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2baSTgbgATwCeKAOgoqlq2qW+jaZNf3IdkjAASNdzyMThUUd2YkAD1NZEVl4m1NRPeaqNHDcraWMMcroPR5JFYMf91QPc9aAOkorl7i/wBZ8M7bjVJ49S0jIWa6WLy5rYHje6j5XTpkgKVHOCM46cEMAQQQeQRQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB81UUUV88fpoUUUUAFFFFAHcfCz/kZ7n/AK82/wDQ0r12vIvhZ/yM9z/15t/6Gleu16+D/hHxWe/72/RBRRRXUeOFFFFABRRRQBh+NP8AkRfEP/YMuf8A0U1H/CJ6d/z86z/4Orz/AOO1B49u47TwLrfmLM3nWM8S+VA8mCYmwW2g7V9WOAO5qf8A4SzTv+fbWf8AwS3n/wAaoAP+ET07/n51n/wdXn/x2sfwz4ZsJtKnd7jVgRqF8nyavdIMLdSgcCQDOByepOSckk1sf8JZp3/PtrP/AIJbz/41WP4Z8TWEOlTo9vqxJ1C+f5NIunGGupSORGRnB5HUHIOCCKAC58M2C+M9MhFxq219Pu3JOr3RbIktgMN5mQPmOQDg8ZzgYLbwzYN4z1OE3GrbU0+0cEavdBsmS5By3mZI+UYBOBzjGTkufE1g3jPTJhb6ttTT7tCDpF0GyZLYjC+Xkj5TkgYHGcZGS28TWC+M9TmNvq219PtEAGkXRbIkuScr5eQPmGCRg84zg4AMb/hHrL/hFfN8/U93/CQ+Vj+07nbt/tTZnHmY3Y53dc/NndzR/wAI9Zf8JV5Xn6nt/wCEh8rP9p3O7b/Ze/OfMzuzxu64+XO3imy+JtOh8IsJl1CNV18zs76dcKioNTMhyxTAIUHIznIxjPFYd94pudV8RP8A2JHdQ2s+rmeHUls5ZtriyERUIqsSdgdgOuCCQACaTaRMppaFrRT4f0a0tLjVtQ1GESeH9NkjSLU7lXkY+duCqsg4Hy4X7q54xk50LfQ9e8S3CTWMmr6BpgOVludUupbiUf7jSkAfX8zVDwCdC067jupbPU7mY6VZTI76XcTGGRvNDbCsZwmFQKw4IU4Jwa9E/wCEs07/AJ9tZ/8ABLef/GqVm9ybSl8WhzF14B0LStX8Otbpei5mvnimuReypLIPs07HlGGCSo5GO46E10//AAienf8APzrP/g6vP/jtY+teJrCTVfDrrb6sBFqDu27SLpSR9lnHAMeWOSOBk4yegJGx/wAJZp3/AD7az/4Jbz/41TStsWkkrI47/hHrL/hTP2zz9T83/hHvN2/2nc+Xu+z5x5fmbdv+zjGOMYrX1vw1Yxar4eRbjViJNQdW3atdMQPss54Jk+U5A5GDjI6Eg5H/AAkNl/wpn7H5Gp+b/wAI95W7+zLny932fGfM8vbt/wBrOMc5xWxrfiWwl1Tw8y2+rAR6g7Nu0i6UkfZZxwDH8xyRwMnGT0BIZRiXmgWa/wBtYm1L5Nf0+IZ1O4OQ32PJP7zlvmOGPI4wRtGMi/0W1TS9QYS3+V0/xAwzqE5GY7lQuQX5BH3geGPLZPNa95r9m39tYh1L59f0+UZ0y4GAv2PIP7vhvlOFPJ4wDuGci/1q1fS9QURX+W0/xAozp84GZLlSuSU4AH3ieFPDYPFAHo3/AAiunf8APxrH/g5u/wD47R/wimn/APPxrH/g5u//AI7SjxTp/wDz7ax/4Jrv/wCNU8eKtNH/AC7az/4Jbz/41QIxvDHhiwn0qd3uNVBGoXqfJq10owt1KBwJBzxyepOSckk0l34ZsE8ZaZCJ9V2Pp925J1a6LZEluBhvMyB8xyAcHjOcDD/DPiawh0qdHt9WJOoXz/JpF04w11KRyIyM4PI6g5BwQRSXXiawbxlpk32fVtiafdqQdIug2TJbEYXy8kfKckDA4zjIyAMtvDVg3jHU4TPqu1dPtGBGrXQbJkuAct5mSPlGATgc46nPFz+GpNNWw1DSftk4bWLyD+z47uWMuY2uQGV1YMGEUbLnJJ98kHtLfxLYL4y1Ob7Pqu1tPtFA/sm63ZElwTlfLyB8wwSMHnHQ4x7PxBZr/YuYdS/d6/qEpxplwchvtmAP3fLfMMqORzkDacJq4pR5jN0ZNI1jxFAiy6rBNJrZJtptSuFmRBp7Ak/vM53ow3ZzjC5wcVq+CfD1lc/ZfMn1MZ8PaZL+71O5j+ZvPyPlkHy8DC9BzgDJrF1u4t7zxHPfaaNQtdVOsBYbn+zLncEFijbCuzJyyfdwTtZmwVJNXvh/4vsknEN1b3sUkekWNrEkVpLO0gi8478RqSAVkjPIHXjNJPoyVJp8sjvG8J6djP2nWP8Awc3f/wAdrE1jwzYx6r4eRZ9VIl1B0bdq10xA+yzngmT5TkDkYOMjoSK3P+Es07/n21n/AMEt5/8AGqxtZ8TWEmq+HWW31YCLUHdt2kXSkj7LOOAY8sckcDJxk9ASKLNgeEtO73Osf+Dm7/8Ajtcf/wAI9Zf8KZ+2efqfm/8ACPebt/tO58vd9nzjy/M27f8AZxjHGMV2P/CWad/z7az/AOCW8/8AjVcb/wAJFZf8Ka+xeTqXm/8ACP8Albv7MuPLz9nxnf5e3b/tZxjnOKANnWvDNhFqvh1RcasRJqDq27V7piB9lnPBMmVOQORg4yOhIOKfD9l/wi/m+dqW7/hIPKx/adzjb/aezOPMxux/F1z82d3Na+s+JrGXVfDziDVQI9Qdm3aTdKSPs044Bj+Y5I4GTjJ6Amsf/hILP/hFvK8nUt39v+bn+zLjbj+09+M+Xjdj+Hrn5cbuKBmRf6LappeoMJb/ACun+IGGdQnIzHcqFyC/II+8Dwx5bJ5r2KvHb/WrV9L1BRFf5bT/ABAozp84GZLlSuSU4AH3ieFPDYPFexUCClC5pKepzQAu0YphGDUlNYZFADKKKKAJFORS1GDg1JQAUUUUAFBGRRRQBGRg0lPYZFMoAKKKUDJoAAM1haWEHjPXhJnz/Ktdmf8AnjtfGPbf5ldDjFYus6Rc3F1BqmlTpBqluhjXzRmKeMkExyY5xkZBHKnnnJBANqud8YbTaaWq/wDHw2rWnk46580F8f8AbMSZ9s0Lr+souybwjqJnHBMFxbvEfcM0inH1UH2pbDS9RvtWi1jXDFHJAGFnYwNvS33DDOzYG+Qg46YAJAzkmgCPCD4jOJ8bm0pPsmR6St5wHv8A6nP4VtXpt0srhr0xi1EbGYy42bMfNuzxjGc1Fq2jWmswJHciRJIm3wzwuUkhb+8rDof0PQgisxvCQu2RdW1nUtUtkIItbkxLE2DkbxGi7/o2R7UAUPDFr4kbwtpTQalYQQ/ZIvLjutOkklVdoxuYTqCcew/rWt9l8Vf9BnRv/BTL/wDJNblFAGH9l8Vf9BnRv/BTL/8AJNH2XxV/0GdG/wDBTL/8k1uUUAYf2XxV/wBBnRv/AAUy/wDyTSG08Ukf8hnRv/BTL/8AJNbtFAHP/ZfFH/QY0f8A8FUv/wAkUfZfFH/QY0f/AMFUv/yRW6w702gDGW28U9P7Z0f/AMFUv/yRV3Q9Nl0nTPs09wlxM0888kkcRjUtLK8hAUsxABfHU9KuVIpyKAFpj9afTG60ANp6dKZUi9KAFooooAjIwaSnsMimUAKDg1hf2brdpqmp3GnXOn+RfTrOVuInLIRFHHjKsAR+7B/GtylBxQBj7PFX/PfRv+/Mv/xdGzxV/wA99G/78y//ABdbe4UhYUAYbJ4p/wCe+jf9+Zf/AIum7PFP/PfR/wDvzL/8VW4Tk0lAGKE8U5/1+j/9+Zf/AIqn7PFX/PfRv+/Mv/xdbSjvTqAMPZ4q/wCe+jf9+Zf/AIujZ4q/576N/wB+Zf8A4utyigDlvDwuF8Va6NUa3bUysBQwqQpt9p27QxJxv8zPPWtDxZ9i/wCER1Yahj7KbWQOO5yOMf7WcY75xipdW0K11Z4Z2kntryDIhu7Z9ksYPUZ5BBwMqwI46VUi8LI93Bc6pql/qrW7iSGO6Maxo46NsjRQzDsWzjqMGgCpfrI1x4Oi1Enf9o3SA9GnW2kIz+O4/UCuqrP1rSU1nTWtTK0EqussE6DLQyKcq49cEdO4yO9ZkGu6rZAW+s6LdNMo/wCPrT086GX3Cg70Psw49TQBv3CQyW0sdwFMDIRIH6FSOc+2KxvBTSv4G0FpiTIbCEknrjYMZ98Yqle/2t4ribT1sLjS9JlG26nuGVZ5kOcpGgztB4BZiCATgZ5HUIiRRrHGoVFAVVUYAA6AUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPmqiiivnj9NCiiigAooooA7j4Wf8jPc/wDXm3/oaV67XkXws/5Ge5/682/9DSvXa9fB/wAI+Kz3/e36IKKKK6jxwooooAKKKKAMPxp/yIviH/sGXP8A6KauH/sbxV/z66z/AOBMv/y1ruPGn/Ii+If+wZc/+imrD/4Rb/qQfBv/AH//APuWgDD/ALG8Vf8APrrP/gTL/wDLWs7RNJ8SSWEphttWKi8ugdlxIBuE8gbpqS85Bzwec/M/3j1v/CLf9SD4N/7/AP8A9y1leHvDfnabM3/CEeFJ8X14u+abDDFxINo/0Y/KuNo56AcDoAZjzaT4kHiSxQ22recbO4Kg3Em7aHhzg/2kTjJXPzjt8rdUzLybWdO8Uz2Zj1M6lcWsKwwGa5JchpDhmjv2Kj5s8lupO1eS1q6to9f8UrpWgeGfC8NxFazJJLCqzQDLR/PzCuWTAAIDf60+9afh7wXNper3mmzeGtA1F47K2lb7ZeM6hmecbkzbnGduCoAwFXk5OJu3sZ8zlpH7zlpPDeu3Wli7u4NRkg/tIw/ZpHWaFJGuxG4VjdB8l9y5I5zncM7xcXStdTXBEltqKuureWFEzgh/sOcf8f8A12f7XTjfj91Wt/YH/FN+b/wiHhr/AJDnleb5vz/8hHZ5f/Hv9z/lnnP3P4f4aDoOPEnlf8Ih4a/5DnleV5vyf8g7f5f/AB7/AHP+Wmcff/h/ippJFRio7GX4Y0zX5fI+zW+ptnSLFx5c8g/dnzdp41BPl4OBwBz8kf8AF0X9jeKv+fXWf/AmX/5a1Q8JaF9o+z/8Uj4aus6Jp8n+kS43bvO/eH/R2+dsfN/ur8zdur/4RbP/ADIPg3/v/wD/AHLTKOS1LSfEi3+jiS21YM94wj3XEhJbyJTx/wATJsHAbunGfmP3W0f7G8Vf8+us/wDgTL/8tan1bw35epaEv/CEeFIvMvmXZHN8sv8Ao8x2v/ow+Xjd0PKrx3Gr/wAIt/1IPg3/AL//AP3LQBwP9ma//wAK28/7Pqf2P+yN+7z5PL8vyc5x/aGNuO3lYx/B/DWjqWk+JFv9HEltqwZ7xhHuuJCS3kSnj/iZNg4Dd04z8x+6z/7A/wCLUfbP+EQ8Nf8AID837b5v+kf6jPmY+z/f7439f4u9aureG/L1LQl/4QjwpF5l8y7I5vll/wBHmO1/9GHy8buh5VeO4AOVudM18f2nut9S+XV7RHzO/Eh+zbQf9PPzcpg/MeR86YHl513p+tLYXjPBfhBZ6uzZlfG1ZwJM/wCmngH73ByeqzfeHTXegbf7X/4pDw0uzXLGL5Zf9Xu+yfu1/wBH+4275jx99/lb+LLvtF2abfN/wjGgJtsdcbesvzL5dwo3D9z96P7qcjIPVOlAHRf2N4p/59NZ/wDAmX/5a0f2N4q/59dZ/wDAmX/5a1uf8It/1IPg3/v/AP8A3LR/wi3/AFIPg3/v/wD/AHLQByWiaT4kksJTDbasVF5dA7LiQDcJ5A3TUl5yDng85+Z/vEn0rxIPElijW2recbO4Kg3Em7aHhzg/2kTjJXPzjt8rdU1/D/h0S6bM3/CE+FJ8X14u+abDDFxINo/0Y/KuNo56AcDoG3HhzHivT4v+EK8KrusrpvJWb92+HgG5v9G+8M4HB4ZuR3AMiLSvEZ8SXqC21XzhaW5YfaJN20vNjJ/tLOMhsfOe/wAq9XzrbTdeP9mbbfUvm1a7RMTvzIPtO4D/AE8fNw2T8p4Pzvk+Z1EHhzPirUIf+EK8KttsrZvJM37tMvONy/6N944weBwq8ntl2mg7v7J/4pLw22/W72L5pf8AWbftX7tv3H3F2/KefuJ8o/hAMv8As3Xv7d2fZ9S83+1tmPPfd5n2HdjP2/72znO7OON+P3VUdM8Pa7qMdq9lbX4uodLs5reWOQBlVhIFw7XZ2Kdv8K/w8In8XRf2D/xUflf8Il4b/wCQ35Xleb8n/IP3+X/qPufx5x9/+H+Kl8I6Abn7Pjwl4bus6Jp8v+kS4zu8794f3DfO2PmH+yvzN2TVxSipKzMeHXtXu3Wzsl1GXVNzK1qZ70BSv3hkX27j3QZqWObU9Zm0maybUp8XrRj9/MCJPIlJADajuBwG5+TIB5/hb0D/AIRlygQ+A/B5UdAbjgf+Stcn4m8KXFlrek6pF4T0X5pWh/s+3nM0c2Inc/u2hRQdiN0zzt4zU+8jP346t3Ln9keKf+fXWP8AwJl/+Wlc7/Zuvf8ACufP8jUvsf8AZO/d57+X5fk5zj7fjbjt5WMfwfw11Wh2tj4h08Xtj4F8JbNxR45JsPGw7MPs3BrJ/sH/AItX9r/4RLw3/wAgTzftvm/v/wDUZ8zHkff743df4u9Wnc0TTV0M1LSvEa3+kCS21UM12wj3XEhJbyJTx/xMmwcA904z838LZ39m69/YW/7PqXlf2tsz577fM+3bcY+3/e38Z25zzvz+9rqNV8OeXqWhr/whXhWLzL1l2RzfLL/o8x2v/ow+Xjd0PKrx3GaNA/4pvzf+ER8Nf8hzyvN875/+Qjs8v/j3+5/yzzn7nO3+GgZzF3p+tLYXbNBf7BaauzEyvjas4Emf9NPAP3uDk9Vm+8PoSvDr7Rdmm3zf8IxoCbbHXG3rL8y+XcKNw/c/ej+6nIyD1TpXuTDBoEJSg4NJRQBJkYppb0ptFABRRSgZoASnrnFMHBp4YUAOooooAKKKKACo2GDUlIRkUAR0UU4LmgBwORS0gGKWgAooooAKKKKACiiigAooooAKKKKAA8ioyMGpKawyKAGUoODSUUAS1G3WnKe1MPWgAqRelR0UAS0UwNTgQaAFpjL3FPooAiop5XNNKkUAJRS4PpRtNACUoGTTgvrTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5qooor54/TQooooAKKKKAO4+Fn/Iz3P/AF5t/wChpXrteRfCz/kZ7n/rzb/0NK9dr18H/CPis9/3t+iCiiiuo8cKKKKACiiigDD8af8AIi+If+wZc/8Aopqw/wCydH/6Jb/5Laf/APHq3PGn/Ii+If8AsGXP/opqo6j8QtD01AJV1EXDjMNvJp08TSnphfMRR3Hehuwm0ldmXd2nh6wtJLq7+GiQwRjc8j2+nAAf9/q4ix0R/E9rGdP8HpFo5vJ5Wu7a3tluZEMzuiKZGUKFUhPlJA245AxXRQzSeJtQW+8XW2rxWsTk2+kQ6TdtGpHRpGEeGP0/QZFbvhbxHp1po8sItdUCi/vSoi0i6ZQpupSB8seBgEZHUHg4IIqdZehGs99EYraRpUPiXS7cfDyZo10+5BhmjspHlIeDDkmYg7ckZJz8/GRnD7fTNKPizUEPw43RixtSLf7PY/uyXny+PN2/NgDg5+TnHGdm58TWDeM9MmFvq21NPu0IOkXQbJktiML5eSPlOSBgcZxkZLbxNYDxnqcxt9W2Pp9ogA0i6LZElyTlfLyB8wwSMHnGcHFGiVtEcgdP0z/hG93/AAgfz/23t8/yLP7v9o48rPmZ+7+6xjb2zt5pP7P03/hI9v8Awgnyf23t8jyLP7v9n58rHmY+9+9xnb3zu4rVOv2X/CLeV5Gpbv8AhIPNz/Zlztx/ae/GfLxux/D1z8uN3FJ/wkFn/wAJT5vk6lt/t/zcf2Zcbsf2Zsxjy87s/wAPXHzY280DMvwlp+myfZ/N8Cfbc6Jp7H9xZncx87MvzyD7+Bz947fmA4z1S6Vo/wD0S/P/AG7af/8AHayfBfiCztvs2+HUjjQNNi/d6ZcPyvn5Pyxn5eRhuh5wTg1148V6cD/x76x/4Jrv/wCNUAcnq2l6UupaEF+HHkhr5g0f2exHnj7PMdnEuDyA3zYHyeuAdX+ydH/6Jb/5Laf/APHqfrPiewl1Xw6ywaqBFqDs27SbpSR9lnHAMfzHJHAycZPQEjZ/4SzTv+fbWf8AwS3n/wAaoEec/wBnab/wqjzv+EC/f/2Hv/tHyLP73kZ83Pmb+vzZxu9s8Vq6tpelLqWhBfhx5Ia+YNH9nsR54+zzHZxLg8gN82B8nrgE/wCEhsv+FM/Y/I1Pzf8AhHvK3f2Zc+Xu+z4z5nl7dv8AtZxjnOK2da8TWEmq+HXW31YCLUHdt2kXSkj7LOOAY8sckcDJxk9ASAZyN3p2mj+18eAtm3XLFF/cWf7pT9kzFxJ/Hk8DK/veSMtjLvrGwGm3xHgzyyLHXCJPJtfkK3ChX4fP7ofLxyM/JuHNdTe+IbJv7bxBqf7zxDp8ozplyMKv2PIP7vhvlOFPJ4wDuGcfUNbtH0rUEEV/ltP8QoM6fOBmS6UrklMAAfeJ4U8Ng8UAdadJ0Yf80u/8ltP/APj1NOlaN2+F4/8AAXT/AP47W63ivTiP+PbWf/BLef8Axqo/+Eq07/n21j/wTXf/AMaoEch4f0zSn02Yv8OvtJ+23YD/AGexOALiQBPmlB+UYX0+XjIwai1G10ay1+1ml+Hnl28enXcskH2ayO/a8Hz4WQg7Rkevz8A843fDXiWwh0uZWg1Uk6het8mk3TDDXMpHIjPODyOoOQcEEVi+MfEEV1q2nR2N7f6bcTWs8Ec0um3SOWaa2O1B5e5iVVug9AcZFVFXaQN2RQ8OzaBrut6jPa/D9Zo47S2R7dbW0Ahk3TFiPMZc5BUZAydvIGBTLTTtOP8AZGfAm/drd6jfuLP96o+1Yi5k/gwODhf3fBOFz0Gm6/Z23jzWJBYagkNxZ27Fk0m53symQbmQR55yw3EYOzHY1WsvEFkn9iZg1P8Ad+INQlONMuTlW+2YA/d8t8wyo5GDkDacE7X0FG9tTJGnad/wkmz/AIQM7P7b2eR5Fn93+zt3lY8zH3v3uM7e+d3FL4R07TZfs/m+AvtudD09z+4szuY+dmb55B9/A5+8dnzAcZ1f+Ehsv+Eq83yNT2/8JD5uP7Mud23+y9mMeXndnnb1x82NvNHgnxDZW32XzINTOPD2mRfu9MuZPmXz8n5Yz8vIw3Q84Jwako1f7J0f/olv/ktp/wD8erK1bS9KXUtCC/DjyQ18waP7PYjzx9nmOziXB5Ab5sD5PXAPY/8ACWad/wA+2s/+CW8/+NVja34o05tT8PSeTqqpDqDu5fSbpePss44zHyeRwMnGT0BIBHMaz4fSy1uDW7XwHKLBE2XllPBayR7eBujRJHIb6ADj61AdO04fCwy/8IJ+/Gi7v7RENn97yP8AW58zf1+bON3tmu00j4iaXrH2torXUTDDKUjkhsJ5xKuOG+SM7c+h5rnv7fs/+FOfY/J1Lzf+Ef8AK3f2Zc+Xu+z4z5nl7dv+1nGOc4ocHF2ZMUt1sGq6ZpS6joYX4deSGvWDJ9nsR5w+zzHZxLg8gN82B8nrgHMGn6b/AMI5u/4QPL/23t8/yLP7v9oY8rPmZ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1812 CMF
• All dimensions in mm
www.fastrongroup.com
Common Mode Filter
Recommended layout for solder pads
CAN bus
Revision date : 03 Jun 2021
Core Material : Ferrite
Top Material : Magnetically shielded
SPQ : Taped / Reel 600 [-01]
2200 [-04]
Remarks: - Unlisted inductance values available upon request.
- Rated Volt = 50 Vdc.
- Insulation Resistance = 10 MΩ min.
Inductance
L (µH)
11
22
51
100
Impedance
|Z| (Ω)
typmin
600
1200
2800
5800
300
500
1000
2000
fΖ
(MHz)
10
10
10
10
Part No
1812CMF-110X-YY
1812CMF-220X-YY
1812CMF-510X-YY
1812CMF-101X-YY
f
L
(kHz)
100
100
100
100
Tol
± (%)
+50/-30
+50/-30
+50/-30
+50/-30
DCR
max
(Ω)
0.5
0.7
0.9
2.0
Rated DC
Current
(mA)
250
200
200
150
Dimension
H
max
3.15
3.15
3.15
3.25
0.05
0.08
0.15
0.20
Leakage
Inductance
(µH) typ
Schematic
No polarity
1
2
4
3
3.40 max
0.7
FLAT TOP
H max.
1.5
3.5
3.2
5.9
1
3
4
2
0.70
0.70
4.70 max
0.80
0.80
0.80
0.80
1812CMF-510X
Typical |Ζ| vs Frequency (ƒ)
1
10
100
1000
10000
100000
Impedance (
Ω)
1 10 100 1000 10000
Frequency (MHz)
510X Differential mode
510X Common mode
1
10
100
1000
10000
1 10 100 1000 10000
Frequency (MHz)
220X Differential mode
220X Common mode
Impedance (Ω)
1812CMF-220X
Typical |Ζ| vs Frequency (ƒ)
1812CMF-110X
Typical |Ζ| vs Frequency (ƒ)
0
1
10
100
1000
10000
1 10 100 1000 10000
Frequency (MHz)
110X Common mode
110X Differential mode
Impedance (
Ω)
Typical |Ζ| vs Frequency (ƒ)
1812CMF-101X
Common Mode Filter Chip Inductors
1
10
100
1000
10000
100000
1 10 100 1000 10000
Impedance (Ω)
Frequency (MHz)
101X Common mode
101X Differential mode