlC9/AFQhvm1E856ZPl8inNDqZd5I7yFF8zewGokgZbOOYuB2xXOnxfpT3EZlsbp4QqoV/sa8zjGG/gweOmaanjW2L5lspm3MCx/se9JwOnWPrQB0nlan5GGu7YlAS0h1Bsjhef9XgdP/Hj61EbbWeMajb42Ef8f57jg/6v2Jrnz4u0xHl8nTZlVzg/8Sa8BYZByf3fXgUr+K9GlMZfT7oYZmfbo15zxwPueuM/QEcigDprSPVLadXN1bzLGMmN9QYggjGT+79xWiNQv2IAg00n2vm/+N1xA8aWa7sWEzAjaAdHvRx2/wCWfsP1pD4t0zaSLG4Ds3zn+xLwggYwB8n+97c0AdOkd/FptjbONOSa3jVUlS9Oc7dpIzF9fypEime7EhNnI56I2pE5xn/plk9T37e1cxJ4v09ljA06X5OFzot4Nq98fJTovF2lRohGnXCyLIrfLo15jA/7Z9chcfSgDrg19DpxtVj0/GCoZ745z74iFWDqV6CAYdNBIJH+ntzjr/yzripvGdgyukdjcCNWLIP7GvMnJ7/u+MgDp0/Co5fFmmeYRFp8/lAjaG0W8BIHQHEfGOOnoKAOskE7z/attgjOwfK6gQDkKB/yy9h+Z9aZZW9xDOtxD9kkKHkG/wAjJHfEXHB6DA5HtXLy+L9NZQF02dsEn5tHvMHkgf8ALP0py+MdMHmRtpk7Rug/5g13jIIIBHl9OvT2oA7VdUvHRnWPTCq5yRfnAx1/5Z1GlzfRWqWskWmhhHsOL9geBg/8s641PF+miUltOmKfKBjRrwHGeR/q+OM469a1G8Z+FZJDK+n6sZCclv7Gus565/1f+cCgDeaS/j08Wwh08KYiiM983IxjP+rqF2vJtMjspU08ARqCY9QYEgY6fu+h4/Osb/hMfCm2Nf7P1fEYKpnR7r5QeePkobxh4SZizabqpJ650a69Mf8APP0oA6JBqcmn/Zo7eyZPL8vzDesx6Yyf3fJrZrkNP8b+HlkjtLS01aPzZAoB0m5VdxOMklMD6muvoAoatkWq4juH+cZ8j7wHr+H88VlfZy9sJPtGsgyMEAbO5M/xYHaukooAwGi8jTy4GpvksDGrFmwRt4z/ALuR9feoI9Ot2RrndqplTLCKUnLd8Yxg9f5jpxXTUUAc3BbfbLxuNVthJu3HftXnJ9PyrQbRs/8AMQvxwRxP6/hWpRQBmyaTvdmF7doSdx2SYHX6fhz/AErRUYUAkkgdT3paKACiiigCOaLzlUb2XDBsqeuDnH0qSiigAoopKAFpKWigAqpe2P2zZ/pVzBsz/qJNu7PrVuigDLbRyVAGo34xux++9fw5xjilXRysRT+0b85bOTNk/TOOnNadFAGaNJAaM/br35G3Y84/N04Ptx/OtKiigD//2Q==)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.24€ | 1.49€ |
| 5 - 9 | 1.18€ | 1.42€ |
| 10 - 24 | 1.12€ | 1.34€ |
| 25 - 49 | 1.06€ | 1.27€ |
| 50 - 99 | 1.03€ | 1.24€ |
| 100 - 249 | 0.93€ | 1.12€ |
| 250 - 437 | 0.89€ | 1.07€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.24€ | 1.49€ |
| 5 - 9 | 1.18€ | 1.42€ |
| 10 - 24 | 1.12€ | 1.34€ |
| 25 - 49 | 1.06€ | 1.27€ |
| 50 - 99 | 1.03€ | 1.24€ |
| 100 - 249 | 0.93€ | 1.12€ |
| 250 - 437 | 0.89€ | 1.07€ |
Livraison en 2-3 jours, avec suivi postal!
Transistor APM2054ND. Transistor. Type de canal: N. Quantité par boîtier: 1. Type de transistor: MOSFET. Fonction: td(on) 12ns. Id (T=25°C): 4A. Idss (maxi): 4A. Montage/installation: composant monté en surface (CMS). Technologie: 'Enhancement Mode MOSFET'. Boîtier: SOT-89. Boîtier (selon fiche technique): SOT-89. Tension Vds(max): 20V. Quantité en stock actualisée le 12/01/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.