Diode 30CPQ150
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MiKdpk3kEj1xjrU96u63C5IzInQ4P3xWd9shhfyroXaS5wQhkZfbkeuaAKc10Ymn2+JIo1BJCtErlDnkdefTFOt5L27l8uHxBEzFQUxbDJ45OOPy56VrnTbZiSVYk9cueacunwIcrvU+zkUAWQMAAkk+tQv8A8f0X/XJ/5rR9lT/npN/39b/GoGtU+3RfvJv9W/8Ay1b1X3oAlvYJbm38uG4MD5B3gZ/DqKnQFUVWbcQME+tUL6K4hhVrSOWd93KmcjA/OpoLcvbxtMZkkKgsvmtwfzoAbHHLLYwCKbyiCrE4zkA5x+NTP/x/Rf8AXN/5rVOK3dbKExea54BBmYYHr17VYEIjv4iGc5if7zk919aAMnWzENRxLNDHGbfEga0MhIJIU7sEYBPT8elZ73ljOIgLoiRM5ZLJgGOeDwM9/wBK2tWjLTA/2s9oPJY+SgBLBfvMO/GR06ZHtVNX84jy9au+ZNoH2fqSMgfd9s/SgCs1/pzBXtbuM4CojyWjMVVRjH3fUe3X2FQ/a41WLfqkQiblUbTiATnGQMdex/PirUkaRQxK/iJ7cSr5gyqxswOcHHbqP606OeKRxAPEIZlbacqMluCKAKSXKXMzi31C3ALFog+nHATkjnHPA6cE496RJY40CR6lD5SHbs/s1m+c4+YcenH49a2l0a+WNUGtXHyrtDFFz9fQ1rQxtHCiO/mMowWPU+9AHKtd280W6znRJPKUSq1kwBAPzEKRgnlePb8Q2W8Bs5St4jldscW/TnwpwcryO/H0x3rr8CjFAHDLdxiCSJtShRXUbyNLYIAOo5HP9PepmvbaITK13ASn7pMaaTtbI5GByMcYrsmRXUqyhlIwQRwaXaPQUAUtJ50+NvOSUMSQyReXxnj5exHSr1JjHSloAr3qhrcKc4MidDj+MVQgubWWWOCQXSXDZBUvJgEZyM5x2P1q/eqGtwpzgyJ0OD98VBbKk6uHWeORDhk85zj8c80AUlnumnKf2bdbPMZA32phwBweex5/+vTmkukkZP7OupCMnK3RAxzgctyeP1pFuZWkcDT7vYkhTcZ3BIyOQO/Un8OtEFzPNuDaddwsu0fvLlsE7sNyD0A5z3oAs2Syzlxc2lzb7cYJuSwb8m4qRrWP7dF803+rf/ls/qvvVWSaVSpis55UbBVhcvyCTz7cYPPrUkERmukM0csThZFwLh2yAV5zxQAt9HcQ7PslvLPnO7Nyw29Pf6/lUllA81pHJdRzQTEfNGLhm289M55pt0rwMqwwTzblY5+0OMEdB361JbQ+dbpJLHPC7dYzO5x+tAEKQGOxhMMc8rEqCBcMMDPJ6+lWFhWK/jKlzmJ/vOzd19TUEUHl2UJjSaQnAI+0MMA9+tTiFYr+IqXOYn+87N3X1NAC3n2jaPKaFUIIbzOuSRjHb16g84rKil1KSaNd2jlMhnCsxYf3WHqcD26e1aOpW8c0eQlsbkLtia4XIGSuR64JC/iBXOLphiIQtox3M0gyzjkcAD5ugz+ZH1oAuRx3cqtJcNpayrJtDI24HI6ZYHB6YFSE3YmMkT6XwSVUEZJx3OOmTn1+tUjp8oBiR9F3SBU8shypxyON3oTTItNwI44zojiN2ILFmbLEEjr7fyoA0Zb3XY4ndW0hmx8q+a2Opzyce1a1tcN9nT7VJAJujCNsrn0Gea5qLSPOVkgGjM7OxKje+cdB1zxz+Q9KlPh+9lk2yWml+Wqf3XG9uMd84459aAOm+0Q7d3mpj13Ck+0Qk4EqZ9NwrnhoF2V+e30sn5W27HI3DPPXP8RqNPDl55peS30ok7cnbJ29t3uf89ADoxeWxBIuIiB1IccVJHLHKu6N1dfVTkVzR0C9SQNHb6ThX3LmOQHv7nnHf3NaOmWeoWbLG62EdtyWWBXBJx2yaANeiiigCveki3BCliJI+Bjn5xSJdmVN0dvI6nurIR/6FT7lHkhwgBYMrAE4BwwP9KhhS4h3hYU2s24KZeBnr29cn8aAKP8AZ0heRml1IhycKJkCrn0GansYZrPzNwvJ9xGDK6EgD/gVXN9z/wA8I/8Av5/9ajfc/wDPCP8A7+f/AFqADz5P+fSb80/+KqBp5Pt0X+izf6t+6eq/7VT77n/nhH/38/8ArVGwujcJJ5MeFRlI8w9yPb2oAX7bmQx+Q+8dV3pn8t1It8ryGNYWZx1UOhI/DdVSbSYZ5GkksImZsEnziP6VPHamKczJaRiQ5y3mnv17e1ADbe88mziMkDoMdWdAP/QqmEjPfxboXj/dP94rzyvoTUYt5ntEgmt42245EpHIOcg4yKmRZmukkeNEVUZeHyckj29qAItQQko4toZNqnMkj7SgyvQ4yOmc/wCyKw4oLkqGHhuyUqwJDTBdzY6g49duDz0+lbuo2wmi3qivMo2oHkZV5I6478DB/wAa5mXR7qMM5sbJWxlTLdyFQQfl7/Qfj7DIBcjgdGOzwxaqpGObhRu6jAGORikexD3cTL4btyVAcO1wF69cjHJ6de9WY9E0yOIz3sSwvLt3I052qRkDBz3zzUn9h6JPLgKHk+/8tw2cHB7N06e3SgCLT4JY76N30KC15YCRZwSoPsByTW+WAHJArJj0PSHbfHHuOTyJ2OD3xzxUSeE9KUtujmkDdmmbA5z2PP40AbeRSBlJIBBI6jPSsv8A4RrS9rr5MoDjDYuJBxnP96hvDelkMPs7DdzkSt1/OgDVyKWspPDmmpt/cuzAD5jI3YYz1wD9K1aACiiigAoqveEi3ABIzIikg4OCwB5o+xxf3p/+/wC/+NAFiiq/2OL+9P8A9/3/AMaPscX96f8A7/v/AI0AWKKr/Y4v70//AH/f/Gj7HF/en/7/AL/40AWKKr/Y4v70/wD3/f8Axo+xxf3p/wDv+/8AjQBYoqlcxQWtrLcObgpEhcgTvkgDP96sqfWdPs5fJu/tUcwXcyrOzhRnHJDYHrzjgUAbc9pBcOryoSyghSCQRkg9vdR+VU4NA0u3cvFaKCcA5Ynpg9z7CqTavYGx+1wC7ljEpjOJXHRd27r0x36c845xC3iDS0VTIL1SVDMvmuSucbRw3Oc9qANSDQdMti5htVTf94ZJDc55z704aLpy232dbZVi3B8KSDkcDnOaZYSWeoxSSW73BVHMbbpnBBHtnjgg8+tW/scX96f/AL/v/jQBBZaPYac4e0txEQgTAJxgdKv1X+xxf3p/+/7/AONH2OL+9P8A9/3/AMaALFFV/scX96f/AL/v/jR9ji/vT/8Af9/8aALFFV/scX96f/v+/wDjR9ji/vT/APf9/wDGgCxRVWBPKvJo1Zyvlo2Hctgkt6n2FWqAK18GNsNhAbzY8EjI++tLsu/+e8H/AH5P/wAVRef6hf8ArrH/AOhrVigCvsu/+e8H/fk//FUbLv8A57wf9+T/APFVYooAr7Lv/nvB/wB+T/8AFUbLv/nvB/35P/xVWKKAK+y7/wCe8H/fk/8AxVGy7/57wf8Afk//ABVWKKAKxjumUgzQEHggwn/4qqp0iIqFMGn4A2gfZOgznH3vXmtOigDPOnZjMZSyKF/M2m143f3sbuvvTP7JT97mOzYSnLhrckHp2Le3581p0UAU4rWaAMImtYwzFmCW5GSepPzdak2Xf/PeD/vyf/iqsUUAV9l3/wA94P8Avyf/AIqjZd/894P+/J/+KqxRQBX2Xf8Az3g/78n/AOKo2Xf/AD3g/wC/J/8AiqsVkajf3cdxstEb5AQ+63Zwc4IIwR70AX9l3/z3g/78n/4qjZd/894P+/J/+KqSGTzYVk2su4ZwwwfyqSgCpAJRfz+a6MfKjxtQr3f3NW6rp/yEJv8ArlH/ADerFAFe8/1C/wDXWP8A9DWp6gvP9Qv/AF1j/wDQ1qxQAlLRRQAlFLRQAlLRRQBQ1jVIdG02S9nV3VCFCJjczE4AGfc15prHjPUdWti0KtbxLKFMcUnKkH+I9yOteka7DYz6TMmoxGS34JC53Ag5BBHIIPIPavGr77Rpdy5fFxZyPuWVlGVPQB8cE9Oeh9ulAHaWfxN2usmqaY8FlwpuYiWCt3JXrj6Zx713dle2uo2kd3Zzxz28gykkbZBFfPVwt34iv47VFkW13lC6oTHGwHf9Oa9l8L2jaBoNtZoUnhiUeZ5SFSjHkkKSeM5oA6eimxyJNGskbBkYZBFPoASilooASs3U9Ot5is7Qo0pdFLNnoSBx6dvyq7dyNDZzSqQGRGYE+uKz9Usrqa1iEOqXEJFxCxZUjO4CRcryvegDRtoRBbRxBVUIoGF6D6VLVNi9vcW6tcu4kcqVcL/dJ4wB6CrlAFdP+QhN/wBco/5vViq6f8hCb/rlH/N6sUAV7z/UL/11j/8AQ1qeoLz/AFC/9dY//Q1qxQAlLRRQAUlLRQAlFLRQAjKHUqwBB4II61yWt+Fg4eWyQMrffhP9P8K66igDhNH8JW+ixSR7Ft5J23gdUZj2J9a1YI7lLkoFeOaPkAEfMPbsfp09MV0ckaSoUkUMp4INV4rLy2AdvMjQ5jDfeQ/X0oAniKtGGVSobnBGDUlFFACUUtFAGb4gsI9T8P39lM8qRTQMrNE21sY7HtU9wnl2kSbi22SIZbqfnXrUN3DfzytEGtjbSEcMjZC8ZGQevWn3TJFCkMRQkSoSpcDADBu9AEGp6bFeanpF1JJMr2lwzoqPhSTGw+Yd+M/nWpWdexS3lpFLGsW9QWZWy3UHKjaRznv7VbtftH2dftJQy99gIHt1oARP+QhN/wBco/5vU9QJ/wAhCb/rlH/N6sUAV7z/AFC/9dY//Q1qxUNzG8sO1MbgysNxwDhgf6U3fd/88IP+/wAf/iaAJ6Kg33f/ADwg/wC/x/8AiaN95/zwg/7/AB/+JoAsUlQb7v8A54Qf9/j/APE0b7v/AJ4Qf9/j/wDE0AWKSoN93/zwg/7/AB/+Jo33f/PCD/v8f/iaALFUtR1EadHG7W80yuSCYtvy4Utk5I44NS77v/nhB/3+P/xNG+7/AOeEH/f4/wDxNAGTJ4ptkZEWyvpHeMSBViHAKs2Dzx93HoSRjNW7LWob68a2jguEZQxJlUKCA2OOckHg5Axgj1q3uu/+eEH/AH+P/wATRvu/+eEH/f4//E0AWKSoN93/AM8IP+/x/wDiaN93/wA8IP8Av8f/AImgCelqvvvP+eEH/f4//E0b7z/nhB/3+P8A8TQBYrLvNJN1dGZZY0z2a3RyePUirm+7/wCeEH/f4/8AxNG+8/54Qf8Af4//ABNAC2kH2a1jhLBtgxkIFB/AcCp6r77z/nhB/wB/j/8AE0b7v/nhB/3+P/xNAAn/ACEJv+uUf83qeoIUm+0SSyqi7lVQEYt0J9h61YoAhuXSO2keTdsVctsznH4c1lrqGnOwVWvMkEjLSjOBn1rZpaAMX7fYiMO32xQ2cAyPkjOM4B9v85FXbeKC5gWVGuArZwGmcHrj1q5R3oAg+xxf3p/+/wC/+NH2OL+9P/3/AH/xqxSUAQfY4v70/wD3/f8Axo+xxf3p/wDv+/8AjVikoAg+xxf3p/8Av+/+NH2OL+9P/wB/3/xqx3pKAIPscX96f/v+/wDjR9ji/vT/APf9/wDGrFFAFf7HF/en/wC/7/40fY4v70//AH/f/GrFFAFf7HF/en/7/v8A40fY4v70/wD3/f8AxqxRQBX+xxf3p/8Av+/+NH2OL+9P/wB/3/xqeloAr/Y4v70//f8Af/Gj7HF/en/7/v8A41YooAgt9qtLGqyjYwGXYtngHjJPHP6VNS0UAf/Z)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.99€ | 3.59€ |
| 5 - 9 | 2.84€ | 3.41€ |
| 10 - 24 | 2.69€ | 3.23€ |
| 25 - 44 | 2.54€ | 3.05€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.99€ | 3.59€ |
| 5 - 9 | 2.84€ | 3.41€ |
| 10 - 24 | 2.69€ | 3.23€ |
| 25 - 44 | 2.54€ | 3.05€ |
Diode 30CPQ150. Diode. Cj: 340pF. Quantité par boîtier: 2. Structure diélectrique: cathode commune. Matériau semi-conducteur: Sb. IF(AV): 15A. IFSM: 340A. Remarque: cathode commune. IRM (max): 15mA. IRM (min): 0.1mA. Nombre de connexions: 3. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-247. Boîtier (selon fiche technique): TO-247AC. Température de fonctionnement: -55...+175°C. Tension de seuil Vf (max): 1.19V. Tension de seuil Vf (min): 1V. VRRM: 150V. Fonction: Double diode de redressement à barrière Schottky. Spec info: IFSM--Max. Quantité en stock actualisée le 12/01/2025, 19:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.