Circuit intégré UCC2808N-1
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kbiFz91xzg/MOnft6QgHg0AcO+oalvcf8JHIxxHMsUOmgvsdgAMZz1PI54waLbXYnhEn/AAk01z9kQTz7LEp5ke8EDnjoyg9+/HNdzRQBwlpqEqwXLL4qnmMca5Z7HG3LKufm4PP4fN9a0bDxNp9nG4vdae9Mk21HWykXB2/d4BBPyk/XNdTS0AQ2t1FeWsdxCSY5BlSQQfyNTUUUAQ3KSPbusUpjfHDBckfgax4rmeWO8TzbpyIWIBh2c9Btwc59utbFxbi5jCM7oAc5Q4NY0dk1s+oRiG8dWhbbJJPvDcdFGDj8jQBSlNwL2180TY+0MBsEu7Pkt93dx/k9q6eCHyIhH5jyY/ic5NcvNCUvLX/R5ObhsAKFLfum6EouPz7Gur3r/eH50ALUF4rNbMFMgJK8xHDdR/n6VNvX+8PzqvebXtSuGf5l+VGwfvCgDnNLkkFtZKJmxsi+VZG9fTfjPqMdO1Xpbm6lvHt4tRmiYyFVP2UEDnpk9f596o6VHIbayYQsV2RfMsbevrsxn1OenetywSRL263G6KkkgzNlRljwvt0/CgDQpaSigCO4eRLaV4gpkVSVDHgnHGazRqd6PNV7WBXXiP8A0lf3nXnHYZ2/n+d6/VnsZlWLzWKkCPON3tXPjRpJpI1m0O0Ee5SzfaCcc8nHfGB9fbsAaD6jqKquyziZmOAplUZ+nzeuKS31a8kZVktYNxkVSqXKkhDwW69j2qi1jdJPGseh2+F3bWM3C59s+w/zwXnTbhoBu0a1MkbARgznGMsxOfrg++aALcmrahHsI06L5sgh7tF2ncRyfcbTx647UsWq3z2gkewijlLYKm4XAXGS2e4Ht6GqL6TcSRI0mkWckofLZlYDgjBHJxjnj2pG0meaSJZtGtSinaG885Vd24nr1zzmgC4dU1PdKq2cDFGG0CdeVz1PPHH5+1PXU9RVWMtjHuCDCLMuS+Rx16DJ59u1Z7aTcTSs8ui2ZJG7LTE/Nj/P86WWxvJY5XfRLdppWYsv2ggFflIyc9yW/LPtQBdXWL9g7jS1MfAjK3SHeSfbp6/54euqXzQysbCNZAw2Rm4X5kxyc/XtVJdJlSyaD+yLVwJMiMSYUhfunrx1b1/pUmnaDAWkN3pcMQJ3JiQuckknJz79vegCSLW76WAyLpak78BRdLkL6n07fgadbaxe3BH+hQBSpKsl2r5446ep4/Crg0bTwHAtlAdQrcnkDHH6D8qYdB0ssrGzjyoAB57HIoAgOrX6nDaWoYvsUfak54JP06U621S9lmUT2EcMJYoZPtSsQR7D/GrH9jafx/oy/K5kHJ+9gDPX0A/Kk/sTTdwb7KgIcyAgkYYnOevrzQBmy6hc3qgTaJbTQAg5luY2CtnB4I4x09c8VXkG5h9m8NadIu/G4yRcrk88Ctg6DpjSmU2ieYWLbsnOScnv3NI/h/SpAQ1omD1AJGeMc8+9AGdLCgeQQeG7CVR9xt8Q3cdxjioQAZCD4YsFGMjdLDz6dvT+dbMehabFjy7VVAJOATg5BHP5mkbQdLdtzWiM2/fliSd3r1oAia+uorS2a1s4MeX88AmUbB22sOMfh+VK+oXwUMlpERs3EiZSM4HGcjvkZ9h68SnQtLIUfY0G0ADBI4HTvSf2BpRjij+xx7YuEGT8vX39zQBTfVtT+bybO3kGMqTcIM8Z5+bj9a3EJZASMEjkZrMfw7pTxsn2VRn+IMcj3BzWmihEVFGFUYFAEN7j7DPuMgBQjMRww46j3rnGvRErgPrLJJkj90SY8Aggd+d3Ge49sV0d9u+wz7PM3bDjyzhs+1c5awzNEyyXetRhYTIpc4JA98cN7HGc96AFdy9qkol1hVL4O0HK4XPPzdP6/owXCrDsS61lnDlywiLEY4I6/p+maajywuER9edNvzbk9fQ5/wA+o7zQyiS8tSra4uGRCZVKq3JPzZ+oBPsPegBZGK2kZ+26o2+RxlEyewxx0HoR3/HLIWM8LxG/1TzTthOEwVYjOcZ46d/UdR10/wCw5vMZv7Y1DDY48wdvw70+TRTKF3ahe5VUGRLjpjJ47nHP1NAGI+pRBJIDdasHdU+XYN6DqcYOenX6H0OJElng1KZJLrVZPKHmJH5QxIAAxAOeeu3t/jqvojvsJ1O/ysewkS43ck5PGM84/CkOi3JtZIRq94rMSUkDfMoOMD3xj9fXmgCjbGS5srtorvUxJtHyuoDKSc/KD3xxVaVpRbm5S91iMCVEMZi3FR1Pfn69sema1/7DlLhm1a/JByP3nTjGOlSHR3Nys39pXu1TGRH5nynb6+ue9AGXFcEKJll1ZwjspBjxksMA4J6DYf8AvqmSSvLbofterIrYjJEOGyqqCT9ck5HFab6HI4Yf2tqABUrxIMjPvipP7Hc27wtqN4Q5Vt3mfMCDng9h2oAxxdmUxkzayuHQ7PJwTtwdpPQg4OT3zSy+ZNO6Lc6wjR/MhCYV8Ju9fpxxzwO9aw0aTy9janfNz97zMH8wKii0KaFoymr3xABDB3zuyMZ9iDz6e3TABmKJHg8177WMxsCcRFd3bgenB+ue9K18r2ojE2rZSbcWCfNjb0OD06HB55HtWvHo8iSmRtTvXO1lAaTgZGOmO3X61ENCmDyE6vflXAGDJ0xx/QfrQBRlf7FaOGvNUIimZWkZdxORx17f49hzVeK6NrNFI9zrEgRiShiJULuHXnnjHvycdRWtNodxJIzJrF9GHcsVDDAHoPToB+dSnR5PtQnGpXnEok2F/l9CMemP8etAGU0Unnyo15q5EOc4GA2cLxjk9cj/ACKldy/mN9p1NR9mSRTjbjGPfqSOe3PvzorpEokVjqd4QrqwG/jA6g+oPJP+FN/saQCMLqd8Nmf+WnXOOvHbH6mgDIXcbAyG61lWiblurNuHpnGBt/Dd+NdWn3F69O/Wsp9EkZgw1S/U4UNtlxuwMenGfatVQVQAkkgYye9AEV7cNaWU1wsEk7RoXEUYyz4HQD1rI/4SR8kf2Hqu4MB/qOMZHOc+hz+Fb1Q/aY8kDe2CRlY2IyPcCgDEu/FYsXujPo+qeVBIUEqQZVwBywOQMZ4HrmrMWvGW7S3/ALH1RAzBTK8ACLkA5Jz05/DBrS+0p/dl/wC/Tf4UfaU/uy/9+m/woAmoqD7XH/dm/wC/L/4UC6jPO2b/AL8v/hQBPRWbJqZW+VFR/JAAfMR3ZJAGOc9x2q59pT+7L/36b/CgCaioftKf3Zf+/Tf4VQXULn7eY3UCAPtyImJPylgOuent296ANWis1NTJvGRo5PJJKoRGScjOcjr/AAt2q39rjz92b/vy/wDhQBPRUP2lP7sv/fpv8KPtKf3Zf+/Tf4UATUVD9pQZ+WX/AL9N/hQblBn5Zf8Av03+FAE1FQfa4/7s3/fl/wDCj7XH/dm/78v/AIUAT0VCblB/DL/36b/Cj7TGOokHuY2A/PFAE1FJS0AJUVtzG3Of3j9/9o1NUNt/q2/66P3z/EaAK6y3UrLskhVS8i4MZJwrED+IelZs2vtBO0UjRLtzliYwM5xjmXPar0UxW5t4guQ8k5J9MMatXWIrSeRFUOqMwOO+M0AZ2n6pNqMrxxtEuwAkkI3Xp92Q1f8A9JL7PtNvuAzt8o5x/wB9UhtHKkLdygnr8qDP5AH8jVP+zpvPVvLiJUP87E4O4r2znOF/zmgAuRKmpwllt3k8p23C3JbgjgfN1qzBLdz7uVjx/wA9LcjP/j1VJIY0vLeOSS1jnMTkqQTkZXkfMDj/AOtT3hCIrqYpFY4BjgZv5NQBe2Xf/PaD/vyf/iqqpbzDU5pA1t5nlp8/kHPVh13e1UQ8MMkpllUyeesaxshUEkLgcn5SScAk4ParaWjLeF5bSJY5FVMrMSQRuPTA9RQAjpJbXdxcHyCViRiUtiWOS2f4qjOskJv3nH/Xo2f/AEKp2tdl7ciIRCMwR7kaIvuwX9xVSS3txCJTbwRgyKpIsirD5hzknj6nigC9Z3FxewCZHVFPTzLdlJ/DdVjZd/8APeD/AL8n/wCKqtZG5jt0SO3jCAcZ/d49sAHP14FWoppGmeKSNUZVVvlfcCDn2HpQAmy7/wCe0H/fk/8AxVGy7/57Qf8Afk//ABVWKKAK+y7/AOe0H/fk/wDxVUU1Fjd3MDXtqpgZVbMTDBIyAfm79q1qo2tpJDqN5O6W6rMVIaNcO2Bj5j7f5xQBMFuiMieDH/XE/wDxVVNQS+8hSsyFQ3ziOPBI5/vNjritOobo4t35x0/nQBFaR3iBTczRuNgG0Jghu5Jzg/kKtUUtABUNsf3bf9dH7/7RqWorb/Vt/wBdH7/7RoAqxypEE3OikyTbQzYz8xqB72ee2uY3S3A8t87JSxOB2yozToxm8tj5qqFknJXPLZYgcfnRBprT/vrmXeHXgKoBwTu69uuOOeAc0ATHVoDK0cStMVbb+7ZTk4zwM56VKl20ihktZiD3DJ/8VSLp8CuXUzBt24nznPOMdz6VTubW2S7to0sI5D5hcsQuSSr9SeSeDQAlxbyz6xb3jabG6xRPHudUMg3EEhTu6HaM/SpotUiKqIrO5CEgKQgC5PvnFP8As8f/AEC4vySqcO99PtYUintmV0DIIeuGHOcYHTNAGi8rSKVexlZT1BKEH/x6spWc6hcRLbXEcaSRlUjZFAJXno3tWjaxTyWkMj3kxZkDH5U6kf7tV1VLS5nmlndi9xGmXxx8ox0A9aAGoSdRmUR3ZYRJkecuRy3+1Ve4ub9ZyiWl4qDu2Xzz1yrY/DrVmBIV1i6vBdRtEUUEDGFOSMZ/CtYEMAQcg9CKAOcW7v2JIiuSgB58t8kgdOGPfirltma7mYR3i4RVwZVzwzj+97VoWf8AqW/66yf+hmqtpNFFdTiSREJzjc2M/vJKAG3C3QUi3huS3955gAP15/SpbOJ5rffLJKr7mBUSHjBIx+lRXOpSRX6xJsMIwHJXkHvzu/pVyzOYGI6ebJ/6GaAD7KP+e0//AH8NY3lXlxLLBDeThgZNuZcDhsDsT3/Sth763j3Fi+FJBYRsRnp1ArP06RH1KQowbmY8H/aWgC01tcmNgZdyllIi3Zxg8/Meaiu7a5NqN0+VD5KBymFxjG4cnnHWtPcM4yM+lQ3RxbOfp/OgCK1t7qIReddlwq4ZNowTj161cpKKAFqC0/1Tf9dX/wDQjU9QWn+qb/rrJ/6EaAGWsUbJvZFLrLLtYjkfOaqR27IIljkmdpY92HnZVUDGcYB9RV2z/wBQ3/XWT/0M1SkiklksfL6iFs5kZOPk/u9T0oAS1t7pCwQGIhj8zOWB+YnPIy3BHp060l/bT3FzHH5yKSRghWGPkk9GFEdpci4fahjYvuMnnFv4VA5IyRwTjpU0+nTXKMstxG25Qv8AqiMEZ54b3NAD1t3gjJe8dBwMIBj/AMeB/Tj2qhAijTbWW3XzpC6bpXbBB3DI6fhWlFZeXIW3hV4/dxqFXI749f8AAVXt9PjfMgbYwlfbtij+XDEDHy+1ADIxe2kAB3bYj/EVZSnYDABz07fn3kmhMssm0qGW6VgWUkfcXsCKr6kbuK4t4o7kvE7DzQ6D7vXqBxwD/kGrTypFNKXbAN0gH1KLQAy5tJEjE2bMeUQ5JhK4UHJ5ycflS6fHBLGXhuxIB8reS2Fz3z7+pqea0t73bKXkIKjBimZQR/wE89abFplvDIkiNcFlORuuHYfiCeaAC0g/ct+8k/1sn8X+2ahWyYMCy3G9ZHIZXUghifU+hq3Z/wCob/rrJ/6GasUAY9oYoIJYYgttIrnPm85Xexx164z+Y61Ja6dNGu77Rs3nfmNSCMgZHzEjrk9O/atSigDAiMn9jqrpJPO7b28yIkctnIwMZ5zUmilo55ont4oyzOco2ejdOg9a07H/AI8Lb/rkv8hVCx/5Ccv+9N/6GtAFq6tXmljaOOEbX3Mz8k/KR0/Ed+1SXG4WJ3bQwAzjp1FWGZVGWYAepNQ3ZxavyO386AJqWkpaAErDu9VbT2aNXiGSzBWUkn53zzkdMVu1UitoJgzyQxu29xlhk43H1oAx7HWJmJQtBgyZXCEl9zksBzxjmthYJdlu6OqOkewh13dce49KgjsTHkfY7VsSFlYvz94kfw8Y4/KrW+7/AOeEH/f4/wDxNACNHdspHnwjIxkRHP8A6FWPdQta3dtbS6jIPtGVT55Nxbj/AG+nNbO+7/54Qf8Af4//ABNUrqxmvLyCaa3iIiU7cXLrg5B7L7UAW44bqKNUFxGQoxlo2JP1JbmqkE7wxOJL20QiV8hkx/Gf9qpvs03/ADy/8nJP8Krx+W15Jai0smlRQx3Tlm5JznK5/wD10ALdWi3dxbPNcWhkifcgMZyflI/v/wC0fwJHc09I1mdjLJHKwuQ3yDAB2gdMn0qbyZcqfsdrlcbf3h4x6fLUaQXSSEra2qgyhjtlPTH+59aANAAKAAMAdAKKi3XH/PKP/v4f/iaN1x/zyi/7+H/4mgBtn/qW/wCusn/oZqeqdo0/kt+6j/1sn/LQ/wB8+1T7rj/nlH/38P8A8TQBLRUW64/55R/9/D/8TRuuP+eUX/fw/wDxNAEaWMMaKimYKowB578D86ov4egbzSJ5yzliN77gpb69q0t1x/zyi/7+H/4mjdcf88o/+/h/+JoAr/2fhGxJ8xKnbyIxg54UGoLzTgbUfvMlXD4cHZ0xgKCMDmr+64/55R/9/D/8TVTUZrqO3UqkagsAzfM+Bg9gPXFAEltp62/knz52MYwB5h2njH3en+FXKqWc15IF+028calAdyyEnPHG0jjv3NXKACs0ztFNJEiX5ALNlY1KnnOAT65rRooAy/tz7SfK1LggY8hc9/anLdSNt+TUPmx1iUYznrx7fqK0qKAMw3knl7vL1LsMeSue/PT2/lSG7lXdlNSwv/TFDnp0wPf9K1KKAMqO9eSQoF1MEDPzQKAeM9cY5pouNkjTC21DzCAGfyE3NzgDpz1rXooAzPtsgQt5Wokgfd8lcnBA9Pf9KktZ5Ll9pF9FgA5ljVQfbp7/AKVfooAiEL8f6TL+S/4VFPbTSQSIl5MrMpAPyjBx1+7VqigDKs4riD7SJGuYwJNyqpDhgfQsM9fp69zU+64V1VjcEsMjGw9P73GB19avUUAVokmbIeaVWU4P3SDx67fepPJk/wCfmX8l/wAKlooAiEL/APPzL+S/4UnkSf8AP1N+Sf8AxNTUUAQ+RJ/z9zfkn/xNQ3RS3hDXF5IqEgcheT6cCrtJQBTTVrGRgqThido4B/i6VdpMUUALRRXn/jn4kp4S8QaVp0VsbhHcS6iyqT5EBO0EY/i3MDj0X3zQB39FRm4hFr9p8xTBs8zeDkbcZz+VQLq2nOwVb62LkgBfNXdknAGM9c0AXKKqf2pp/lhzfWwUttBMqj5uDjr15HHvTTq+m7Ff7fbFGOAwlUjOM9c+nNAF2iqv9pWJUt9sgwEEh/eDhDj5j7cjn3ph1fTVxnULXkgD98vX86ALtFU21bTlClr63G77uZV57/0NObUbFdu69txu5XMq89enPsfyoAtUlVP7V07OPt9rn/rsv+NEmq6fCzLJfW6spIYGVcgjrn0xmgC3S1Ti1SwmLCO7hYqu9gHHC88/Tg/lTf7Z0vAP9o2uCQB++Xv070AXqSqp1TT1Khr62Ut90GVRnr059j+VKmp2EiuyXtuyou5mWVSFHqTnpQBZoqqdTsBGZDe24QHaWMqgZ44zn3H50r6jZRo7vdwKqEBiZBwSMj9KALVJVRdW05k3i+ttuAc+auACcDPPrSHVtOC7jfW2OmfNXmgC5RVYajYsoK3kDAsEG2QH5j0H1q1QBU1O+/s3S7q98ia48iJpBDAhd5CBnaoHJJ6V8zzT69ql7DqOqaB4sS+kvZLic29gxWIFWCmPOMkfuhg4GIhzzX0prYH9hX+4bl+zvkbd2flPbBz+R+hryu3tU2yO1naYwAY/IOeBn/nlnAKkjtxx2oAtfDfxVdw+GrnR9d0nW7AW0jR2LyabO5MDZ2KdqHlOn0xXSjWbPzd/2vUjx1OgT5z2OfKrmoWNvcxu8MPmWx/dusBOwjOQMRdiSc/njvatfCeqXVvHKtpaCFsOqqygbsnPBTI6D368Z6gGwNXtdjKb3UiC24f8U9PxwB/zy9s0v9sWflFBe6lgsCP+Kfn4AGCP9Vjmqk3h/X5tolsrd1VwwxKgySAGJG3vgD8MjmpoPD+u28TqtvBnerLiVBt2ZKY+TGckdqAJzrVrhgL3UxkY/wCQBPnHYf6qmjV7MK+LvUMt0x4enwpyDn/V/X86y/8AhDdWEigWNqF35Z/MUnGMDjb2/qa3vDej6rZa1c3l9DCgmjIZkdSWb5cZwo9G/OgCq2sWrAg3uokbsjPh+fgccf6r2P50razZszn7XqXIwo/sCf5Oc/8APL0yPxNdrXJ+N9S17T4rFtCWBmEhe4R3BkdAMbVTacjcykkEYx70AVG1azkRke81EqykY/4R6fHfsYvcfl70r6vZuQTeannBDH/hH5ju5zn/AFVXR4qubWSKC808TSizSeV7J/MXzMHegGOxBxz0I6Vo2XiG3vLuSBoZoAib/MmXapGe2fbB/H1BwAYH9r2qooS81Deu4bz4enzggYHEXbn65oGrWYRgbvUSTyp/4R6f5Tkc/wCq68Efj7V2kcscy7opFdfVTkU+gDi21qxBZvtmpqA25SdBn+Rct8v+q9/09zTTq9hhf9L1JSABxoE/IwQw/wBV3JB/CuzkiSaMxuMqeoqgdA0skZtEODnkn/H3/l6UAcy2u6eJcvf3+zqUOgz9cAE/6v1FTW2vWKyq015qVwi8Oh0KcAnGOoiyK6WTSrGUgvbqSM45Ixk59aH0qxkmEz2yNIGDbj1yOhoAx/8AhJNAKFfsd8VbqP7GucH/AMhUo8S6CMAWl/x0H9jXPH/kKtMaFpgDAWUWG6jHXtTv7G04LtFpGB6Dj0/wFAGYPFGiLjFtqAwcjGj3XX/v1W/FKs0KSpu2uoYblKnB9QeR9DVD+wdL72UZwcjOeP8AOTWhHGsUaxou1FAVQOwFADqSlooASlpKXvQAUUUUAFFFFABVDUNH0/VHie9tknaHPl7s/LnGf5VepaAOUTwvKs6yi001WRCiMHmyBtYAdfQgH15pbXwlBBLEP7O05YUKkhWkJG3ONuTgY3H8zXU0UAVrLT7XTo3jtIhEjuXYAnliACefpVqkooAWikooAWikooAWiikoAO1IgZY1DNuYAAtjGT60tFAH/9k=)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 5.93€ | 7.18€ |
| 2 - 2 | 5.64€ | 6.82€ |
| 3 - 4 | 5.34€ | 6.46€ |
| 5 - 8 | 5.04€ | 6.10€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 5.93€ | 7.18€ |
| 2 - 2 | 5.64€ | 6.82€ |
| 3 - 4 | 5.34€ | 6.46€ |
| 5 - 8 | 5.04€ | 6.10€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré UCC2808N-1. Circuit intégré. Nombre de connexions: 8. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Température de fonctionnement: -40...+85°C. Remarque: UVLO Opt 12.5...8.3V. Quantité en stock actualisée le 13/01/2025, 00:25.
Produits équivalents :
UCC3808N-1
Circuit intégré. Nombre de connexions: 8. Montage/installation: montage traversant pour circuit im...
Circuit intégré. Nombre de connexions: 8. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Température de fonctionnement: 0...+70°C. Remarque: UVLO Opt.12.5..8.3V
Circuit intégré. Nombre de connexions: 8. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Température de fonctionnement: 0...+70°C. Remarque: UVLO Opt.12.5..8.3V
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.