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AN4337 数据表(PDF) 9 Page - STMicroelectronics |
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AN4337 数据表(HTML) 9 Page - STMicroelectronics |
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9 / 14 page ![]() DocID025012 Rev 1 9/14 AN4337 IAR and EAS electrical thermal approach 14 Equation 12 So, in conclusion: Equation 13 Figure 5. Zthj-a thermal impedance Therefore, the MOSFET device is safe if the duration of repetitive avalanche energy pulses is less than Ʈ=7 ms. Below, a specific example illustrates how to estimate the quantification of the safety margin for a MOSFET in terms of EAS single pulse avalanche energy. Using the same previous conditions derived from 30 W flyback converter, we can calculate the theoretical maximum current (not accounting for the instant IAR parameter) and maximum leakage inductance, taking into account the EAS=100 mJ fixed value data specification. From Equation 3 we have: Equation 14 With EAS=100 mJ and Llk=13 µH. Equation 15 With EAS=100 mJ and Ip=5.4 A (data specifications). Note that specifying EAS=100 mJ results in Ip(max) current and Llk(max) leakage inductance being much higher than typical values for real flyback converters. This means that, apart W C uJ W W C us ns C us Zth a j / 38 . 13 123 * 2 1230 2 / 005 . 0 ) 20 100 1 ( 125 20 ) ( ° = ⋅ ⋅ ° ⋅ − − ° = − τ 214 . 0 / 5 . 62 / 38 . 13 ) ( ) ( (max) = ° ° = = − − W C W C Rth Zth k a j a j τ τ A I BVD L N V BVD E I P ss lk out ss as P 114 ) ( 2 (max) (max) = ⇒ ⋅ − ⋅ = mH L BVD I N V BVD E L lk ss P out ss as lk 8 . 5 ) ( 2 (max) 2 (max) = ⇒ − ⋅ = |
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