Circuit intégré TPS65162RGZR
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)
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)
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XaE0ZpXGQWdhaWEXlWltFAnpGoH/66s0lKKAFpwpop1MQvQ0YozS0wEopehooASkYKylWAIPBB5zThRigDhvEXw6tL7fc6SVtbk8mLH7tz7f3f5V5hqGnXmlXTW17bvDKOzDg+4PQivomqOp6TY6xaG2vrdJoz0z1U+oPUGgDyGDxzq8GnxWFmLSzVcL5sUQU/U9vxxXp2k+NYtB0eJPEGuWd9Lj5WtvnfHvjr9cCvPfEfw8vtL33Om7ry1GSVA/eIPp3H0/KuPtZltrqOWSBJljYFopM7Wx2NID6s0/UrPVLRLqxuI54HGVeNsj/APXVqvAbHx3rt9fWun6Ba2dgSw2xqBhsckEnAxx25r1q18V2lqLW11q6s7bUJcKUSXKlvbPIH1oA6SikBBGQaWgApKWigAooooAKKKDQB85fE5PI+IeoHpvEb5H+4tabX+kaZLDYaToiX93NEHEkn70MDnp69D6VofF3wpqL6sfEFvF5tmYlSbYMtGR3I9OnNedaHqp0fVob0J5mzIK5xwfSgDfvvC2rW1jLqV1DBbx5LGMuARk9AP6Vg9wQSCDkEdQfUV0ekJba9He6pr2p3P2e3k6dTtPT1x6YAqHUk03Up4oPDumXWVzubJYv+HOPrQBu+GfHhiKWWtPlfux3fp7P/j+frXoilZFV1YMrDIIOQa8GubWe1maG5heKVeqOpBFbfhvxZeaA4hfdcWBPMJPMfuh/p0+lAHsFFVNP1K01W0W6spllibjI6g+hHY1bzSGApRSUuaAFpwpuaM0CH0uabmimA7FFJmlzQAZxS9abS9qYC/SlpoNOFABXLeI/Aum69vnRfst6f+WyDhj/ALQ7/XrXUio7i4gtIWmuJo4ol5Z5GCqPxNAHgOt+HNS8P3Oy+gIQn5Jl5R/of6dah0e40+31FZdVtJLu2wcxq+0k+ue49q7jx5400vVdKfSdOZ7hmkVmmVcRgA54J5P4cV5z0pAeraP8StSn1OCy0PQzLZRjDQbvm2dBg9FxXrNrqUNx5aMfLndc+U5G736dce1fL+j/ANsC6Z9GF356r8xtQxO33x2qOXUNTj1L7XLdXS30bf6xnYOp+vUUAfWOc0ZryTwF8ULzUb+10bV4DNNM2yK6jABJ/wBsf1H5V63QAUUUUAFFFFADXRXUqwDKRgg9DXkHj34WbfM1Xw9Dxy0tmv6lP/ify9K9hooA+RVlmhSWEO6LINki+oz0I+tdla+L5rPQtO07SBHHcufKlzGNwPGCD05z1Nei+O/hrb6+JNQ0sJb6n1ZeiT/X0b3/ADrw6e3utLvmguInguYH5VxgqwoA7q58LKqNe+ItejjmkGQAfMY/4/QCuOcKHYK24A4BxjIrU0ieHXvFUcmrY2yIFKq20OwGB+ftWzea1balDNo+gaCm3JRmMe5xg4yMdOnUmgDnNK1W90W8F1YylG/jQ8pIPQj+tereHvFFl4giwn7m7UZkt2PI9x6j3rzPUvDmp6Rax3F7AscbttGHBIOOhArLjeSGZJoZGjlQ5R0OCpoA99pa4jwx46jvCllqzLDcnCpP0SQ+/of0NdtSAWl7U2igB1LTc0ZoAfmlBpgpQaYDwaXvTQawtY8YaNopaOe5824H/LCAb3z79h+JFAG+KoanrOm6NF5uoXkUCnoGPzN9FHJ/CvM9X+Iur3+6OwVdPhP8Qw8pH1PA/AfjXIyl5pmmmkkllbkvIxZj+JoA77Wfik77otFs8DoLi5H8kH9T+FcHqWpahq83m6leS3Lg5Ac/Kv0UcCtHTfDOq6vZyXVjbCSKNtp+cAk9cAE+9W/Do0G3u57PxHaSq7NtWUsyiI+jAYx9aAMfTdC1HWPM/s+0efysb9pAxnp1NXNDtNIj1SS08SJdQD7qkfL5bf7QxmtHWoJfBWqRXWi6kzxy528enZuzDmofGHiC312K1IMbXSAeY0aYA46Z780AWdTsbnwPex6jomqrNbTEAAHOQRnDdmHv/Ko/F2uWWt2FnP5VsuoEK0hiHIGOQT9exrm7vVbq9t4beZx5MIARFGAMDGfrVONHlkWONGd2OFVRkk/SgDr/AIYw+f4/03/pn5jn8ENfR9eO/C3wTrOm64NZ1G2+zQiFkjSQ4kJOOdvYYz1r2LFAB3ooooAKKKKACiiigArlPGPgaw8WWmXxBfoMRXKjkezeorq6KAPlXWtE1Dw5qL2WoQmOVeVb+Fx/eU9xWh4d8RvoVrqCxllmnQtHJ1w4BxkH1Jr6D8Q+HNP8S6c1nfwhh1SQcPGfVTXz74s8Hal4SvSlwpltHP7m5UfK3sfQ+1AGxpWkSeIbJdX1zWfLgyfvN83Bx34HTtmsfXI9HivFTR555YQvztKOM+3A/lWR/aNy2l/2eXBt/MEiqRypGen513UOtaL4a0ixmtdPjuLu4j4lLZwwA3ZJyRyegoA4dgGBBGa6zwz42n0nZaaiXnsRwsnV4h/UfrUL6Hr/AImvJdQ+wJCJMHJHlKeOMA8n61z1xBJbXEkEqhZI2KMM5wR16UAe7W1zBeW6XFtKssLjKuhyDUteJ6H4hvvD1wXtm8yBjmS2c/K3uPQ+9etaJr1jr9p51pJ8y/6yJuHQ+4/rQBpUtVb/AFGy0uDzr66it4/WRsZ+g7/hXE6r8SowWi0e0Mp6Ce4BVfwXqfxxSA795EijaSR1RFGSzHAArk9W+IelWJaOxDX8w4/d8Rg+7H+ma831HVdR1iTfqN5JOM5EfRF+ijiq8MLzTRwxKC7sEUdMk8CmBr6t4t1vWdyS3X2a3P8AyxtsqMe7dT/L2rDVFQYUVtar4Z1XR4llu7fER/jRtwB9DjpXRWFv4W8QaV5CRfYL+JMnaSW+v+0P1oA59PCesTaSupRWwkgZdwCOC2PXFaPhhvDV3bnTdWtPLu5CQlxuPzE9B7H9DVHRfEV34d1qWya722aM6yZBYZAOCB2ORWPq2qi78QSanbZU71dSyjkgdcfWgDXurm58G+Ilj02+LxPtYsy4DITjDL+dVPGGtwa7qMc0LFyilWk2bd3PGO+B71iXV3PdzGa5maSQ92Pb0qXTtLv9XuRbadaTXMx/hjXOPqeg/GgBt7qV3qDBrqYvt4VcYC/QVFbWtxezrb2sEk0zcKkalifwFepeHfgxNLsn1+6ES8H7NbnLfQt0H4Z+teqaP4f0rQbfydNsordf4mUfM31bqaAPHvDvwd1O+2za1MLGE8+UmGlP9F/X6V6voPhDRPDaAadZIsuMGd/mkb/gR/pW6KKADFJS0fjQAUUUUAFFFFABRRRQAUUUUAFVdQ0+01Syks72BJreQYZGGQf/AK/vVqigD588cfDu78NSPfWIe40snr1aH2b2964yCbyp4ZMZ8tw4XP0/wr6zkjSVGSRQyMMFSMgivG/Hnwua28zVPD8RaLlpbNeSvunqPb8qAMC+8Ual4h1O207Tbp4beaMAqTsIbnIZhyQAKuz+EtF0mzL6vrJFwy5VYcfy5J/SuDtLqayuo7iBik0bZBx0Nb2iLD4i8WSPqG5UmUyFI2xkgAYGfxNAGQfY5FTWt1cWFytzZzyQTrwHQ4OPQ+orrtY8QeH7azn0vStJikI3RtNIg+VuhIP3iR68VxlAC3Es13cG4uppJ5j1eVix/XpV3S9GvtZmeOxg81oxlssAAPqa3fCVj4d1OOSz1EOt85/dsZCoI9F9/rVDVUu/BWtJJY3gfcCY3X+IDqrCgCrbwx6RrccetWMjRIf3kOcEjsQe4/nXReIdE0SXSTrGi3CoqoXaEZIIHX3U+xqj4u8RW2t6RbKzQ/a/kciMZ2ZHI3f0rmE1S8j0z+z0l2W/O4KOWz1BNAHVaJ42kTSLi21O43opCxqy7nZSOR7j61yFne3GnyySWshjeRdhbAyBnPH5VX4xW5oXhDXPEjj+z7JjCTzPJ8sY/Hv+GaAMSSRndndizMclmOSTWho/h/V/EE/k6ZZSz4PzOBhF+rHgV6/4e+D+l2G2bWZTfzjnyxlYgfp1b8fyr0W2tbezgSC2hjhiUYVI1CgfgKAPLPDvwZt4ts+v3Rnfr9ngJCfi3U/hivTdP0ux0m2FvYWsNvCP4IlAH4+tXKKAExS0UUAFFFFABRiikoAWiiigAooooAKKKKACiiigAooooAKKKKAPNvHfwzh1nzNS0hUh1HlpIuiT/wCDe/fv614lNFc6fePFMklvcwtgqQVZGFfW1cj408B2Hiu2Mi7bfUUXEdwB19m9R/KgD50MrmVpCxLsxYk9yTzUhuCAMLzVjWNGv9C1CSy1GBopk6ejD1B7iqQGVFAEkNxJFcxT/eMbq4XscHNWdT1W61aZZLkphMhFVcBQaqBSzBVBJJwAByTXaeH/AIYa9reyW4j/ALPtTzvnHzkeydfzxQBxH4V1Hh/4f+IPEO14rX7NbH/l4uPlUj2HU/gPxr2Tw98ONA0DbKLf7XdDnz7gBsH2HQV1wGBigDg/D3wp0PSNk16p1G6HO6YfuwfZP8c13aRpGioihVAwABgAU6igAooooAKKKKACiiigAooFGaACiij8qACiiigAoo70DrQAUUUdqACijtRQAUUUUAFFFFABiiig0AYniTwxp3ifTza30XI5jmX78Z9Qf6d68vsPgzqT6jJHe30MdkjYWSMbnkHsO34/rXtdFAHO6B4J0Pw6oazs1acDm4l+aQ/j2/DFdFRRQAUUUUAFFHeigAoooFABRQaKADtRRRQAUUUdqACijtSUAf/Z)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 9.70€ | 11.74€ |
| 2 - 2 | 9.21€ | 11.14€ |
| 3 - 4 | 8.73€ | 10.56€ |
| 5 - 9 | 8.24€ | 9.97€ |
| 10 - 19 | 8.05€ | 9.74€ |
| 20 - 26 | 7.86€ | 9.51€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 9.70€ | 11.74€ |
| 2 - 2 | 9.21€ | 11.14€ |
| 3 - 4 | 8.73€ | 10.56€ |
| 5 - 9 | 8.24€ | 9.97€ |
| 10 - 19 | 8.05€ | 9.74€ |
| 20 - 26 | 7.86€ | 9.51€ |
Circuit intégré TPS65162RGZR. Circuit intégré. Fonction: IC de polarisation LCD compact avec amplificateurs haute vitesse. Marquage sur le boîtier: TPS65162. Fréquence: 500/750kHz. Nombre de connexions: 48. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: QFN. Boîtier (selon fiche technique): QFN-48 ( 7x7mm ). Température de fonctionnement: -40...+85°C. Remarque: tension d'entrée 8V...14.7V. Remarque: augmente la tension de sortie jusqu'à 19 V. Remarque: Convertisseur abaisseur de tension 2.5A. Spec info: fréquence de commutation fixe. Quantité en stock actualisée le 13/01/2025, 03:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.