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WDgH7OcjG0545JGOMkA0dI126hv10PxAscOp4JguEGIb1B/Eno4/iTqOoyK6OuV1ay13W7BrO+0HR3jJDoy6vKrxuOjowtsqw7EVR0rXPEOhahYaN4qgszDPuSHVkuWKu38MT5jA8w+p2hu3PFAHaW9vDaW0VtbxrFBCgjjjQYCqBgAD0AqSo4J4rq3juIJUlhlQPHIhyrKRkEHuCKhv5L6O3DafbW1xPuGUuLhoVx67gjnPTjH40AZvjT/AJEXxD/2DLn/ANFNW5XF+LbnxI3gzXRPpOkpCdPuBI8epyOyr5bZIU24BOO2R9RWx9q8Vf8AQG0b/wAG0v8A8jUAblYeu/8AIY8Mf9hN/wD0kuKPtXir/oDaN/4Npf8A5GrH1q58SHVfDpk0nSVYag5jC6nIQzfZZ+Cfs4wMbjnnkAY5yADtKKw/tXir/oDaN/4Npf8A5Go+1eKv+gNo3/g2l/8AkagAtf8AketW/wCwZZf+jbqtyuLtrnxJ/wAJnqZGk6SZjp9oGQ6nIFC+Zc4Ib7PkkndkYGMDk542PtXir/oDaN/4Npf/AJGoA3Kw9C/5DHif/sJp/wCklvR9q8Vf9AbRv/BtL/8AI1QeFnunvvEjXsMMNwdTXfHDKZUH+i2+MMVUnjHYf1oA6OiiigAooooAKKKKACsPxp/yIviH/sGXP/opq3Kw/Gn/ACIviH/sGXP/AKKagDcorD+1eKv+gNo3/g2l/wDkaj7V4q/6A2jf+DaX/wCRqADXf+Qx4Y/7Cb/+klxW5XF61c+JDqvh0yaTpKsNQcxhdTkIZvss/BP2cYGNxzzyAMc5Gx9q8Vf9AbRv/BtL/wDI1AG5WHa/8j1q3/YMsv8A0bdUfavFX/QG0b/wbS//ACNWPbXPiT/hM9TI0nSTMdPtAyHU5AoXzLnBDfZ8kk7sjAxgcnPAB2lc7qnh6dL99Z0CZLPVGH76N8+ReAdBKB0Po45HuOKm+1eKv+gNo3/g2l/+RqPtXir/AKA2jf8Ag2l/+RqAMzwZrCahqviOK4hay1H7ckktjK4MkY+zQJnjqpKnDDqMHvXX15o2ka3rOp67NHpum2+pQairRXkWqSJJbv8AZYOFP2c70I25DAA5IxwCdK38UeKLLUYNG1fSdJS9kQeVdNqEkUF23cR/uWww/ukg9wCKAO5rD8F/8iL4e/7Blt/6KWj7V4q/6A2jf+DaX/5GrH8JXPiRfBmhCDSdJeEafbiN5NTkRmXy1wSotyAcdsn6mgDtKw/Gn/Ii+If+wZc/+imo+1eKv+gNo3/g2l/+Rqx/Ftz4kbwZron0nSUhOn3AkePU5HZV8tskKbcAnHbI+ooA7SisP7V4q/6A2jf+DaX/AORqPtXir/oDaN/4Npf/AJGoANd/5DHhj/sJv/6SXFblcXrVz4kOq+HTJpOkqw1BzGF1OQhm+yz8E/ZxgY3HPPIAxzkbH2rxV/0BtG/8G0v/AMjUAblYdr/yPWrf9gyy/wDRt1R9q8Vf9AbRv/BtL/8AI1Y9tc+JP+Ez1MjSdJMx0+0DIdTkChfMucEN9nySTuyMDGByc8AHaUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1ABoX/ACGPE/8A2E0/9JLetyuc8LPdPfeJGvYYYbg6mu+OGUyoP9Ft8YYqpPGOw/rXR0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYfjT/AJEXxD/2DLn/ANFNW5WH40/5EXxD/wBgy5/9FNW5QAVh67/yGPDH/YTf/wBJLitysPXf+Qx4Y/7Cb/8ApJcUAblFFFAGHa/8j1q3/YMsv/Rt1W5WHa/8j1q3/YMsv/Rt1W5QAVh6F/yGPE//AGE0/wDSS3rcrD0L/kMeJ/8AsJp/6SW9AG5Ve+sbXUrKWzvbeO4tpl2yRSLlWFWKKAPOvCWq33hjwvoX9sSG40O5srdor/GDZsyA7Jv+mfOFftwG9a9EVgyhlIIIyCO9YPhCKOf4f6DFKiyRvpduro4yGBiXII7is5ku/AzGSFZrvwyTl4VBeXT/AHQdWhHdeq9RkcAA1PGn/Ii+If8AsGXP/opq3K5/xXcQXfw8124tpo5oJdKuGjkjYMrAxNggjqK6CgArD13/AJDHhj/sJv8A+klxW5WHrv8AyGPDH/YTf/0kuKANyiiigDDtf+R61b/sGWX/AKNuq3Kw7X/ketW/7Bll/wCjbqtygArD0L/kMeJ/+wmn/pJb1uVh6F/yGPE//YTT/wBJLegDcooooAKKKKACiiigArD8af8AIi+If+wZc/8Aopq3Kw/Gn/Ii+If+wZc/+imoA3KKKKAMPXf+Qx4Y/wCwm/8A6SXFblYeu/8AIY8Mf9hN/wD0kuK3KACsO1/5HrVv+wZZf+jbqtysO1/5HrVv+wZZf+jbqgDcooooAw9C/wCQx4n/AOwmn/pJb1o6lpllq9hJZX9uk9vIPmRv0IPUEdQRyKztC/5DHif/ALCaf+klvW5QBySX2oeD3WDWJpb7QydsWpsMy23os+Oq/wDTQf8AAsda0fBf/Ii+Hv8AsGW3/opa22VXUqwBUjBBHBFed+F7TVfDfhHRdR0lZtQ06awgmutNLZkjZo1LPAT6kkmM8HnGDwQD0WsPxp/yIviH/sGXP/opq0NL1Wy1mwS90+4WaB+MjgqR1VgeVI7g8is/xp/yIviH/sGXP/opqANyiiigDD13/kMeGP8AsJv/AOklxW5WHrv/ACGPDH/YTf8A9JLitygArDtf+R61b/sGWX/o26rcrDtf+R61b/sGWX/o26oA3KKKKAMPQv8AkMeJ/wDsJp/6SW9blYehf8hjxP8A9hNP/SS3rcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAw/Gn/Ii+If8AsGXP/opqP7d1H/oU9Z/7+2f/AMfo8af8iL4h/wCwZc/+imrcoAw/7d1H/oU9Z/7+2f8A8frH1rWr99V8Os3hjVkKag7KrSWuZD9lnGBiYjOCTzgYB5zgHtKw9d/5DHhj/sJv/wCklxQAf27qP/Qp6z/39s//AI/R/buo/wDQp6z/AN/bP/4/W5RQBxdtrV+PGepyDwxqxZtPtFMQktdygSXOCf32MHJAwSflOQOM7H9u6j/0Kes/9/bP/wCP0Wv/ACPWrf8AYMsv/Rt1W5QBh/27qP8A0Kes/wDf2z/+P1j6LrV+mq+ImXwxqzl9QRmVZLXMZ+ywDBzMBnAB4yMEc5yB2lYehf8AIY8T/wDYTT/0kt6AD+3dR/6FPWf+/tn/APH6P7d1H/oU9Z/7+2f/AMfrcooA4vwlrV/F4M0KNPDGrTKmn26iWOS1CuBGvI3TA4PXkA+wrY/t3Uf+hT1n/v7Z/wDx+jwX/wAiL4e/7Blt/wCilrcoA8o8SxazpOia0dH8OahbaRdWVwLy0uZrYRW+Y2zLFslYrycsgGDyRg9ex07xfLq9jFe2HhvVp7aQZV0mtPxBHn5BHQg8g9ateNP+RF8Q/wDYMuf/AEU1VNS0S80y/l1vw2qC4kO6809m2xXnqw7JLjo3Q9G9QAW/7d1H/oU9Z/7+2f8A8frH1rWr99V8Os3hjVkKag7KrSWuZD9lnGBiYjOCTzgYB5zgHo9F1uz16x+02jOpVtk0Eq7ZYHHVHXqrD/64yKqa7/yGPDH/AGE3/wDSS4oAP7d1H/oU9Z/7+2f/AMfo/t3Uf+hT1n/v7Z//AB+tyigDi7bWr8eM9TkHhjVizafaKYhJa7lAkucE/vsYOSBgk/KcgcZ2P7d1H/oU9Z/7+2f/AMfotf8AketW/wCwZZf+jbqtygDD/t3Uf+hT1n/v7Z//AB+oPC08lzfeJJprSa0dtTXMM5Quv+i245KMy89eCetdHWHoX/IY8T/9hNP/AEkt6ANyiiigAooooAKKKKACsPxp/wAiL4h/7Blz/wCimrcrD8af8iL4h/7Blz/6KagDcooooAw9d/5DHhj/ALCb/wDpJcVuVh67/wAhjwx/2E3/APSS4rcoAKw7X/ketW/7Bll/6Nuq3Kw7X/ketW/7Bll/6NuqANyiiigDD0L/AJDHif8A7Caf+klvW5WHoX/IY8T/APYTT/0kt63KACsPwX/yIvh7/sGW3/opa3Kw/Bf/ACIvh7/sGW3/AKKWgCDVPD08V++s+H5Y7TU2H7+J8+ReAdpAOjejjke44rO1jxDBrHgXxNbyQyWep2+mXAubGfHmRHym5HZkPZhwfrxXaVyXxE0Ox1Pwhqt5MjJd2djPJDPE2x1/dsSuR1VhwVPBBoA62iub0zxBc29+mjeIoo7bUH4t7iPiC9HqhP3X9UPPpkV0lAGHrv8AyGPDH/YTf/0kuK3Kw9d/5DHhj/sJv/6SXFblABWHa/8AI9at/wBgyy/9G3VblYdr/wAj1q3/AGDLL/0bdUAblFFFAGHoX/IY8T/9hNP/AEkt63Kw9C/5DHif/sJp/wCklvW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBh+NP8AkRfEP/YMuf8A0U1blYfjT/kRfEP/AGDLn/0U1H/CWad/z7az/wCCW8/+NUAblYeu/wDIY8Mf9hN//SS4o/4SzTv+fbWf/BLef/Gqx9a8TWEmq+HXW31YCLUHdt2kXSkj7LOOAY8sckcDJxk9ASADtKKw/wDhLNO/59tZ/wDBLef/ABqj/hLNO/59tZ/8Et5/8aoALX/ketW/7Bll/wCjbqtyuLtvE1gvjPU5jb6ttfT7RABpF0WyJLknK+XkD5hgkYPOM4ONj/hLNO/59tZ/8Et5/wDGqANysPQv+Qx4n/7Caf8ApJb0f8JZp3/PtrP/AIJbz/41WPoviawj1XxE7W+rES6gjrt0i6YgfZYByBHlTkHg4OMHoQSAdpRWH/wlmnf8+2s/+CW8/wDjVH/CWad/z7az/wCCW8/+NUAHgv8A5EXw9/2DLb/0UtblcX4S8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2SK3492
Rev.0 I Page 4 of 4 I www.onsemi.com
PD -- Ta PD -- Tc
Amibient Tamperature, Ta -- °C
Allowable Power Dissipation, PD -- W
Case Tamperature, Tc -- °C
Allowable Power Dissipation, PD -- W
IT09609
0020406080100120 140 160
5
20
15
10
IT09608
00
1.2
1.0
0.6
0.2
0.8
0.4
20 40 60 80 100 120 140 160
No heat sink
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