Transistor MJL21193
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)
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2gDndKvbm9vbaKLUbS4LNvMZixvQLkjOwY+8Me4I5wa27i9j0rTIJ7u0tUjbagIZm5I46J7VQ0zMtzD+8ilBlYbGUAH5M4zzxxkHn9QTOSI4YIxDErmBiFTBycgA8jr/j9KAM+yk1LUop7y0v7Z7ZpxGi+SFMZLDA5Tnhh1+tJbax/Zt9cwahd2tw0CFZEMZGGG5sgiP+6MY57dzzc0/E9jISkM5E8PzOu0jLL7H+n07mPULxIpWCmOPErLtEYYfKUyOg46gf7x74oA6G2DG7jcwQRBomIMT5zyv+yKv1kaeoE1kwjjG61Y7l6t9zk8f41rUARz3MFqge4mjiQsFDSMFBJ6DnvVC8XUX1yzW3nEdiYZfPA27twK7CuVPqwPPcVPqel22rW6wXSsUVtwCsRzgj+RPFWI7aGOUypGokIILAc0ARfZpf+f64/wC+Y/8A4mlFtIGBN5OwzypCYPtwtWaKAMXQILSy06Fl2pLdtkknl2C4wPoq9PQVdk1AR6tDYeWS0sZkDew6/lxn/eHXnGBqU17oYsIPtdo0e5/KL2jE7grYXIfqcnnjv70S6jeDX4IftFoZ9jqp/s+TftO0njfnt09gfSgDa1SCz1KzuLeUrI0GJMK3KOPmU/yNGn2Fr/ZtrmBP9Snb2FYdteX9xqd9b+bbIxUidk06QsOyZw+eV5GemK2YZpoII4UmO2NQozYS54GPWgC4LC1HIgT8qZFa2dxCk4gXEihxkc881WmnmlgkjacqrKVJFjKCAR654qtpLNaaNZW0F61xFFAiJM1lKxkAUAMTnnPXPvQBcsJNON/fQWscaXEDqs4XG45RWBPfGCBk+ntVtpGF9FGD8jRuxHuCuP5msuw1iafUL+C4gnWO2dUSQWciiXKBsjr0JI/ClGoyS+KoLVYGEH2KSTzXVlO7eg27SBxjnOaANmloooAKKKKAM7WpY4dPWSV1RFuICWY4A/ep3rN0eWOfWJJYpEkjZrkqyEEH5ou9Xtes4LqxVZYw2biBd3Q481Oh6iqGiQR22rSQxAhFe6xlix+/F3PNAHR0tFFABSUtFAGXqQi+2WzSm1AEcgH2jGOqdKw7GW0ltdPf/QR+9b/XgB/uv15Nb99P5N9bj7RBDmOTmUZzynTkVkWNwYrLTFbUbZT5hOJvmcZR/vHf15oAp6pd2fmuoEA8sFCIFXD7lJyDntjrkYJrQhNmb2Ug6Vgwx43Aer/rRq15uQKNSh5jfmBTkcezHn0/l1qeC7K3ch/tKyA8mMZZeuC/+31oAyIbi1fVY1/0dQ7ebh0AjXKEbSc+2cDuR71HNNaQxwEm1I+zn5YQCPvAevX+n66SX2NSI/tGM7pyQ2w+WP3ff5un589+1Ubq6Jt4caiD+4x/o6/7Q/2jz/T9ABtiLcWUm6S0b/SIgDc7c/eXpyeKp301uJHUSLjz3/1SjI5Xp833fTitSyuG+xO322CPdPEdkwyeCuTjdwP069Kq3c7NMzf2jN8tw7YjHB5X/ayV9B7GgDb0Vot9qIzbsTaksUxv/g+9jvW7WLpcvmT2am6imK2rcKPmHKfe5PP5VtUAJRS0UAJRS0UAch44GW0g+l0f/QGpk/8AyU20/wCucn/osU/xwSG0get0f/QGps4H/Cy7U858t/8A0WKANDSf+Rw8RfS2/wDQDXQVg6UAPF3iE5OSLbP/AHwa36AGSxpNC8UgyjqVYZxkGsdFu9J8MwW+naeTNbRxQRQMQRgFVP8AF0AyeSOlbdFAEUSlVLMAHfDOAcgHAHH5VXawgOspqPlj7Qtu0G/cfulg2MdOoq7WZcabbTa9a3zvKLmKNtig/IVGQcj1+fr1/AnIBpUUUtACUUtFAGbrpddEupomUSQKLhdy5BMZDgEZHB24rN8Ox3EgtNQuZone9tmuQkURQJv8tiOWOe2OnetTXf8AkXtS/wCvWX/0A1S8Pf8AIJ0H/sGL/wCgxUAblFLRQAlFLRQBm30rRahbFZY48xScvGWzynoRWNp1xNHaWCvJHbnz2PlyRs5X5X77ua2r5tuoW372aP8AdSf6qPeeqf7JrIspZTa2Bma/t5GndmjMW/BKuc7gnOc5/GgB2rXMjGNlljmKo/EcTqeVxjIbvn1FV49Pge48s3iqIo1Zf3b5yzEn+L/ZpNUtPNnuHC3swdA5JjK72ClQMbPQnrxV+O6iiuXaS+vI1MKKN0HcFsj7nbI/OgBltqFxbSx2UbweQrFRL5DdNuc4z6kj8Kga9nk09LTzIXjkhOWETDn061W02DbdW0ogvEERKLMqB9q7T/0z5+ZmFJdxGa1hfZfTqICC3l7APmBx9z2z+FACx7riFpp5I4ZBMowYnyd2FPOR2NEHm6fIZbcJI0bmMBkblcAbuv8An+U1oXS1kV0vLVjNG5UQhsgFcn7nYCqMyLLcNJDFdzyLO0ioAvzZKHePk9Ocew9qAOlsbmW6vLeSV4yxt3JRIyuwkpwSSc1q1kaYxEtpEWnGLY5jlj27MbOAdoz+tbFABRSUUALRWdcy6mmojyIYXsVgZmz/AKxpOyrzjH1psV1qjXGx9OjWMqCHM/Q4UkHg9ywz/s/SgDJ8ZW5nOmsGCiKdnOQefkYY/MiiWyc+PLW93LsHmRle+fKU/wBai1pNU1GLbdWKWxWcxQeXdlvNznDHCjb096ZpmjXTQwWl8t3bsRMxkOpvLMPuIGEm0HkYOM8ZoA1rWzuLbxBq93GInFz5GFZyuNqkHsa0d97/AM+9v/3/AG/+IrNOjrLaXWnpeXSnyokE7SlpMr0Yk9TxzWhplj/ZunxWgmkm8vP7yQ5Y5JPP50AP33v/AD72/wD3/P8A8RRvvf8An3t/+/7f/EVYooAr773/AJ97f/v+3/xFVEsrx9eTUJZQkKWzQ+QkpZSxZTuxtHPGK06KAFopKKAFopKWgDP13/kXtS/69Zf/AEA1S8Pf8gnQf+wYv/oMVaOrRGfRr6EEAyW8igntlSKo6JE0Gn6LC5UtHpwUlTkZAjHFAGzS0lFAC0UlFAGdfNt1C2/ezx/upOYo95PKdflNYulyubDTQ9zcjbKygQxGRQAjgYJQ5/pW1fBzqFtsWcnypP8AUlQeqf3jWNpxnezsP3UyqJmCi2kjKYCv05oAsarIjrDHJcXDRlmLiWHaQuxslf3fJ5HccE1jXFrd3SxZillmVjK+6NsjOMEHb/snjPYVsapFcsY8R3QDK6ZkmQckcdGHp+VMGpW0NwZnuZ1jkjVEJnh+YqTuH3u24fnQBPp0yQWkNs95cRzKNpiit+FOM4GUz0qCS4h/sUwy310GaEkI8O3P47B3I70lvFcXN8l5FDPLbmRisoljJxtC8fNjqCPp9MmGS1uJbaKQ287QrA25pJE4III/iHHH+e4BXjjikk81JZHjZwshSEuQXVVPOOOrD8R71HpBaxvd08q2yjcrMiEnPy5C5XjkjPA7VYs5isJtTvjfzo2SOOWIZAKk/wAZyarpL9umaO22yvJKzoFmjJYEqc8P1wDn8PxAOmtZBNqEMiTzzIYHIaSPaOSmMHaM1qVk6fHPFcW6TLMCtuyneVIyCnTBJ9etatAC0UUUAJS0U1lV1KsoZT1BGaAMvWdkos03ZxeRhgGwR19KjHh7TNl48PmL9sVhK4mZwd2MkBiQOg4xj1BqWbw1ok88882lWbyzgCV2hBLgdAfUe3Sp4rKz0uxSGztIYoowsUaINoUEgAcdBQBlafo+gtFY3kFybgWiFYJxckDABBJCkKeGPbiugj2BAEOV9c5/Wucto9KNv9jggieGHKsGuJDgMh5JIyw2jGfyqa01jTrVVtrcxRqytKqFpAAPmY4yvHRuO2MYoA6CisQ+JbMLuMsWNu88v0zjP3PX86JfEdvFb28/7top22xsrHk5IxyvsfyoA26KzBqpMzQ+UvmKMt8zYC7ioOduP4Tx1qJdfils7e7gVJYbg4jZWYZ5291GOeKANiioLWf7TD5mABnjBz/QVPQAVVvp54I4vs8DSu8qIcYwqlhuY89hn8cVaqhq2lR6varBLLNEoJbdE5U8qy9R/vUARas2rtbiPT7S0mLkrJ51w0eEKnkYQ85xx+tUdHk1X7RardWtokC2uIGjuGZnX5MlgUGD04GfrWnqGkW2pRGOeS7UFlY+TdSRHIIIwVYY6dqiu9Bs7yOzjke6VbQAReVcyRk4K43FSN33Rwc0AalFRxRLCu1S5BOfncsfzJqSgAooooAzr8KbyDMU8hEUh/cybCBlP9oVg6O0E9hYNbwzyRidhut59qE7X6DeK3dUlSKS3BtbmZ3JRTAxXbnGckEccfpWdaz2btHGmnahCFZQoaRl2ltw/vcYA5/3hQAausaQIXtrtSrb90k5YBR97+M4O0kfjWZLpF5NKkdvbsFRN5VpAepbaQd/oqjp2rqJNLs5iDKJXIBA3TueD1708adbhiwM4JABP2h+g6d/c0AZtuYYljtPs9+ZExFxMVGQuf7+BxVKZkXRxAIbtZXhJG+clSB1z857Zrd/sq0Evm7ZfMznd5z59OuaT+ybT5fll+UEL++fgHqOtAHLQWiPqH2iOzY26SqGUP8AOCeF53DuV+mDyabYxNY3jSS+aI0ZlfyTgnGARw3HJXn2FdYNKtBuwso3EMcTPyR0PX2FNbR7J87o3OTk5mfk+vWgCOzdHu4XSK4VZIWZWll3gjK9PmOOtadV4bOG3YNGHyF2jdIzYHoMnjoPyqxQAUUUUAFFFRXFzDaQma4kWOMEAsx4yTgfrQBLUc0ZliKhgpyCCRkZBz/So1vrVv8AlugIG4qx2kDrkg8jion1fToyd99bjBwf3g9M/wAqAIl0yVHLLLbgs24jyWIPBGOX6YJ4qEaFEoIWGwXIK5W1IOMY/vehIq+NRsj0u4emf9YKY2qWKbA13CC+CoLgEgjIP0xzQBVGiRqGAh0/5gVb/ROoJzg/N680v9jDyY4cWnlxklF8hsDJyf4+me1WxqNkSwF5b5XqPMHHOPWiLUbOcJ5V1C+/7u1wc/SgCEWFwCT51vuJyW8g5PJOD83T5jUf9k4t44FFmsUZyiJblQvOeMP681cF9aMrMtzCQuNxDjjPTNMl1KzhXc9xHtzjIOccE846cAn8KAJbeEwRbWZWJOTtXaPwHNTVV/tG08mKUTo0cv3HU5BGM5yO2O9OF9akEi5hIA3E7xwOmaALFFUxqunnbi9t/m6fvRzxn+VTRXVvM5SKeN2HUK4JFAE1FFFABRRRQAUUUUAJisSHRoNJlElr9pfzpU3K0pITAxkDB/H61uVBcWsd0I/MB/dyCRcHGGHSgDl9bsml1C5cW17IsgVWaK42jGF6Dae4/T3q/Dqd9DAIbbSmkjhOxd0uGZBkBvu+gHHvVi88M6Xf3pu7mDfK3U7iAeAvb2AqW00HT7G9a7t4AkzdSD7Y6fhQBbs5pp7VZLi3NvIScxlt2OeOfpzViiigAooooASlopKAFopKWgApksayxPG67kYFWB7g06g9KAOXXzmuCyeH/K85hBI5m6R5UE4HTj09PzqzWRjiK2/hrO0lQDOcEAMFP5k/memclE/s60vmnaO8F1bllCKV2uFDDGSADnGfUkDk81Cv9jxRBRc6tFGCCBv2gDJ7dOp6dfwzQBZa12W+f+EY+RgQ6C4OQB+H6f5L545Ga2nt/DokZ4VO4yspjbaAo6ZGMY9fpUMZ0+4tnEN5q7+XGzjL7S233xnuPyHoKrq+nBRC0+sbH3+YCQQGYDOflyTz39D3OCwL0dsrXHky+HTHZscO4c54HXA7Yzx/PusUZtruU2/h0+UjMquJTk7WyDg+u0H+pqOOTS3tjC8upttuFbfLjcr8gDJ4A6n8+eearR6dFJDdCbWHR1Em7zAvBbbzwCPuD9PSkBpWsO+KaJvDrQoU3nM2d5449fr+mabafaoY4Yh4aC5k3km4+VH243cgnpxxmqUN1pluIruO+1NY1cMUl53jrwPw/XHerCwWtt9hc3OozCYiYeZMpAIIYBgBwARyeMc0APTzlgjgPhnKgsoJkB2ghuSeSeD79fwpUtpYryRP+EfQxSxpG0iSkcHlgR6Ant/LpneVp9nYsbebUYwVYsscyhxsCqMDb0wR+C57Usi24mKpLqQclVEqSkjlc7s7Rnpz2GTnbmgDp28O6U5UtaKSqlR8x4B/H2qSx0Wy0+5e4gRhIwIyWzgHHA9vlH5e5rK0nxCn2K2gNvcEqEjZ5sKxO1c8dzkkY/2T7Z6UEEAg5FAC0UUlAC0UlFAC0UlFAC0UlFAC0UlFAC0UlFAC0UlLQAUUlFAC0UlLQAUUlFABikKq3UA4OeaWigAopaSgAopaSgAxSBQOgxTqSgAxRRS0AJS0UlAC0lL2pKAFopO9FAC0UlFAC0UUUAJS0UUAFFJS0AFFFFABRRRQB//Z)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 7.92€ | 9.50€ |
| 2 - 2 | 7.52€ | 9.02€ |
| 3 - 4 | 7.12€ | 8.54€ |
| 5 - 9 | 6.73€ | 8.08€ |
| 10 - 19 | 6.57€ | 7.88€ |
| 20 - 29 | 6.41€ | 7.69€ |
| 30 - 154 | 6.17€ | 7.40€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 7.92€ | 9.50€ |
| 2 - 2 | 7.52€ | 9.02€ |
| 3 - 4 | 7.12€ | 8.54€ |
| 5 - 9 | 6.73€ | 8.08€ |
| 10 - 19 | 6.57€ | 7.88€ |
| 20 - 29 | 6.41€ | 7.69€ |
| 30 - 154 | 6.17€ | 7.40€ |
Transistor MJL21193. Transistor. C (out): 500pF. Quantité par boîtier: 1. Matériau semi-conducteur: silicium. FT: 4 MHz. Fonction: hFE=25 Min @ IC =8Adc. Gain hFE maxi: 75. Gain hFE mini: 25. Courant de collecteur: 16A. Ic(puls): 30A. Nombre de connexions: 3. Dissipation de puissance maxi: 200W. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-264 ( TOP-3L ). Boîtier (selon fiche technique): TO–3PBL. Type de transistor: PNP. Température de fonctionnement: -65...+150°C. Vcbo: 400V. Tension de saturation VCE(sat): 1.4V. Tension collecteur/émetteur Vceo: 250V. Vebo: 5V. Spec info: transistor complémentaire (paire) MJL21194. Diode BE: non. Diode CE: non. Quantité en stock actualisée le 13/01/2025, 00:25.
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Tous droits réservés, RPtronics, 2024.