Régulateur de tension, 1.5A, DIP, DIP-16 - L4962A
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)
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PK6MYNTTypBjfCo35Vh8vy84qZtTnEzxiDUyFbbu8lcHnjHyVG8+pO0bNaXCMsnyKZl+f5W/2eO/5fSpJbnVFf93Y3EiFiAfOVT1PJBX2H50Aath/yDrbJJ/dLye/ApbL/jwtv+uS/wAhSWAxp1sMk/ul5P0FLZf8eFv/ANcl/kKALFFFFAHlni7wHdXt5JdZR4bq4JlGeIsyDax5UkY6gdCOjcYo6V8PYIhENRwzCTyZ7dOUDOrbGHCjglD93/CvV9Qtmu7KSBGCs2CCenBB/pTP7MhaeaWQs5llSbGcbWUADGPpQBzWl6NZ6dcWT29uglW5kszLty5iUswyx56oK07PSZzBp4kUR+TBLFIGOW+bAXHrwPX0rcSOOMEIiruJY7RjJPU0+gCG0g+y2UFvu3eVGqbsYzgYzU1FFAFe9/48Ln/rk38jU9QXv/Hhcf8AXJv5Gp6AMsi6ispJbdp5n858RKYxwZCDyR2HP4VM0Ev2+H/S5v8AVP2T1X/ZqtLb3X2MtYKGmaeTPmzuqgbm5wD6444qwbRPtsO5ps+U+f3z+qe9AEs9vJ5En+lzfdPZPT/drNaXVY4gIIZ5QvC/PGu4bRg8r65/KtKe0i+zyfNN90/8t39PrWeLXURbfuShO393ulk/2uvz9xt/WgCxaR3Mk7vNPNFIYULJ8hxy/wDs1Jd28nkr/pc3+tj7J/fH+zVewtZmmkN7uWfy03CKd9vVvU1Yu7SLyV+ab/Wx/wDLZ/7496AJ/s8n/P5N+Sf/ABNZinUIlmEAmlUM5U7kGT5hyPu/jWn9ki/vTf8Af9/8ayxbXu2UWuNu9ypkmk6+Ycg4YdqACBtSnuoRdLNbqJPlO+Ns/I3otan2eT/n7m/JP/iay4La9N1D9uAVfM+Typ5M/cbrlv8AP8tT7JF/em/7/v8A40AFiMadbAkn90vJ78UWX/Hhb/8AXJf5CksQBp1sBniJOpz2FLZf8eFv/wBcl/kKALFFFJQAtFFJQAtFFFABRRRQBXvf+PC5/wCuTfyNT1Be/wDHhcf9cm/kanoA5+6jSW0dbKfToLgzSh3nRWx8zds9QcHn0qwg04XNuJTYmTyW3lduM5TOP1pl0s13YtBbXtzZuJ5N0kdsz7huYYzjjnByPSrMdwsdxbI7TyOsDKzmBwWOU56UALP/AGV5En/Hl90/3fSs2SAMiG2u9ORTg4dUJA2jjp65P41sz3cXkSfLN90/8sH9PpSQXcX2eP5Zvuj/AJYP6fSgCjaLp6Tss72TyCJNzDZgnL1Jd/2V5K4+x/62P+7/AHxTblzcXr+VPcQERpkrA5zy3tVYxTQOkkt/dTKJU+RrZwDlx/j+goA0v+JT/wBOX/jtZRhjdZDa3GnxqXbG4IcHec9vT/PrufbIv7s3/fh/8KgtLuLyW+Wb/Wyf8sX/AL59qAMuCGKO6hN5c6fKpk+UIqDHyN7f5/DnU/4lP/Tl/wCO1DqMwnW3jjeeFzLw4gfI+VvaqslrdySM/wDa12gLEgJauABk8fr+lAGtYbf7NtdmNvkpjHTGBUNldxixtxtm/wBUv/LF/T6VNYHOnWxGeYk6jHYUtl/x4W//AFyX+VAB9sj/ALk//fh/8KPtkf8Adn/78P8A4VYooAr/AGyP+7P/AN+H/wAKPtkf92f/AL8P/hU5OASegrMXxHorKGXVrIqVDg+ev3ScA9fXigC59sj/ALk//fh/8KPtkf8Adn/78P8A4VGNW04wrML+28tlLK/mrggEKT16AkA+5q3nIyKAIPtkf92f/vw/+FH2yP8Auz/9+H/wqxRQBQvbuM2NwNs3+qb/AJYv6H2q9UF7/wAeFz/1yb+RqegDKkkQ2zQSPPCwnLh48Z4k3DrkYOOfYmlvnWcgSC4ii8plZ1ABGSp7/Q0l/psryxSWcNqSH3v527k5yCMfU9fb0qgNEvVJYW2mlpUKyktJ1LEnHr/D6cg0ATpZQpcyXCT38rtuxGxBXJB4xj3/AM5OVksI50G+XUIySHIjIGDtA446cU250ee4ZC1pYMUyV3F+MnPb3qunh+4XaPsWmgBR0eTkjnp9c0AXfsykiLN6qxqm2QAbiQW6/nUf2GOKLbFJfvkJH87ZwAV5HvgVF/Ydz5iEWmnhCsaP88hIVQOn4jj6UjaFcH/l008ngA75B8uCP5Y/WgCzJYwyxBTLqACqBuBx0xz0x/CP1pkNpH5DRmW+U8p8pHTcSD06nj8+lQJoE5XY9np6opOza8hPXv8AhmkXw/cCZZPsunkgjGWk4AAHryeOtAEn9lRxt8s2pMruC25vuABunHuB/k1LJp0Msxk87UQxOSAfcn096ttoOnSA77VST1G4/wCNJ/wj+l5Y/ZQS3Ul2/wAaALlmrJYwKwKsI1BB7HFFl/x4W/8A1yX+QqbGBgdqp20k0VrDG1nNuRFU/MnUD/eoAu0VX8+T/nzm/NP/AIqjz5P+fOb80/8AiqAJ2G5Sp6EYrn5PBOhyQpAbZlhVEQRpIVHyEkNx1b5m5962fPk/585vzT/4qjz5P+fOb80/+KoAo3fhvS7yzS0ltVECKVVEO0DLK56d9yg5rVVdqhR0AxUHnyf8+c35p/8AFUefJ/z5zfmn/wAVQBYoqv58n/PnN+af/FUefL/z5zfmn/xVABe/8eFx/wBcm/kanqncyTS2k0a2c25kZR8ydSP96rnPpQBVia6lVmEsKjeygGIngMR/e9qfsu/+e8P/AH5P/wAVRZ/6hv8ArrJ/6GasUAV9l3/z3h/78n/4qjZd/wDPeH/vyf8A4qrFFAFfZd/894f+/J/+Ko2Xf/PeH/vyf/iqsUUAV9l3/wA94f8Avyf/AIqjZd/894f+/J/+KqxRQBX2Xf8Az3h/78n/AOKo2Xf/AD3h/wC/J/8AiqsUUAV9l3/z3h/78n/4qjZd/wDPeH/vyf8A4qrFFAFfZd/894f+/J/+Ko2Xf/PeH/vyf/iqsUUAV9l3/wA94f8Avyf/AIqjZd/894f+/J/+KqxTBIhcoHUsOdueaAItl3/z3h/78n/4qjZd/wDPeH/vyf8A4qnpMrzSxgEGMgHPfIzThIjMVV1LDqAeRQBFsu/+e8P/AH5P/wAVRsu/+e8P/fk//FVYooAqTtdw28svnQnYhbHlHnA/3qtc+tQXv/Hhc/8AXJv5Gp6AILP/AFDf9dZP/QzViq9n/qG/66yf+hmrFABSUtFABSVzgvw+oXXnR3zpGzjEJYDg+zemOw6mpGvYFjkJtdS3KcDEzkZJwOd+PSgDoKKwJL22RXItdT+TcWzM4GFYK2Dv569qU3dv5oX7LqmNxU/vXzuwD03Z6GgDeorn/t1soZmtdU2jeRiVycLjOfn45Peh72BBKptdT8xGdcCZ9uVUt1346CgDoKKo2CLc2EEzGfLoCd0jAnj0zTisLGdElcPF97MzcZGQTzQBcornrS7ln0uG4Dyo8flNI7M37xSfmIXPccj61vQyiaFJVBCuoYAjnmgB9UorO2eeaZ7eJpS5BcoCxHHGau1gpqMT6newCO7mELKD5AOFY5JBweuMUAbH2W2/594v++BUSW1vb3waGCOMujFiigbjleuOtZ6Sqr7jHrDDJ+VgcfpzTtP1CKfWJbTE6SRxlwk+d207RxnnqP1oA2aKKKAK97/x4XP/AFyb+Rqeob3/AI8Ln/rk38jU1AEFn/qG/wCusn/oZqxVez/1Df8AXWT/ANDNWKAGsdqluuBmqMF3Nc3s8UbwiONEZTjcTuB64bjpWhUBtITM82GEjgBirsM46dDQBiw2Uk2t6ihnCqqoxCKwzvHP8X+z/Oq7B/8AhHLq8MzeajbuOFO0jqK244oLO7upydu6JDI7uTwN3qaiezs5NJktYgTbyybWG493GeaAM2aInTrWQyvuuZ/JkySQA75bA7HIFWntgNcjgEsmwp5p+Y7t3K9foBV2OygmtYo3U7YZy6YY8FXOPrQ0anW0kI+dYMA57En/AAoAoWtmtxeahbPLJsiYopViDhwGbJ79qrBDP4em1BpWEzu7nBO0HJQ/L/u1vxWsUE88yKQ87BpCSTkgAD6cCqX2a2XRp7IDEYEpCbznG4nrnPWgCSCymS3iRLjCqgAGG4GP96q8FnOb293OFUlBvwfn+X/e7VrgYAA6Cq8tms1wkxkcFRjaDweQf6CgCE6ext7e38xFigZCoVCD8hBAzu9qvUtFADJJFijaRzhVBYk9gK5vwpDLLb3tzJM6TTXJkbaF6MiOAcg8jditbW2/4lM8WM+cPKxnGQev6ZqxawRQSXPlIF3yhmx3OxR/ICgB3kyf8/Uv5J/8TXPXoax8YWNx5rMjp5cpbGTvO1en+0E/OuorOv7SCeVnljDNsUZyezhh+oBoA0aKKKAK97/x4XP/AFyb+RqeoL3/AI8Lj/rk38jU9AEFn/qG/wCusn/oZqxVez/1Df8AXWT/ANDNWKACiikoAgMay3E0bjKtEoI9stUJ0uHchSWeNVORGkhC5znp9afJ9rW+DQwwvCyAMzylWUjPQbTnqO4qXdc/88ov+/p/+JoAhhsltnklSW4kLHOxpMjOSeAeB1qq1zdC9acaVdkKuwANFluTyPnxj64PtV8tc4/1UX/fw/8AxNQ2sd9DGRM0czkgli5HYDpt46Z/GgAW3nurd1uZJImLtt8l9rBc8ZI74qObToY7aZw8pfynG4uc4OTj86t7rn/nlF/39P8A8TUF0b54jHHb25DgqxacjaMdR8vP6UATW1sLaPaJZpOvMrlj1zU9FFABUc0hiheQKWKjO0d6kooAxpru21KT/Rp45UhikdijhgGxtxx3+9V1L21S9mtnuYVnzv8AKLgNtwvOOuOabqNlaTwSTzWsUksaFkcxgspAPQ9e9SQ30E0YkjWbaSRzA46cdCKAI7XUPPeUTRrCqnClpFO7r6f55pj3dtdSSi3uIpTHhXCOG2ncODjoaItQne+kjktJI7dQdr7GJY5+npTru9hAWIrNvkIC/uHx1HU4wPxoAv0UlLQBXvf+PC4/65N/I1PUF7/x4XP/AFyb+RqegCCz/wBQ3/XWT/0M1PUFn/qG/wCusn/oZqxQAUUUUAU4pr2SWXNvAIQxCN5x3NgkHI28dB3NTbrj/nlF/wB/D/8AE1lQ38CarLG935YhVy0bMNpJbP5gY/Ophr9mbKa53qPLYrsLrk88d+/FAF/dcf8APKL/AL+H/wCJqG2S7ggWOTy5WGfmMjc/mDUE+u2UMKyeYrZPKhhlQGAOee2fxp7azZrepbech3A/PvGAQAcdfSgC1uuP+eUX/fw//E0yV71YmMMEDydleYqD+Ow/yqsmuWTPODKiiItyWHzBcZxz71Xu9btH0q5kFx5TpvXCupYEAnI59BmgDVt5GlgR3UK5HIByAfrUtVLa5gW3QGeIH3cVYjljlz5ciPjrtOcUAPpKWigBKKWigBKOKWigAooooAr3v/Hhc/8AXJv5Gp6gvf8Ajwuf+uTfyNT0AQWf+ob/AK6yf+hmrFV7P/UN/wBdZP8A0M1YoAKrz39na5+0XUEOCF/eSBeT0HNWKhh/1tx/10H/AKCtAFHT2glmuY2hG8TSEMyghhnt9Mj86v8A2eDH+pj/AO+RWVZ3mn21zdiSdFn85ywZjkDPp27Vb/tnTthf7ZHtHBOelAFr7PB/zxj/AO+RR9ng/wCeMf8A3yKqtrOnKMm7jA+vvil/tfT94T7XHuPbNAFn7PB/zxj/AO+RR9ngxjyY/wDvkVW/tnTju/0uP5c556Y60h1rTlRmN5EFXOST0x1oAfpgA02DA/hpkTwQ6jdZZvNkZMjkjGAB7Ck025gXToA00anb0LAGnWzxXF9dERqxQriTghgQOh9iKAL1JS0UAFFFFABRRRQAUUUUAV73/jwuf+uTfyNT1Be/8eFx/wBcm/kanoAgs/8AUN/11k/9DNWKr2f+ob/rrJ/6GasUAFQw/wCtuP8AroP/AEFamqha2E9vOXe+lmjKbdj+vHIP5/nQBMltF9smnMCB2UJvwMsP8/yFNGm2gtJbYQRiKQksoQYye+MduMfQUq20wuYZDcsUjj2smD859etWqAK0thazRLE9vGUU5UbBgcg/rinNaQNdJcmJDMgID7Rnn3/T8anooArpY20bzMsEeZiS/wAg5z1z9cVXurGBNMnhiso5g25vK2gbievbHetCigBB0paKKACiiigAooooAKKKqbdQ3D97bbecjy2z/OgC3RSDOBnr3paAIL3/AI8Ln/rk38jU1QXv/Hhcf9cm/kanoAgs/wDUN/11k/8AQzU+ah+xWhJJtYckkk+WOSaPsNp/z6wf9+xQBNmjNQfYbT/n1g/79ij7Daf8+sH/AH7FAFjNGar/AGG0/wCfWD/v2KPsNp/z6wf9+xQBYzRmq/2G0/59YP8Av2KX7Daf8+sH/fsUAT5ozVf7Daf8+sH/AH7FL9htP+fWD/v2KAJqXNV/sNp/z6wf9+xS/YbT/n1g/wC/YoAnzRmq/wBhtP8An1g/79ij7Daf8+sH/fsUAWM0mag+w2n/AD6wf9+xR9htP+fWD/v2KAJ80ZqD7Daf8+sH/fsUfYbT/n1g/wC/YoAknkaKB5EQuyqSFHest9XvUiVxpFwxYZ2A8jnGOn+f1rQ+xWn/AD6w/wDfsUfYrT/n1h/79igDObUrm4s2WTTpoRJHLuL/AMGFBGeO+T+VbFQfYbMjBtYCD28sVYoA/9k=)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 5.51€ | 6.61€ |
| 2 - 2 | 5.24€ | 6.29€ |
| 3 - 4 | 4.96€ | 5.95€ |
| 5 - 9 | 4.68€ | 5.62€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 5.51€ | 6.61€ |
| 2 - 2 | 5.24€ | 6.29€ |
| 3 - 4 | 4.96€ | 5.95€ |
| 5 - 9 | 4.68€ | 5.62€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension, 1.5A, DIP, DIP-16 - L4962A. Régulateur de tension, 1.5A, DIP, DIP-16. Courant de sortie: 1.5A. Boîtier: DIP. Boîtier (selon fiche technique): DIP-16. Fixe/réglable: Tension de sortie réglable.. Fo: 150kHz. Fonction: régulateur abaisseur de tension. Tension de sortie maxi: 40V. Tension de sortie mini: 5.1V. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Nombre de connexions: 16. Remarque: régulateur de tension positive. Remarque: régulateur de tension ajustable. Quantité en stock actualisée le 21/04/2025, 08:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.