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nHIi6ekUN003zWs9yrsS0aYBLcdeBk46VmeNrHWX1O8tdPt7CWPxNp66MklxdPEYJFju5C5Ajbcu1j3ByMd8gA9Ark9e1ODSvHWiT3Ed26Npl8gFraS3DZ820PKxqxA464x09RXWVz95/yUPRv+wVf/APo20oAP+Ey0v/n11z/wRXv/AMZo/wCEy0v/AJ9dc/8ABFe//Ga6CigDhtMmW5+GGuzoJAkkuruokjZGANzcHlWAKn2IBHerunX/AIg1e3dLMRQWjPmLUJ7RomEXGFSFmJdhz+8bYvIIRhRptt4q0aG5tLfTNGuYGvbq4jlk1SWJiss8koBUW7AEB8dT0o1PXvFWlWqXE+gaMyPcQW4CaxKTullWJTzbDjc4J9s9elAGzpWhWekyTTx+ZPez4+0Xlw2+aXHTJ7Ac4VQFGeAK57T/AA1oOseJPFVxqmiabfTrqcaLJdWiSsF+x2xwCwJxkk49zWp9s8Yf9ALQ/wDwczf/ACLUnh2w1K1l1i71SK0hn1C9FwsVrO0yooghiwWZEJOYiencUAY/w+8NaDb+EPDeqQaJpsWoHTbeQ3aWiLKWaEbm3gZycnJzzk12lc/4E/5J54a/7BVr/wCilroKACiise91m/tbySCHwzqt5GuMTwSWoR+M8B5lbjpyB0/GgDYorn/+Eh1T/oTNc/7/AFl/8kUf8JDqn/Qma5/3+sv/AJIoAz/ifH5vgK6j8vzN93ZLs2b92bqLjbsfP02Pn+63Q6H/AAj2qf8AQ565/wB+bL/5HrB8cXc2s/C5559KurOSe5sgbO6jV5ObqIYKqsoOfTYx9UP3a3vtnjD/AKAWh/8Ag5m/+RaAMPwnoWoy6PcMnizWYQNTv12pFZkEi7mBb5oCckjJ7ZJwAMAGhaFqL6x4nVfFmsxlNTRWZYrPMh+yW53NmAjOCBxgYUcZySeE7rxUuj3Ag0bRnT+078kvq0qnd9rm3DAtjwGyAe4AOBnANCuvFQ1jxOYtG0ZnOpoZQ2rSqFb7Jb8Kfsx3DbtOTjkkY4yQAutC1EeOtJiPizWS7aZesJTFZ7lAltcqP3GMHIJyCflGCOcnizQtRi0e3Z/FmszA6nYLteKzABN3CA3ywA5BOR2yBkEZBLq68Vf8J1pLNo2jCcaZehEGrSlSvm2u4lvs2QQduBg5yeRjk8WXXiptHtxPo2jIn9p2BBTVpWO77XDtGDbDgtgE9gScHGCAaGreHtR/sa+3+KNZu0+zybreS2s2WYbT8hC2rEg9MBWPPAPSs/wXoWozeBfD0qeLNZgR9MtmWKOKzKoDEvyjdATgdOST6k1oatN4qn0a+huNC0byJLeRZPL1KWZtpUg4jNmwc4/h2tnpg9Kz/Bd14qXwL4eW30bRpIBplsI3k1aVGZfKXBKi2IBx2ycepoAk0bSdXudV8QxP4y1wLa6gkSfJaHINrA/QwEDlzwoA74ySSXOk6unjLTLIeMtc8uXT7uVjstByklsB8og2n755IJHYgFsx6FdeKhrHicxaNozOdTQyhtWlUK32S34U/ZjuG3acnHJIxxkl1deKv+E60lm0bRhONMvQiDVpSpXzbXcS32bIIO3Awc5PIxyASeJdJ1ex0qCWPxlrhZtQsoj8lovD3USHlYAejHjOD0IIJB2P+Ee1T/oc9c/782X/AMj1h+LLrxU2j24n0bRkT+07Agpq0rHd9rh2jBthwWwCewJODjB3PtnjD/oBaH/4OZv/AJFoAx/Cek6vqHg3Q72XxlrgkuNPt5WGy0fBaNSfmeAsevViSe5JqT4e27WsviyF2kd112TdJJGqNIfIgO8hY4xluuQuDnIL53tX8F3XipfAvh5bfRtGkgGmWwjeTVpUZl8pcEqLYgHHbJx6mrHw9WZZfFn2iCOCdtdkaSOPO0MYICcExxlhk53bPm65fO5gDtKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK8Pf8g2b/r+vP8A0okrVrK8Pf8AINm/6/rz/wBKJKzLDxfd6np1tf2fhHXJLW6iSaF/MsxuRgCpwbjIyCOtAHUUVz//AAkOqf8AQma5/wB/rL/5Io/4SHVP+hM1z/v9Zf8AyRQB0Fc/ef8AJQ9G/wCwVf8A/o20rU0nUodZ0ax1S3WRYL23juI1kADBXUMAcEjOD6msu8/5KHo3/YKv/wD0baUAdBRRRQBz/jv/AJJ54l/7BV1/6Kaugrn/AB3/AMk88S/9gq6/9FNXQUAFc/4h/wCQ54T/AOwrJ/6RXVdBXP8AiH/kOeE/+wrJ/wCkV1QB0Fef3P8AySHxd/3HP/Si5r0CvP7n/kkPi7/uOf8ApRc0AdB4h/5DnhP/ALCsn/pFdV0FYfiKw1K6l0e70uK0mn0+9Nw0V1O0KupgmiwGVHIOZQenY1H9s8Yf9ALQ/wDwczf/ACLQBl+NPBeg3XhXxDcW/hrTZtUlsrl45I7BGneYoxBBC7i5bnPXNR2M3gjTLyO8sPCs9pdR52TQeFbmN1yCDhhBkZBI/Grmra94q0bRr7VLjQNGaCyt5LiRY9YlLFUUsQM2wGcD1FdZQBz48Z6R5sMciarD50qQo8+j3cSb3YIoLtEFGWYDkjrRef8AJQ9G/wCwVf8A/o20o8Zf8gO2/wCwrpv/AKWw0Xn/ACUPRv8AsFX/AP6NtKAOgooooAyfEerPoumQ3SGEM97aW583ptlnjjY9RyFZiPp3FYni2W7vNPPlzpDBBrGnRKvl5Z2+1wHc2T0y3AABO3OcHFdVd2dvfQrFcxLLGsiShW7OjB1P4MoP4VzXjXTk/s6K4hnngeXVdN80RsNsh+1wqCQQQCOORg/KAcgYoA6DTbmW5tm+0BPPikaKQxjCsVOMjk4yMHGTjOM5FXKhtbWGyt1ggUrGpJ5YsSSSSSTySSSST1JqagDn/An/ACTzw1/2CrX/ANFLXQVz/gT/AJJ54a/7BVr/AOilroKACiiigAooooA434qLE/w7v0nCGF57RZN+3btNzEDncyr0zyWUe461fh8S6nJGD/wiOsSMuVdo5rPbuHDAbpwcZB6iqXxPk8rwFdSeZ5ey7sm379m3F1Fzu3pj670x/eXqLEPjTwrHeXDL4m0Y28gVy4v4iqv0IJ3YGQAQO+G96AOSsNe1S402LRLbw9rStd6rqM87wXFsknkLeSmRUbzgQ250jJyOGYqxwCX6FeXWmeIdY03/AIRzXDFc3Ju7e0F3CZlCwW6MWdrjBAJXaFZsBh0wAHeBPEfh+O81q7u/EGkrNJqV3BZQi+jLPCbmWQMq5zl2lPT7wVDVSHxfocE+p6q/iPTGuLXWo7lI/t0ZMkD20CTKuDlgu6QgDq0QHUUAbJ17Uh410kP4b1aW4g029jaMSWu9syWpzzMBwAueerjGQDiDx/4jv5PD9tYt4f1nTri91KyhtZ2ks2Pmi4RwFAnOWwhxkYyOSBk1fm8V+EG8b2N+niLTZGGnXMTyR3kbRRqZIDlyGwpJAAz1x7Vh+LfFvhzVdXtnTxDpT2+nXNg0e29jIeR7yJpGHPPlxx8kcASNnocAEt5qF3p66hpU+ka0unXNo0nk6ldwTlCEcSF5Guh+6IAYqZFPyvjgnGp4M8R6l/whmioPC2pXDCwgO61a1SMKUG3AedTjbjHHT0OQKXi3xL4en8Pahcw+JdJj1a1la4gj+2p5q7AUZFCyK4ZozIBhlIL8EHmpvBvi3w3a+FvDSN4h0lZl0mCC5iN5GHjKRA5YZyNpDA56bqAK6+KNVsZPFbWvhnVFvLrU44rfe9qwine0tkQOBPzzhjtyNp5Iw2Kcv2jR/F+kXA0XxIomtJrOSK5voJZJmZ4m3qftBVCTHhiSucqBzTtM8WeG7n4iay9x4g0mOxtLwXkMsl5GqTSvaQQqUbdhtoWcHGcFh0xS+Itd8P6r4pQ/8JJpELf2bdLbyyXkYWKZJbWSBmyeu9WYeoXjigDR8R6zqEekQ27+G9XQHVLGSNJZrZmUC7gO3InOdzfKvPBPzbRg1t3/AIuvtO0+e8n8H64scKFyTLZn8MC4JP0AJ9AaxNU8XeGPEui6NcQ+IdLhuTd2Vw1sbuNpQBPFI0ZUHOQVGeP4fSrWt+NPCt/qGk6evibRjbG4+13Li/j2hYcMi7t2ATIYzg9QrehoA5Tw3dXug+EvDV3baVryxz2kENzJJcwSJcrIECmMGbKFSVClggVCQ3QCut+G5Rj4raO3+zg69KWh3IxRjDDuDFJJFLZzuw3XPC/dGT4d17wrd+A9K03VfEGlW6HQoLQpLexxuC0QEmMtnIIAz2KnuKufCTUZNW0vxDezXCXE0msuJJY2LI7LBArFSXbK5Bxg4xjAUYUAHoVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBleHv+QbN/1/Xn/pRJVTwJ/yTzw1/wBgq1/9FLVvw9/yDZv+v68/9KJKqeBP+SeeGv8AsFWv/opaAOgooooA4/w9q8OifCvwzezxySR/YdOg2xKWbMvlRggDk4Lg4HJxxWvDZXN74httZnUW0dvaz20Vu3zO4keJi7EHC48nAUZ4bJIPFctpujXF98KfC407zHu1h0mcCSdigCSQOxKlgCAqk4Hpgc4rqdF1q5vdtrq2nnS9UKvJ9kaVZQ0asBvR14YfMuehBYZHIJANmiiigDm/Homm8GXtlBJHG+ovDpxkdC4RbiVIGbAIyQshI56gVc8MaheanopnvzA11Hd3Vs7QRmNG8qeSIMFLMRkIDjJ61T8dXENp4ajubmVIYIdS0+SSSRtqoovISSSegAo8DTw3XhuS4t5Y5oJdT1B45I2DK6m8mIII4II5zQB0lcX4r8S6DZeJPDlvda3psE9rqbPcRy3SK0KmzuAC4JyoJdRk/wB4eortK5PxFBqqa7o62niTUrSDUb028kEUVsyxqttNJlC8LNktEOpPU9OMAHWV5/c/8kh8Xf8Acc/9KLmvQK8/uf8AkkPi7/uOf+lFzQB6BRRXP+O/+SeeJf8AsFXX/opqAMaDRL7xhomppqHibVorW5u76ze2t0tVQQpcSxBQTCX+4oBO7PWrk9tqmja74fVvEmpX0F5evbzQXUVsFKi2nkBzHCrZDRr3pdB0nTdG8da3b6Xp9pYwNpli7R2sKxKW827GSFAGcADPsK5/x3pOm6jceNbi90+0uZ7TwvE9tJNCrtC2b05QkZU5UHI9B6UAdZ4y/wCQHbf9hXTf/S2Gi8/5KHo3/YKv/wD0baUeMv8AkB23/YV03/0thqnr2pwaV460Se4ju3RtMvkAtbSW4bPm2h5WNWIHHXGOnqKAOsorn/8AhMtL/wCfXXP/AARXv/xmj/hMtL/59dc/8EV7/wDGaAJJ/GnhW1uJbe48S6NDPE5SSOS/iVkYHBBBbIIPGK5jUW+GerTia+8VWszLOLlAfE8oWOUHIZFE2EIJ42gY7YrU8Namtv4E1HVY4nZY7vVLlY5UaNiBdTsAwYZU+oIyO4rR0rxXZ311/Z92n2DU1YI1rK6sGbaGwjjhjtYNjhgCCVGRQBR03xR4I0q3aC38X6a6M5cm61wXDZwBw0kjEDjpnHX1NdBpurabrNu1xpeoWl9ArlGktZllUNgHBKkjOCDj3FXK5/w9/wAhzxZ/2FY//SK1oAPAn/JPPDX/AGCrX/0UtdBXP+BP+SeeGv8AsFWv/opa6CgAoorHvfCXhvU7yS8v/D+lXV1JjfNPZRu7YGBliMngAfhQBsUVz/8Awgng/wD6FTQ//BdD/wDE0f8ACCeD/wDoVND/APBdD/8AE0AYfxK1CPUfhdd3mi3Ju989obeWwYyMzfaosbNhBLZ6YIOe4rS1LxF5nhCDW7aNY77eEit5stsuCTG0TheTtYsGx02k9s1R+IWmWdj8Np9P0+wggtRd2apbQW42fNdxEgII3BySeNj5z91uh0h8OvBi3xvB4X0nzSmzH2VNmM5zsxtB98Z96AJdK1OfXNPRZxFvN9dxOYgQpiguHjB5J+9sTPPOT9KTQo0m1bxfFKoeN9URWUjIINlbZFZfhrwt4e1LSbmW/wBC0y6f+1NQAM9pG+At1KgxkcfKij8Kh0LwX4Vm1jxOkvhrRnSHU0SJWsIiEX7Jbthfl4G5mOB3JPegCjBci21extbu4Cz6FpeoxSSSN0WKWzeN2P8AtR+Wx/3iK0byzV/BUH2y5W3vNT1S1unfgkStdRuiZxyVVVjB9EFVNR+H/hGb4gaJGfDmmpENPvJzFFbqkbuklsFLKuA2BI/BB6+wqz4s8HeGrfSkmi0LT0ebUdNikxbrgp9rhTbjGMbSVx6EjpQB1OtgweGtREEczGOzl8uO2RmkOEOAgRlYt6BWU56EHmuQ+HV40vwytLLULhY57Cxhfzn+ULE0SyxP9FB259Y2rV1bwR4Vi0a+kt/C2jLOlvI0Zj02IsGCnGAInJOf9h/91uhxfCvw88H6t4L8LX174d0+S5XT7aYyCEJ5jmJSTJtwJMnn5s0AWvBd9dSQeKbuaSN7q51n9ztGAA9tb+Wp7/KpUH/dNbEkK2/jvQoU+7HpF8oz7S2dZeieE/DlzrXiZZtB02SOG9jtY42tUKLELa3kCBcYxvZm6dTUd14L8Kr460m3Xw1owgfTL13jFhFtZlltQpI24JAZgD23H1oAi16OOzS+0ORR5E2radfW64wCkt9D5qj1Ik3MfTzVra8PyCW51fWLmZJBGVskkVsgxwg5bHYmR5PqAtYfjbwB4RfQ7fb4c02BjqVjGWtrdYWKvcxRuMpg4Kuw/HPUA10Q8CeFFeBl8PaavkKVjC26gAHg8Ywc55z170AP8E29va+B9DitZGkg+wwtG7dWUoCP0xWb4Fd3vvGJkSdG/wCEglAE6srYEMIBAZmO0jBU5wVwQFGFFPwX4L8K3XgXw9cXHhrRpp5dMtnkkksImZ2MSkkkrkknnNWPh7aQ2Eviy1t7aO2gi12RY4Y4hEqr5EGMKEQAY/2eeu5872AO0ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMrw9/yDZv+v68/wDSiSsDw1qGtaN4V0jS7jwfrLT2VlDbyNHPZFSyIFJGbgHGR6Ct/wAPf8g2b/r+vP8A0okrVoA5/wD4SHVP+hM1z/v9Zf8AyRR/wkOqf9CZrn/f6y/+SK6CigDH8J2Nxpng3Q7C8j8u6tdPt4Zk3A7XWNQwyODgg9K5/UteMXj63uRpV9JY6du0i5u0MOxZ7p7No8AyByoBXJC8Z4zzjuK8/wBR/wCZj/7GvSv/AHH0AegUUUUAc/47/wCSeeJf+wVdf+imroK5/wAd/wDJPPEv/YKuv/RTV0FABXP+If8AkOeE/wDsKyf+kV1XQVz/AIh/5DnhP/sKyf8ApFdUAdBXn9z/AMkh8Xf9xz/0oua9Arz+5/5JD4u/7jn/AKUXNAHoFZ+u6Z/bfh7U9J87yft1pLbebt3bN6Fd2MjOM5xkVoVh+NJ5rXwL4huLeWSGeLTLl45I2KsjCJiCCOQQec0AZ/g6PUry71PXdUu7SWeZ205Y7W2aFVW1uLhNx3SOSWLE9scDnrWf400fUrrVhBZajaW8HiW3Gi3Ims2laJUhu5fMQiRRkhiuCD2PbB0PDumQaH4v1nTLGS7+x/YrW6EU93LOFlkmuvMceYzEFioJx1Iyeaw/HNoLy88T3UlzfRzaP4fjvbAwXs0IgnIvAZAqMAWIUDJB446E0AdR4y/5Adt/2FdN/wDS2Gi8/wCSh6N/2Cr/AP8ARtpR4y/5Adt/2FdN/wDS2GqevaZBqvjrRILiS7RF0y+cG1u5bds+baDlo2Ukc9M46egoA6yiuf8A+EN0v/n61z/we3v/AMeo/wCEN0v/AJ+tc/8AB7e//HqAMqz/AOSceIf+u+sf+lNxUnmeFLWxvbM6azyX900k1h9jkEl1OFQNIkbAZHCnzV+TPzbs5NZmha14VtPC2o+H9R8R2Fo323UreSO51FBOqtdTAFjIxYttIOWyTnJzmtPStf8AAGjRuLTxLonmyY824l1SOSWXHTe7MWbHbJwOgwKANHwxZaxaLcHUJmWzcj7JZzSefNbr6PN/Fn0O7H99u2Xp8GvS+JPFTaXqWm20H9pxhkutPedi32O25DLMgAxjjHY884Gp/wAJ34P/AOhr0P8A8GMP/wAVVfwhf2ep6h4pvLC7gu7WTVU2TQSCRGxZ2wOGHBwQR+FAGf4EtvEn/CG+Gn/tXSvsP9n2p8n+zJPM8vy1+XzPPxuxxu24zzt7V3Fc/wCBP+SeeGv+wVa/+ilroKACiiigAooooA4/4nx+b4Cuo/L8zfd2S7Nm/dm6i427Hz9Nj5/ut0Oh/wAI9qn/AEOeuf8Afmy/+R65D4kR+IrbwdeTazqmiz6SklqZhHp7xNn7VF13PMNuOuUf02muv+2eMP8AoBaH/wCDmb/5FoAw/CehajLo9wyeLNZhA1O/XakVmQSLuYFvmgJySMntknAAwAaFoWovrHidV8WazGU1NFZlis8yH7Jbnc2YCM4IHGBhRxnJJ4TuvFS6PcCDRtGdP7TvyS+rSqd32ubcMC2PAbIB7gA4GcA0K68VDWPE5i0bRmc6mhlDatKoVvslvwp+zHcNu05OOSRjjJAC60LUR460mI+LNZLtpl6wlMVnuUCW1yo/cYwcgnIJ+UYI5yeLNC1GLR7dn8WazMDqdgu14rMAE3cIDfLADkE5HbIGQRkEurrxV/wnWks2jaMJxpl6EQatKVK+ba7iW+zZBB24GDnJ5GOTxZdeKm0e3E+jaMif2nYEFNWlY7vtcO0YNsOC2AT2BJwcYIBoat4e1H+xr7f4o1m7T7PJut5LazZZhtPyELasSD0wFY88A9Kz/BehajN4F8PSp4s1mBH0y2ZYo4rMqgMS/KN0BOB05JPqTVzXb7xInh7U21HR9DisRaSm4k/tWSTZHsO47TZsGwM8FWB6YPSqfgu68VL4F8PLb6No0kA0y2EbyatKjMvlLglRbEA47ZOPU0AGhaFqL6x4nVfFmsxlNTRWZYrPMh+yW53NmAjOCBxgYUcZySXWhaiPHWkxHxZrJdtMvWEpis9ygS2uVH7jGDkE5BPyjBHOTQrrxUNY8TmLRtGZzqaGUNq0qhW+yW/Cn7Mdw27Tk45JGOMkurrxV/wnWks2jaMJxpl6EQatKVK+ba7iW+zZBB24GDnJ5GOQA8WaFqMWj27P4s1mYHU7BdrxWYAJu4QG+WAHIJyO2QMgjIO5/wAI9qn/AEOeuf8Afmy/+R6w/Fl14qbR7cT6NoyJ/adgQU1aVju+1w7Rg2w4LYBPYEnBxg7n2zxh/wBALQ//AAczf/ItAGH4L0LUZvAvh6VPFmswI+mWzLFHFZlUBiX5RugJwOnJJ9SasfD23a1l8WQu0juuuybpJI1RpD5EB3kLHGMt1yFwc5BfO9qnhCfxcfAfh5LLTdEWIaZb+XLNqEpZlES7coIMKTxn5jjnrUnwykllTxY05tftH/CQTiYWoPlrIIoQ4GUQnDZGSuSQSS2dxAO7ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMrw9/yDZv+v68/9KJK1ayvD3/INm/6/rz/ANKJK1aACiiigArgvEVt4fsfiTo+oXuirPO9jdSmaDS3uZTKklqI3PlozZUAgMfu5xkZGe9rg9S1jUk8a/2lFp1o+n6VcJosrNeMsrtdtZN5ip5ZGF3KMFueemOQDc/4TLS/+fXXP/BFe/8AxmtiwvrfU9Otr+zk8y1uokmhfaRuRgCpweRkEdaLy/s9PiEt7dwW0ZbaHmkCAnrjJ78Guf8Ah5fWd34C0CK2uoJpINLtVmSOQMYz5SjDAdDwevoaA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Date of release: August 2009
Document order number: 9397 750 16772
Printed in the Netherlands
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KMZ series: Upcoming angular sensor system KMZ60
The KMZ series includes angular sensors designed for use
in brushless (BL) DC motors and steering applications. Each
device consists of a magneto-resistive element equipped with
two independent MR sensor bridges and two instrumentation
amplifiers with temperature compensation. The upcoming
KMZ60 offers performance similar to the KMZ43T, but with
increased output levels and temperature compensation.
Available in a small SO8 package, it supports level-shift
functions in microcontroller applications. Engineering samples
of the KMZ60 will be available Q4 of 2009, with production
volumes planned for early 2011.
Output signals
brb364
VOUT1
VOUT2
Ch2 Freq
39.8884 Hz
Ch1
Tek Stop: 50.0 kS/s 343 Acqs
500 mV M10.0 ms −10 mV500 mVCh2 Ch2
Ch1 Freq
40.1930 Hz
T
T
CURRENT
MULTIPLIER
U / I
BAND
GAP
cos
Vin1p
Vin1n
I = f(Temp)
I = f(Vcc)
sin
R3
R2
R1
GNDS
VDDS
Vin2p
Vin2n VOUT2
GND
VDD
VOUT1
KMZ60 application
KMZ60 package
KMZ60 features
} Temperature-compensated output amplitude
} Ratiometric output voltage
} Temperature-compensation circuit can be switched off
in case of external compensation
} Temperature sensor output
KMZ60 operating parameters
Preliminary Specification KMZ60
Ambient working temperature range (1) 40 to 150 °C
Supply voltage range 3.0 to 5.5 V
Maximum supply current (2) < 12 mA
Linearity error (3) -0.5 to +0.5°
Phase error at 25,000 rpm < 1.5°
Amplitude matching of output signals (4) ≤ ±2%
Peak-to-peak output voltage > 30% to <60%VDD
(1) Over full specification
(2) Including maximum permissible output loads
(3) After offset compensation and amplitude correction
(4) For sinusoidal input signals inside the permissible output range up to 1 kHz