Régulateur de tension LM2575T-ADJ
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA+Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBkZWZhdWx0IHF1YWxpdHkK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgA+gD6AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9/ooooAKKKKACiiigAooooASijvRQAUUUUAFFFFABRVe4v7W1H7+eNPYtz+VZNz4qsowRCkkxHoMD9aAN6kJA6muMufFV64JiSKBPU/Mf8P0rGudUuLk/wCkXUkg9AePy6UAehtqdikoia7hDntvFWQQehrybz+yqB7mus8GXU80l1HJKzRqqlVJ4HXpQB11FFFABS0lLQAUUUUAFFFFABRRRQAUUUUAFFFFACUUUtABSUtFACUUtFACUlLXDarr+oR6lc23mlIo3IHlDBx/OgDtZJ4oV3SyKi+rHFZdx4k0+A4WQyt6Rr/XpXEyXDyvucu7f3nP+PNQNKw43AfQUAdTceLJmBFvbqnoXOf/ANVZN1rV3cZEt22P7qcD9KyGcnqc/XmmZyKALBnzng59TUbTSHvge1aGm6Fe6mN8a7Is/wCsc4H4etHiLRpdBs47ot58RbZIVXBTPQ+4oAymJJyTn600nFNjnjniEkbBlP6UrdaAFBz6Gut8Dj97en/ZT+tciK7DwN1vj/uf+zUAdhSUtFABS0lLQAUUUUAFFFFABRRRQAUlLRQAUUUUAFFFFABRRRQAUUUUAJXm+uDb4gvB/t5/QV6RXnXiEbfEl2PXYf8Ax0UAUZThj/Kq7NzU0pIZh2qux7/lQAE1r+HtJ/tS9/eD9xFhn9/QVjFzwa9B8I24i0OOX+KZmc/nj+lAG4iLGioihVAwAOgrF8YxrJ4Tvw3ZAR9QRityuP8AiBqS2+jixVv3lwwyPRRzn88frQB5jpM7xXjRNwrjP4itvfWJB+7m8z0FWftQoA0g2e9dn4E5S++qf1rz1LpT3Fd/8P23218f9tB+hoA7OiiigApaSloAKKKKACiiigAooooAKKKKACiiigBKKWigAooooAKKKKAErzzxMNviSY/3lQ4/CvQ68/8AFvyeIhgfeiU/zFAGROcOaqu/J5xTruXbKw+n8qzZ7kKOtAFiSYDvXpHgy9juvD0SKfnhZkYfjkfoa8cnvfeo4NdvLEsbW6lhDfeCOQG+uKAPdtW1qz0m3Z55AXx8san5m/z615FrGpXOrahJdXPUnAUdEUdAKyz4hRwWn8x3PU9c1nXuryXIKIvlx+g6n8aAJ57xQxVDwKrG9NUGlA6t+tRvcqtAGxDeZYc16v8ADN/M029b/pqo/SvCheKDnfgivYvg9qVrcaXfwC5iadZg3lhhu27Rzj0oA9NpKXNFABS0lLQAUlLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJXA+NPl1yE+sI/ma76uE8cgLqdq3rF/U0AcXqtzsuGHsP5CueubtiTg1p65IFuGyf4V/lXLXN0qk4Ix7GgCaWVjnNQNIMZJ59KoS34AyWwKz5dSz90kn2oA2nuVUcH9aqyXwAPNYzXM8nTCio/LZzliT9aAL8upjoCWPtVR7yaThRikWICpBF7UAQ7Hfl2J+pq7YXFxp1zHdWc8kE8ZykkbYI/GmLEfSpRH3zQB7L4N+MCT+XZeJNsUnRbxBhW/3x2+o4+letxyJLGskbBkYBlYHIIPevkDbg9K98+EPiL+0/DjaZPJm508hBk8tEfu/lyPwFAHo1LSUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFJS0AFFFFABRRRQAleV/FXW20jWdLV4t8EkLkkfeBDDpXqleM/HRMXWhv6pMPyKf40AcF4h16C4uc2rNICg5Ax2965eWe4mJP3RU+KXCnrwaAKPkljliSfepFhx2q1s/GlCetAFcR/WnrETU4UD/GloAjEQHWnhQO1LSZAPWgAopN3pRmgBeO9d98HWceOdqsQrWsm4DuMr/XFef4r0T4Mpu8ayt/ds3P8A48tAHv1LSUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFJS0AFFFFABRRRQAleQ/HRM2+hv2DTD8wn+FevV5T8cUzo2kyelwy/mv/wBagDxL2ooBooAm6jPak96aCQvtSEk0AOJA70m6kx60YxzQAcmjH60UdqADGKKKWgC1pem3Gsarbafarme4cIvoM9z7Ac/hX0z4Y8K6d4W05beziUylR5s5HzyH1J9PbtXg3w71jTNC8XwXuqyGKARsiybchGbgE+gxnn3r6RtrmC7gSe3lSWFxuR0bKsPUGgCWlpKWgAooooAKKKKACiiigAoopKACloooAKSlooAKKKKACiiigBK8x+NqZ8LWD/3b0D80avTq86+M8e7wVE3dbxD/AOOsKAPnHUHeKVHRsNinWmpRzsElwknr2NR6twIz7GsyOMk5NAHUY+X8aMVjxXc8aBA+V+ma0bW4MwIbqKAJ8UdKWkoATFHQUooI5oASinUn0oAQgMCCMg9a9c+Bss3m6vb+dIbeNI2WMsSqsS2SB26V5JXr/wADE+bXX9oB/wCjKAPYaWkpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooASuC+L6bvAUzf3LiJv1x/Wu9ri/ium/4d6if7rRH/wAiL/jQB83SwxzLh1B9D6VnS2ZiORyta2PekI3DnpQBjAdqv2MZG5+3SpHs0Y5BxU6IEUKBwKAF70UuB60UAJzR0oxiigBKXFKas2GmX2qXAgsLSa5l/uxIWx9fSgCrXsvwOTFlrL+skQ/IN/jWPoXwa1O82y6xcpZRnkxR/PJ/gP1r1jw34X03wtYva6dG4DndI7tuZz0yf/rUAbVLSUtABRRRQAUUUUAFFFFABRRRQAUUUUAJS0UUAFFFFABRRRQAhrC8Y6PNr/hPUNNtygmmQbN/AJVgwH6Vu0YoA+RryzudPvJbS7heG4iba8bjBBqHFfSPjbwLZeLLPf8ALBqMa/ubgDr/ALLeo/lXz3quk3uiajLYahA0NxGeQehHYg9wfWgCmOhpaQZ5p2KAEoI4pyRvI21FLH0ArobnwbqNn4Yh125eJIJ5RHHGDlznPJ7D7tAHOEVZtLC4vHCxJwTjceAK9T+GegWcOuSyS26SskBZGkUMVO5eRnoawtBtA7ytjrcH+lAFHWvBP/CPa5aafNc/amlgEzkJtAJLDA59q9f+HllHZeGQkcapmVjwMelc143i8zx3a8cCzUdPdq7bwmgTQox/tsf1oA3KKKKAClpKWgAooooAKKKKACiiigAooooAKKKKACikpaACiiigAooooASiiigArC8S+EtJ8U2oi1CEmRP9XNGdrp9D/Q8Vu0UAeA+IfhRq2jCW5tbiG6sUG4ux2Oo9x/h+lQeEvCNtd+ILGLUVM0Lt88YJUH5Se3Ne4eI4/N8PXyesRrhvDtuI9csWx0I/lQBzet6Ra2njzU7a0t44II1j2RxqAB8i10HiqL/i1umRgcC5Xt/v1H4gg/4r7Un9Y0/9AWr/AIoQt8OrBRzi5X/2egCz4IiEepzEDrAR+orlNAi+VuOs5/pXZeDh/wATCX/rgf5iuW0BflHGP339aANbxcobxtE3par/ADauy8MjGhw+7N/6Ea5LxSM+MAfS2X+tdf4cGNDt/fd/6EaANaiikoAWlpKWgAooooAKKKKACiiigAoopKAFooooAKKKKACiiigAooooASiiigAooooAoa2M6LeD/pk38q4nRBjV7PpncP5V3GrjOj3g/wCmL/yriNH/AOQpZf76/wA6AINfX/itb0/9M0/9BWrfiNd3gGzH/TwP5tVfxAMeMbv3iT/0EVb17nwFaD/p4H82oAs+Ehi/l/64n+YrmNBXGz3m/qK6nwn/AMfsx/6Y/wBRXN6IMyQZ6+cP50AaPif/AJG9/aBRXY+HhjRLbjs3/oRrj/EY/wCKtm5/5YqP0FdloIxott/un+ZoA0qKKKAClpKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEooooAKKKKAKmqDOlXY/6Yv/ACNcLpHGpWWP+ei/zrvNQGdOuR/0yb+RrgtJJ/tCy9PNX+dAC+Isf8JfcZ7wp/KrOt/8iHag/wDPcfzaoPEnHi2X3gWptb/5EG24/wCW4/m1AFvwr/x+z/8AXE/zFc9oYxNbAdPOH8xXQeFf+Pu4/wCuB/mK5/Qf9da9P9cv/oQoAv8AiI58WXPXiJf5Cu00QY0a1/3P61xev8+K7vH9xP8A0EV2+jf8ge0/65igC7RRRQAUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlFFFABRRRQBBdjdZTj1jb+VefaUcXtl/11X/ANCr0O4GbaUf7B/lXnWmH/TLM/8ATRf/AEKgCx4mGPFjn/p3Wpda/wCRAtx38/8Aq1R+KOPFJ7Zt1/mal1gf8UFb/wDXcfzagCz4X/4+bnHTyD/MVgeH+biz/wCu68/8CFb3hUE3N0B3gx+tYfh4E3dmo6+euR+NAFrXsnxVen2T/wBBFd1pIxpNoB/zyX+VcV4kiMXiWVu0sat+mP6V3VnH5NlBH3SNV/SgCeiiigApaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKKKKACiiigBkozE49Qa8207i6tT6Sr/6FXpbDKke1eaWCk3sMf8AEs4Qj0O6gC54qGPFKk9Psy/zNWdQiMvw/DL1jkD/APj+P60vjO1ddRsbxUYoUaJ2A4HORn8z+Vb+nWUU/huG1nTdHJH8w6deaAMbwcu6a4lHTYo59/8A9VN0zQLuy8Qszxf6OsjSLIDxg5x+NdBpGkQ6RE8cTu+8jJbHQdK0qAK1zYWt40bXECSFDlSw6VZ9qKKACiiigApaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKKWigBKKWigBD0rlo/Dk8PiI3Sshtml87rgqeuMfWuqpvegBGRXXa6hh6EZpwAAwBQKWgBKKWigBKKWigBKKWkoAKWiigAooooAKKKKACiiigAooooA//2Q==)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.28€ | 2.76€ |
| 5 - 9 | 2.16€ | 2.61€ |
| 10 - 24 | 2.09€ | 2.53€ |
| 25 - 30 | 2.40€ | 2.90€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.28€ | 2.76€ |
| 5 - 9 | 2.16€ | 2.61€ |
| 10 - 24 | 2.09€ | 2.53€ |
| 25 - 30 | 2.40€ | 2.90€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension LM2575T-ADJ. Régulateur de tension. Remarque: régulateur de tension ajustable. Nombre de connexions: 5. Courant de sortie: 1A. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-220. Boîtier (selon fiche technique): TO-220. Température de fonctionnement: -40...+125°C. Produit d'origine constructeur National Semiconductor. Quantité en stock actualisée le 07/06/2025, 03:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.