Capteur optique TCST2103
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)
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)
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eRKcJIgBO75fmbGDlAQTng9abregfY3nls5Xu4oZJEuWWHYIirAZ4JG05GPTvU1KamrMEz6hrlPFvxA0fwojRSv8Aab/GVtYjyPTcf4R9efQGvHo/if4lh8OLpMdyu9flF6eZtmOFyeM/7XXHvzXFsXlkaSaRndiWZmOSSepJ7muSGE194pyOi8Q+Nda8T3ZkvLhktwfktoiVjT8O59zXXfD/AOI76SyaZq8ryWJOI5iSTD/iv8q81ihaQE5Cxjqx4qxa3doJxBFuZm/jxwa6nTi48ttBXPq+CeK5gSaCRJInAZHRgQw9QafXJ/DU58C2I9GlH/kRq6yvLnHlk0WgopaKgCquoWjag9gJ0+1Igdos8hT0P6VZrlvEFrHearEmGsNQQZsdQU5DnqY29vY/UVoaPrTXMjWN/GLfUogPMjJ4f/aX1B/zyCBq6fu3QXNmmSxRzxPFKivG4KsrDIIPY1JRWYHJXMP/AAjqSW9zG11oM/ysHG82+ex9V9/69bNvftoaxC4nNzo8uBb3hO4xZ6LIfTsH/A88nY1O9sdP06a51KWKK0Vf3jS/dI9Md8+nevBtb8az7b3TfD8s1vo8zHCSffIPUKeqqfTr/KuqnF1Vqv6/zE9D0jxf8TtN0EPaadsv9Rxjarfu4z/tMOp9hz9K8W1TW9T8RXXn6lePcS8lFY4RAeyr0FU7YJN8ssYyv3SBg/j6/wA62k0a1eyhc3cEd1NJiMGUfKAcYKLlixOMccY561106MYbEtnOyo24GQbVAqQpDbRLPeBlRvuQqcPJ9fQe9XpFeyv2S7tyJYiVaOQYZT9D3rR8I+B9U8aat9quFMdir/vJW5AA/hHr9K0bUVdiPT/hDZhtDm1U26weeRHGg5wq5OfxJ/SvR6rafYW+mWENnapshiXao/z3qzXk1Z883I0Ssjw7w3/yAIf+uk3/AKNatWsrw3/yL8P/AF0m/wDRr1q16yMypdf8g+5/65N/KvSPA3/Ig+Hv+wbb/wDota83uj/oFz/1yb+Rr0nwN/yIPh7/ALBtv/6LWuTF/CiomL8WLa7uvBbRWvI+0I0oHUqMkD/vrbXz9DHE9wiTzeRET88mwttHrgdfpX1VrVn/AGho13bAZZ4zs/3hyP1Ar508R6Pgtf2qfKeZUA6e/wDjTwklyWCW4t/4XIhb7IjK8S5RCrvJcZwQSQNqkqQQoBwPvGtb4d+PZPCt6dM1JnOlyOQwPW2fPLY9PUfj6557S7+8vI00iKZIpJ3C/aZXJKoMHac5444FJrWkrFE95BPcXLB91zNLtC7mwcA55fJOVBOK6ZwUlZkp2PevGHhS18W6SJbcxm7WPMMvVZFPO0nuD2Pb868IvtOaDfZXUbxywfIQ/wB5SK6X4e/Ev/hG7Z9N1bzZtOVS0DINzxH+57qe3ofbpz3jHxZJ4r1hrz7LHaxhdionLMOxc9zWNGM4NxexT1OfZSj7d4baeGX+ddMdbsZtMluJ44vtbssc1pDGYhOoA2lnyTsGBlF284rlcnNSpGx+ldBNgIaWQ7UA3HO1eg9h7VZt7SPaJJDu7+1WtOtJ7iKc2qLM8Kb2iQ/OV9QO49aht2zBufhlJ4zwOTQBR1S5cSLAPlAG4j19q0fDHh+91TVIoLaAyXMn3Exwo7sx7Cuq8K+AtS8UyJcsn2SwB5upE5YeiDv9ele26D4b0zw5Z/ZtOtwmf9ZI3LyH1Y9/5Vz1cRGGi3Glcm0PSo9E0W106I7hAmC2Mbm6sfxJJrRpKWvNbu7ssKKKKQFe8s4b62e3uEDI35g9iPesC605pzHZXcjJdRAmyv1HP0Pr0GR3xkdMjp6ingjuIjHIMjqCOCD2IPY1pTny6PYDI0rWZTdHTNVjEGoIMjB+SZf7yHv9Ooqt4s8baV4Std13J5l24zFaxkb39z6D3P61xPxB8bW9hE+jQ+Xd6nCwZLtWA+zH14/j9V6evHA8kjL6xqck+o6g5kb55JZQ0kkh7Ko7k9hkCuuOGUnzMm5qeJfF+q+Kb7z7+XEKH91bpxHF+Hc+5/8ArVi+fu4UYNa2s6XFHNLdWcaQxKyrLaedveFjng+3HTJI6GsK4QrHviPynqe4PpXWkkrIQ8332ZwVwz56dhW1pt1DczxzMzKykb/LA3gZ5K56H3rkuS2AOaswPNbMJEYgimI7q+t4dSWC10+zKNv5naLAzt5BKgsehYlskfSjwr4wv/BOsywuDNabylzbK2QccbkPTd+h6H1FLRNXZ2UKzNGGDTW+cbxyDj8Cfz9KuancWt7pq/aJJPMjJFsAytJkn5jJxhV4G1R/XNKUVJWYH0HpOrWOt6dFf6fOs1vKOGHUHuCOxHpV2vmjwl4sv/B+omW33S2jkefbE/LIPUejDsfwNfRml6jBq+l2uo227yLmNZE3DBwR3FeZWoum/ItO54z4b/5AEP8A10m/9GtWpmsrw1/yAYR/00m/9GtWpk16aIKl3/x43P8A1yb+VeleBv8AkQfD3/YNt/8A0WteaXZ/0G4/65N/KvS/A3/Ig+Hv+wdb/wDota5MX8KKib9eW+L/AA82lXj3cK7rOdyf9xiclT7elepVl+IL3SbHR531qeKKzZdrGQ9fYdyfTHNc1Go4S0G1c+atf0n7HJ9ogXNs55H9w+n0qzZ67ZNaRNqVtFczWUey3SRSQ/PACgBVA7k5JqHWvEC3M89vZbxZFiFLjDuueCfT6VgMwOcd69QgdJL5sryFVUsxYhRgDJ7DtSqSy46D1NTWtjJOwJBx6AZJrVjto40AUDA9aYynBZ5Xc3Hv/hUzAInyrx3qSWdIRlz9AOprY8MeDtX8YXG6ONrbThw1w3Cn2HqfYfiRUtqKuwMbRy7aniyujBdj5oZQcBT6Mew68/nXreg+C9LuNSt9T1qxWO5mQObZHDW7S55b6+q9Ac9a63w14K0bwvbutnbh55RiWeQAs49PYe386SbT00jeoXdpbksR3gbtj0X0Pbp06czrqb5UOx0SqqKFUAKBgADAFLWVa3xtpY7S7fO8fuZj0f2Poa1a4pxcXqUFFLRUAJRRWfretWXh/SJ9Sv5NkEIycdWPZQO5NNK7sgLF7fWum2kl3eTxwW8Yy8kjYArxDxr8W7nVGksNAZ7Wy6Pc/dll+n90fr9K5Xxd4v1PxhetPO7JZoSYbRT8sY9T6t71zIU9xivQo4dR1luS3ck3FjkHkHO6pkyJVdDsmXDDB7+oqsXKLxznvUZkYFWBIbOQe4rqJOxtdQi1BHLr/wATRwVyFREk5BDE8BcfNnjnPWsvUIrRZFNhI0x2Hz0CEpkdSp7qffpiqtswuE+ZdsgHQdDW3pmoi1WOO0gt4LwhlmuJ3YIydc/e6/7ODmgCC20jT9ds4006MW+qwLjyd2RdD2z0k9ujdsHg48sHUYII6g9q1b/SnsXkvrDzEtogjYmkXzACcBio5Ck9M81ohovFUW8FY9aXg5OBdfX/AG+nP8Xfn7y2A4yOR4JllhfDKcgiugt7uPVFAAEc+AGHb6ise6tJLeRyqMu0kPGRgqe/FP0u0e91CGOGQoWblx/COpNMDo1tIoAEZd9w52IqjO48Yr6G8Oaa+j+HNP06Rtz28Cox98c15H4N0aDUvGttGmGhsF8xlAJ5GOWPc5I4r3CuLFy2iVE8M8N/8gGL/rpN/wCjWrT3Vl+G/wDkAxf9dJv/AEa1aOa7FsIrXn/Hhc/9cm/lXpvgb/kQfD3/AGDbf/0WteY3ZzYXH/XJv5V6d4Iz/wAK/wDD+Ov9mwY/79rXJi/hQ4mL42+JNl4WL2VrH9s1Pbny84SLPQuf6D9K8G1vxBqfiS+N3ql08z87F6Ig9FXoKXW47xNXu3vtxuHlZpS3UsTzVOK0aX5ydsfc1tSpRgtNxN3IBGzttUbifSrsNkEw7kFh2phvYLQ7IkLDua0Aysgb1Ga2Ari4lgnWS3JRomzv9D7V1mp6Lc3sCXemWZ887FuLRB9xm+7Ig7o3HTof0paB4I1zxTKGsojBZk4N1KMJ74/vfh+le0WXhdNEsbSJLh55YIxGl1Io3p/s8fwH07frWcqsU+W+oHJeE/hGiOl94jfzn6raKcD/AIGQefoOPc9K9Vhhit4UhhjWONBtVEGAo9AKgsrsXCsjLsmjOJE9D/Ue9W682rOUpe8WhKRlDKVYAgjBB70tLWQHPXlkthC0MiCTTHOcfxQH2Pp6enTp009KjnhsVS4uFuCGOyRRjKZ4z71cZQylWAIIwQe9RW1rDaReVApVMk4LE4z9e3tWsqnNGzCxPSUtFZAJXmnxgBuNP02y3kK8kkhHYlQAP/Qq9LrA8W+G4/EeleSpRLuI7oJWHQ9x9DWtGSjNNgz5gmtpbGfkcA06TYIxPPGFDfciB5b3PoK6XWtPnsrlrS9gaO4jbDKw/wA5FS6D4C1Hxdqm+I+XYoQrzMp2r6gep9h+OK9RySV29CDkYY7i7R3MbNGAcKi8KPX2HvTxpN5DHFcS28gt5CQkpU7GI6gHoTX1FoHhTSfDummzs7ZSHXbLJIAWk+vt7dKt6jomnappLaZdWsbWhXaI1G3ZjoVx0I7YrleLjfYfKfMCRKijb+dStGs4wcCT36NXReLPB954Tvfn3TWMrYhuMdf9lvRv59q58gHkV1xkpK6JNODXY0j8y9D/AGuN2fy40CpOSuAWx3BzknOQaw0mka5knRVi3uSFQcLk9B7dqusq3MZVwxm/gI7+1WYdPNpPEZXQOcsSMcY7AHqfemB0Vt4Z1HxppF1qEdukeo2u3HOPtAIPynP8QAGCTznB9awvDfhW91LWmjtLaRbqNisitlViI6l/THp617n4FtPs3hS1kaJUluMzORn5sngnP+ziuhWKNHZ1RVZ+WIGCfrXFLEuMmkiuUwPCnhK08L2jLGxlupQPOmPGe+AOw5roaWkrjlJyd2UeE+HT/wASKIf9NZv/AEa1aVZfh0/8SSL/AK6zf+jGrT3V7CIKl0f9BuP+uTfyr1HwN/yIPh7/ALBtv/6LWvK7s/6Dcf8AXNv5V6p4G/5EHw9/2Dbf/wBFrXJi/hQ4nCfEzwmN8mpRJlJDuJA6N3H49fzryLU3dFjjRTsPXFfWN1aw3trJbXEYkikXaynuK8kk+EOotqrxx3sCWG7KzHJfb6bfXt1p0a65bSYNHkmm6TdX97FDFbySyucJEi5Zvwr2zwl8K44Cl94hVJZOClmpyif75/iPt0+tdp4c8JaV4YttljDmdhiS4k5kf6nsPYcVuVlVxLekBpCIiRoqIoVVGAqjAApSARg9KWiuUZk3UEsEyS2/MyDCAn/Wr3Qn19D/APXq/a3Ud3AJYjkHgg8EHuD70+SNZUKt+B9D61Sso7eK/uQEEd5IFaUAnDgcBgOnsa1bU467oDRopKWsQCikooAWikooAWikpaAMrVvDmk648T6jZpM0R+U5Kn6EjGR7VftraC0t0t7aJIoYxhURcAD6VLRVOTas2AtFJRUgV76wtdSspbO8gSaCUbXRxkGvC/GXgi68L3JuIN0+lyNhJe8ZP8L/AND3+te+1FcW8N3byW9xEksMilXRxkMD2IralWdN+QmrnzVp4VJfOcZCDj613vhL4d3OoXh1bXQ0Vu3MVsfvOvbd6D2611+ifD7SNF1KW7XdON+63jl5EI/qc9CenHfmutreritLQEo9xERY0VEUKqjAA6AU6kpa4igpKWkoA8G8PH/iSR/9dJv/AEY1aOazNAP/ABJY/wDrrL/6MatDPv8ArXtIzKl0f9Bn/wCubfyr1fwN/wAiD4e/7Btv/wCi1ryiRfNhkjzjepXPpkVe0vX/ABXpWlWmnW2qaf5FrCkMe+wJO1QAMnzOuBWFenKokkNM9ooryQeLPGR/5iumf+C8/wDxynf8JT4y/wCgrpn/AILj/wDHK5fqtQrmR6zS15OPE/jI/wDMW0z/AMFx/wDjlOHiTxmf+Yvpn/guP/xyj6rUDmR6tRXlg8Q+Mz/zGNM/8Fzf/HKX+3/Gf/QY0z/wWt/8do+q1A5kepUmK8wGu+Mz/wAxnTP/AAWt/wDHacNb8Zn/AJjWmf8Agtb/AOO0fVagXR6bS15mNY8Zn/mN6Z/4LW/+O0v9reM/+g3pn/gtb/47R9VqBc9Korzb+1vGf/Qb0z/wWt/8dpf7V8Z/9BvTP/Ba3/x2j6rUDmR6TRXm39qeM/8AoOaX/wCCxv8A47R/anjP/oOaX/4LG/8AjtH1WoF0ek0V5t/anjP/AKDml/8Agsb/AOO0f2p4z/6Dml/+Cxv/AI7R9VqBc9Iorzb+1fGf/Qb0z/wWt/8AHaP7W8af9BvS/wDwWt/8do+q1A5kelUV5odX8Zj/AJjemf8Agtb/AOO006z4zH/Ma0z/AMFrf/HaPqtQLo9NorzE634z/wCg1pn/AILW/wDjtNOu+Mx/zGdM/wDBa3/x2j6rUC56fRXl39v+M8/8hjTP/Ba3/wAdpD4h8Zj/AJjGmf8Agub/AOOUfVagcyPUqWvKf+Ek8Zf9BfTP/Bc3/wAcph8UeMh/zFtM/wDBcf8A45R9VqBzI9ZpDXkx8VeMh/zFdM/8F5/+OUw+LfGQ/wCYppn/AILz/wDHKPqtQOZHO6Cf+JPH/wBdZf8A0Y1aG73qpp1o2n6fHbvKJWUsxcLtBLMWPGTjrU+6vRRAwVIhoooBEy1KpoooAeOtTKaKKAHqTUy0UUAOBp6k0UUDHg08E4oooAeCad2oooELRRRQAZooooAQ00miigYwk0wk0UUAMJqMmiigBrGomJoooERt0qI0UUARseKiNFFAELE02iigD//Z)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.33€ | 1.60€ |
| 5 - 9 | 1.27€ | 1.52€ |
| 10 - 24 | 1.20€ | 1.44€ |
| 25 - 49 | 1.13€ | 1.36€ |
| 50 - 99 | 1.11€ | 1.33€ |
| 100 - 249 | 1.08€ | 1.30€ |
| 250 - 288 | 1.05€ | 1.26€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.33€ | 1.60€ |
| 5 - 9 | 1.27€ | 1.52€ |
| 10 - 24 | 1.20€ | 1.44€ |
| 25 - 49 | 1.13€ | 1.36€ |
| 50 - 99 | 1.11€ | 1.33€ |
| 100 - 249 | 1.08€ | 1.30€ |
| 250 - 288 | 1.05€ | 1.26€ |
Capteur optique TCST2103. Capteur optique. CTR: 10 - 20 %. Diode IF: 60mA. Courant IF Diode (crête): 3A. Puissance de la diode: 0.1W. Tension de seuil de la diode: 1.25...1.6V. Tension de seuil de la diode: 6V. Fonction: Capteur optique transmissif avec sortie phototransistor. Longueur d'onde (dominante): 950nm. Courant de collecteur: 100mA. Ic(puls): 200mA. Dissipation de puissance maxi: 150mW. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Tr: 8...10us. Tension collecteur/émetteur Vceo: 70V. VECO: 7V. Nombre de connexions: 4. Spec info: ouverture 3.1mm, écart du capteur 0.6mm. Quantité en stock actualisée le 12/01/2025, 19:25.
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Tous droits réservés, RPtronics, 2024.