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A6727 датащи(PDF) 19 Page - STMicroelectronics |
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A6727 датащи(HTML) 19 Page - STMicroelectronics |
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19 / 29 page ![]() DocID025003 Rev 1 19/29 A6727 Application details To place the poles and zeroes of the compensation network, the following suggestions may be followed: a) set the gain RF/RFB in order to get the desired closed loop regulator bandwidth according to the approximated formula (suggested values for RFB range from 2 kΩ to 5 k Ω): Equation 7 b) place FZ1 below FLC (typically 0.5*FLC): c) place FP1 at FESR: d) place FZ2 at FLC and FP2 at half of the switching frequency: e) check that compensation network gain is lower than open loop EA gain; f) estimate phase margin obtained (it should be greater than 45°) and repeat, modifying parameters, if necessary. 9.3 Layout guidelines The A6727 provides control functions and high-current integrated drivers to implement high- current step-down DC-DC converters. In this kind of application, a good layout is very important. When placing components, the power section is the first priority because the length of each connection and loop have to be reduced as minimum as possible. To minimize noise and voltage spikes (EMI and losses), power connections (highlighted in Figure 10) must be part of a power plane and realized by wide and thick copper traces: loop must be minimized. The critical components, such as the power MOSFETs, must be very close one to the other. The use of multi-layer printed circuit board is recommended. The input capacitance (CIN), or at least a portion of the total capacitance needed, has to be placed close to the power section in order to eliminate the stray inductance generated by the copper traces. Low ESR and ESL capacitors are preferred, MLCC should be connected near the HS drain. Use a proper number of vias when power traces have to move between different planes on the PCB in order to reduce both parasitic resistance and inductance. Moreover, the same R F R FB ---------- F 0dB F LC ------------ ΔV OSC V IN ------------------- ⋅ = C F 1 π R F F LC ⋅⋅ ----------------------------- = C P C F 2 π R F C F F ESR 1 – ⋅⋅ ⋅ ---------------------------------------------------------- = R S R FB F SW 2F ⋅ LC ------------------ 1 – --------------------------- = C S 1 π R S F SW ⋅⋅ ------------------------------- = |
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