Régulateur de tension LM2576HVT-15
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)
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)
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kZYY+tdm9zbpBLK8qeXGpZznIAA5zXPJe+H7/AE23/tXT47G1t2jFqmooiLyuU2ZOPug8dRjkUAV4fHNtcvcR2em3bzeb5UW5VQTECTJBYgYAiY8+3rxXs/Gs0EHn6nbs1ubaGUzR7AFdoDKwILZ/hbnoOPcjZ+weFbxryAQaXM0k6i6QbGJl5wGH97O7g+p96alt4SN/bbV0k3k0ASAboy8kW0gBR1K7QRx2zQBBa+Mo7xYhFpt557PIJInAjKKmzc/zkZH71Pc5PpVjw34iXW5L2Bfnks55IpnGAAwdgqgdSdoBJ6c+ucQaZa+FdSnurOwsLGZLGZZGaNEdBKR1BGfmGMH6Ct2DTrO1uGngtoopnXazooBI3FsH8WY/ifWgC1RRRQAUUUlAC0UUUAFFFFAHmvxQ/wCRm8Af9hxP6Vr6ldxeGPHa6pefutM1e3jtJLg/chnjZim89gyuwz6qPWsj4of8jN4A/wCw4n9K9EurWC9tpLa5hjmgkXa8cihlYehB60APMqCPzN67MZ3Z4x65rjtMvE8T+PDq1kwk0rSbWS0juAcrNPIyF9h7qoQDPqT6VZHw48Kg7f7MPk/8+/2iXyf+/e7bj2xiultrWCyto7e2hjhhjG1I41Cqo9AB0oA5b4of8k61T6w/+jkrrl+6K5H4of8AJOtU+sP/AKOSuuX7o+lAC0UUUAFcp8S/+SaeIv8Arxk/lXV1yXxHljm+GXiNopFcfYpBlTnnFAHN+D/Deo3HgzRZo/HWq2qPZRMII1t9sYKj5RlCcD3rb/4RXVP+ih6z/wB823/xuuO8K6IJvCWkSf8ACr9Mvd1pEftT3MAab5R8xBXIJ681sf8ACPj/AKJFpP8A4F2//wATQBs/8Irqn/RQ9Z/75tv/AI3R/wAIrqn/AEUPWf8Avm2/+N1jf8I+P+iRaT/4F2//AMTR/wAI+P8AokWk/wDgXb//ABNAGz/wiuqf9FD1n/vm2/8AjdH/AAiuqf8ARQ9Z/wC+bb/43WN/wj4/6JFpP/gXb/8AxNH/AAj4/wCiRaT/AOBdv/8AE0Aadx4HmvzAmoeNtVvIIp45/IkEAV2Rgy52oD1A71vX2mC88QWU02pIqQMJo7QxrvLAEZVuu35uRjt1xxXA6j4Su78Wcdj8OtO0mWO9t5jdxXUBZESRWbAUA8gEV2uoQPceMrFjpE7QQASG+QJgvhgqkltwVQzE4HJYehoA1ItA0i2t7mK00y0tRdIUmNvCsZcEHqVAz1P51k6b4Zh8+3uZNT+3PbXQlDbRt+SF4lGASAwD5LdyOg7aH9magllfRyaxNcyTRMkRkjjQRMQcEFFB7jr6VzMFlrWnmC80/R5raJHiimsYZIw0oWCZC/3tuN7xdTnCZxwKANNfCJUziDVdkySI9u3kqTCA7uAwz8+S7cnH55Jfa+C4raxtLZrx5Ps8VtEX2BS4i388HjO8/SsS/tdV02Ga6f8AtEzXo09HNvcLvLA7ZEXJG1uevQ565rQiXxMLjTLaeG7ZHEJuLhZUAjAEgcNg5LHMedowSKANTwz4f/sRZ3F8LtJkijjIiCbUjXao4PJx1PH0roKxvCtjNpnhu0sbhZVlgBjbzH3k4J5Bz0PUe1bNABRRRQAUUUUAFFFFABRRRQB5r8UP+Rm8Af8AYcT+lek1zXjDwTp3jSGzi1C4u4Pscpmie1kCMGxjOcGub/4UxpX/AEMXiX/wYf8A1qAPSaK82/4UxpX/AEMXiX/wYf8A1qP+FMaV/wBDF4l/8GH/ANagDa+KH/JOtU+sP/o5K65fuivNJvglotxEYpte8RSxt1R77IPfoVp//CmNK/6GLxL/AODD/wCtQB6TmivNv+FMaV/0MXiX/wAGH/1qP+FMaV/0MXiX/wAGH/1qAOr8aWN9qfhHULTTdzXMiLhFfYZFDAugbsWUMufevM9c0wpoHijUNL8P3GgaQdDkhmtpo1i8643Ahgikj5V3Ddxnd3xXQ/8ACmNK/wChi8S/+DD/AOtTJfgno08LxTa94jkjcYZHvshh6EFaAOd8L66sPhXSoj8VrOxKWkY+ytZ27GH5R8hJ5OOnNa3/AAkKf9Fksv8AwCtq9J0nSLTR9ItNNt13Q2sSwoXALFVGBk461c8mL/nmn/fIoA8q/wCEhT/osll/4BW1H/CQp/0WSy/8AravVfJi/wCeaf8AfIo8mL/nmn/fIoA8q/4SFP8Aoslj/wCAVtR/wkKf9Fksv/AK2r1XyYv+eaf98ijyYv8Anmn/AHyKAPH77xbdWTWT2HxMtdXmkvbeE2aWcAMiPIqtyoyMAk16Zd3N5F4m02BJkFpNDMZIvL+ZmXbg7vTk8YrV8mL/AJ5p+QpdilwxUFh0JHIoAz7O7vr0Tx3Gmz6fgYjkeWN9x55AUnp71gaJ4pYw3t1rFx5EVshiYNHhd0O1Z5M46b5Avp8vHeutnnjtoJJ5mCRRqXdj2AGSa5rWE0vV8Rm8EO+CW3ZGhbgu8TEsDjb90DnGdwoA6C2ure+R3hcOscjRk4/iU4P61ZrmtAk0jQ9Ke3i1ENB5k06mXKsibtxHPOFBAB7jFa1xrNhamRZJ/mjCM4RGcqGztJCg4BwaAL1LVQanaGCSdZGaONtrFY2PPsAOfwzT7e+tbt2W3nSUqqsdpzgMMqfxFAFiiiigApKWigAooooAKKKKACiiigAormF8XK3gO58U/Y22QW8032fzOT5ZYY3Y77fTvWTafEqG71Dw9Zppku/Vo3aX96CbVlD/ACkY+YkxuO33aAO9pK4S5+Isun2WqS6loc1lPZW8dzHDJcIfMSRyihiPuNkcg5ok8e6l/wAIzba3aaDbXcMrFGWHVEOGLhEVTt+ZmJxjjB4oA7uiuNbx4P8AhK08Px6eHuBtSY/a4wUkMe/CofmdQMAsBxkcVN4e8UazrGtXun3fh1bFLJxHPML5ZdrlA4AUKM5DDmgDrKK5HXPGr6LriaO2lSzXl1s/s4JJ8tyScOCcfJs6nOeOaJ/GskHigeHDpMralJMvkqJPke3IJafdt4C4IK9c4HegDrqWqOo6vYaRCkuoXUcCu21N55Y9cAdTwCeKhj8RaRNeW9pFfwyT3MQmhSNt29DnDDHbg80AadFZUesh/FE2i+QQYrNLrzd3B3Oy7cf8B6+9ctefE2Gzn8TQvpkhk0ZkSJRKP9LZiAQvHy4LL6/eoA7+iuLHjq4xpFw2hXA0/UBbA3XnLhJJgNqqvVwMjJ4x6VFpHxAm17UNXs9M0u3mksTIsSnUEDzFZNmSu3KA4Jzz29aAO4ozXn0vxKltdFS9vdHjt557uS2t4m1BBHIIwS7mVgFCggj3OMda0X8f2UL3aXMSWzQaZFqCLNcKrSbw58sdsjZ1BPWgDqb21S+sbi0kLKk8bRsV6gMMHGe/NZU3hi3uJBJPcXEjl97OdgLHCjqF4GFA+XGR1zWQPH8KafqNzcWTxNaafBfxR+ZkzrKvyqOODvGz8jS/8JZrw8UW+iN4YQNNEbjzf7QXiIMqs2NvUFxx3oA2I/DdrHbGEzTvuR0LsV3EMoXsAOAoxx+dKvhy0W9lug8++VonkUyZVjGSV4PTkjp6CqvinxZF4Sjt7q+tZG06QsklxEdxifGUUrjncQQDng49azdU8eT6FaWE2qaHPC1/BmCOKTzGNycbbc/KMMQRz04PpyAbKeGLeG1mgt7q8txKc7opAu0dwBjByBjJBPPWtG10+O0naVGYs0aRnOAMJnHAA/vGp7Z5ZLaJ54hFKygvGG3BTjkZwM49aloAKKKKACiiigAooooAKKKKACiiigDg7fwLrcXh298Py+I7aTS7i3ngRBpu108zcclvNOcFumBn2pLL4bLYa0NTh1P51vvtcaNBkKPKdNg+bpukZ8++Md672uK+IOo61p76D/Ycn+kSXzb4e1wiwyOYz9duB74oAj0zwXrdhZahHL4lgluruRZvta6cBJ5gbOX3O29cDbt4wOmKt2Xgt7eGwE2pee8OpPqd0fI2rPKysAAoPyAFgR1+7+NcfH4l1fxDpDy6TqcxFxrM6RwxzRw3EkCxg+XG0ilQVJyQeeDzXW6PrVxe/Di4vvtc8t5BBcI000axyLJHuHIUlcgjGRwcZ74o6XAZefD+O58Xf20t+I4XuYbua3+zgu0sS7V2yZyqkYyuDn1Fa0HhqNbjXXmuZGj1aVZGWItE0QESx4Dqc5+XORjrXC+Fte1yw0+TWryTWZ9KXSxNKdX8tA9ySu3ySozsILdQe3U1uaf8QLzUSlnDpEa6m19LZiOWd44/3cQkLElNwyGAAK5zRboHmPvvh39rvVvE1i4jubJI00qRg0hs9pyxYs2ZS54bJHHHvU03gWefxAfELaww1dLhGglWE+XHbgYMGzdyGBYk5zkg9sVmQ+NbyPx+NKkhLLfQ2hjRpQYbclZGf94oILHaAB/FjtTz8UFjn1HzNMLW1vZzXcEscjHzRHII8ZKgclhypYChAdPregz6lfafqFnepa3tiZPLaWHzY2DrtYFQyn0wQap+HfBsXh2+juIrxplSwWz2vGASRI8hfIPcv0xxisi6+IV5p9xd2d5pEX2yKa2gjW3meZHaZHfJ2xlsAIeikmtC88R3Go/DHU9ctoprG5WxuWRWBDRyIGGRuAOMrkZA4xxQBLq3hvWLjxKdZ0fXLewd7RbWSOax8/cFZmBB8xcferJu/hil7qx1CXVPne6nuJEWDAfzIkQKfm6K0at+nvWFY+OtXsLyaPUS093pOhT3F1BnalwytGY5QccbkP4HI7V01949nt9RksoNMjlkW5s7ZC05UE3CFsn5TjGPfNGwr3G23gfVrTVNHuE1+2ktdMtobeK3l08tgKoDsp8zCswBGcHA49c27PwffQ6tLqFzrhuJEt5rey/0VUMKyMGJYqfnIIGOF6evNYNz8QL+90O7zYJZSy6fqElvNFcGQpLbEo3BUcZ5B9uRVgfEK50ywSC/04SXphs2hMMrSCXzyVBbahY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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.31€ | 10.06€ |
| 2 - 2 | 7.89€ | 9.55€ |
| 3 - 4 | 7.72€ | 9.34€ |
| 5 - 9 | 7.48€ | 9.05€ |
| 10 - 19 | 7.31€ | 8.85€ |
| 20 - 29 | 7.06€ | 8.54€ |
| 30 - 32 | 6.81€ | 8.24€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.31€ | 10.06€ |
| 2 - 2 | 7.89€ | 9.55€ |
| 3 - 4 | 7.72€ | 9.34€ |
| 5 - 9 | 7.48€ | 9.05€ |
| 10 - 19 | 7.31€ | 8.85€ |
| 20 - 29 | 7.06€ | 8.54€ |
| 30 - 32 | 6.81€ | 8.24€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension LM2576HVT-15. Régulateur de tension. RoHS: oui. Fixe/réglable: Tension de sortie fixe. Fonction: 3A HIGH VOLT STEP DOWN SWITCH. Date de production: 201427. Remarque: 1.23-57V 3A. Remarque: régulateur de tension fixe. Tension de sortie: 15V. Nombre de connexions: 5. Courant de sortie: 3A. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-220. Boîtier (selon fiche technique): TO-220-5. Température de fonctionnement: -40...+125°C. Produit d'origine constructeur Texas Instruments. Quantité en stock actualisée le 04/09/2025, 04:56.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.