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ST1S14 데이터시트(PDF) 29 Page - STMicroelectronics |
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ST1S14 데이터시트(HTML) 29 Page - STMicroelectronics |
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29 / 46 page ![]() DocID17977 Rev 2 29/46 ST1S14 Application information so the output voltage is: Equation 34 Equation 29 and 30, in overcurrent conditions, can be simplified to: Equation 35 considering TON which has already been reduced to its minimum. Equation 36 where TSW=1/fSW and considering the nominal fSW. The voltage divider introduces a gain factor K between the VO_SET and VFB that affect the effectiveness of the current protection. The worst case scenario is the minimum K, that is the minimum output voltage, over the input voltage (Chapter 5.2: Minimum output voltage over VIN range). As a consequence the minimum feedback voltage to keep the inductor current limited over the input voltage range can be expressed making Equation 35 equal to Equation 36 and expressing VO_SET as given in Equation 1: Equation 37 Equation 37 expresses the worst case scenario as it considers the minimum K gain of the voltage divider over the entire input voltage range. The Figure 16 plots the Equation 37 considering the minimum value of the peak current limit given in Table 6: Electrical characteristics on page 8. V O V FB 1 R 1 R 2 ------- + ⎝⎠ ⎛⎞ ⋅ V FB V O_SET 1.22 ------------------- ⋅ == I L TON Δ V IN DCR L R DSON + () I ⋅ – L ------------------------------------------------------------------- T ON MIN () V IN L --------- 90ns () ≅ = I L TOFF Δ V D V O_MIN DCR L I ⋅ ++ () – L ------------------------------------------------------------------------ T SW 90ns – () V D V FB V O_SET 1.22 ------------------- ⋅ DCR L I ⋅ ++ ⎝⎠ ⎛⎞ – L -------------------------------------------------------------------------------------------- 1.18 μs () ≅ = V FB VIN () 1.22 1.22 T SW ⋅ V IN T ON_MIN ⋅ -------------------------------------- V D I L DCR ⋅ () + () ⋅ ⎝⎠ ⎛⎞ – = |
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