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LM5109AMA/NOPB.A 데이터시트(PDF) 13 Page - Texas Instruments |
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LM5109AMA/NOPB.A 데이터시트(HTML) 13 Page - Texas Instruments |
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13 / 29 page ![]() J A LM5109A JA T T P R T LM5109A 12 10 A 0.95 2 10 17 n P C 500 kHz 7 10 V 0.6 mA 9 V 0.2 mA 7 2 V 0.5 nC 2 500 kHz 0.134 W 12 4.7 2.2 V : u P u u u u u u u : : u u : GD_R SW GD_R Gate GFE QG1 T & G n 2 I t DD _ R ¦ R R R P 2 V Q u u u u DD OLL LOL Gate FET_Int V I R R R DD OHL LOH Gate GFET_Int V I R R R DD DH OLH HOL Gate GFET_Int V V I R R R 13 LM5109A www.ti.com SNVS412C – APRIL 2006 – REVISED SEPTEMBER 2016 Product Folder Links: LM5109A Submit Documentation Feedback Copyright © 2006–2016, Texas Instruments Incorporated where • RHOL is the HO pulldown resistance (8) Peak LO pullup current is shown in Equation 9. where • RLOH is the LO pullup resistance (9) Peak LO pulldown current is shown in Equation 10. where • RLOL is the LO pulldown resistance (10) For some scenarios, if the applications require fast turnoff, an anti-paralleled diode on RGate could be used to bypass the external gate drive resistor and speed up turnoff transition. 8.2.2.4 Estimate the Driver Power Loss The total driver IC power dissipation can be estimated through the following components. 1. Static power losses, PQC, due to quiescent current – IDD and IHB PQC = VDD × IDD + (VDD – VDH) × IHB (11) 2. Level-shifter losses, PIHBS, due high-side leakage current – IHBS PIHBS = VHB × IHBS × D where • D is the high-side switch duty cycle (12) 3. Dynamic losses, PQG1&2, due to the FETs gate charge – QG where • QG = Total FETs gate charge • fSW = Switching frequency • RGD_R = Average value of pullup and pulldown resistor • RGate = External gate drive resistor • RGFET_Int = Internal FETs gate resistor (13) 4. Level-shifter dynamic losses, PLS, during high-side switching due to required level-shifter charge on each switching cycle – QP PLS = VHB × QP × fSW (14) In this example, the estimated gate driver loss in LM5109A is shown in Equation 15. (15) For a given ambient temperature, the maximum allowable power loss of the IC can be defined as shown in Equation 16. where |
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