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RT3602AE Datasheet(PDF) 33 Page - Richtek Technology Corporation |
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RT3602AE Datasheet(HTML) 33 Page - Richtek Technology Corporation |
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33 / 46 page ![]() 33 RT3602AE DS3602AE-00 August 2017 www.richtek.com © Copyright 2017 Richtek Technology Corporation. All rights reserved. is a registered trademark of Richtek Technology Corporation. Current Monitor, IMON For each VR rail, the RT3602AE includes a current monitor (IMON) function which can be used to detect over-current protection and maximum processor current ICCMAX, and also sets a part of current gain in the load-line setting. It produces an analog voltage proportional to output current between the IMON and VREF pins. Load-Line (Droop) Setting The G-NAVPTM topology can set load-line (droop) via the current loop and voltage loop, the load-line is a slope between load current ICC and output voltage Vsen as shown in Figure 15. Figure 16 shows the voltage control and current loop for MAIN and SA rails. By using both loops, the load-line (droop) can be set easily. The load- line set equation for MAIN and SA is : i i OUT CS I LL V2 2 11 k DCR k R DCR 2R A 2 R (m ) AR R RR where ROUT= RCS ICC VCOEE Load line slope = -RLL RLL x ICC Figure 15. Load-Line (Droop) Figure 16. Voltage Loop and Current Loop for MAIN and SA Rails Figure 17 shows the voltage control and current loop for AUXI rail. By using both loops, the load-line (droop) can be set easily. The load-line set equation for AUXI is : i IMON CS I LL V2 1 k DCR R 2R A R AR R Where RCS = 2.15k Ω Figure 17. Voltage Loop and Current Loop for AUXI The ki gain can be selected by SET [1:3] pins for individual rail. Compensator Design The compensator of the RT3602AE doesn't need a complex type II or type III compensator to optimize control loop performance. It can adopt a simple type I compensator (one pole, one zero) in the G-NAVPTM topology to achieve constant output impedance design for Intel IMVP8 ACLL specification. The one pole one zero compensator is shown as Figure 18. The transfer function of compensator should be design as following transfer function to achieve constant output impedance, i.e. Zo(s) = load-line slope in the entire frequency range : I CON LL ESR s 1 A fsw G(S) Rs 1 where AI is current loop gain, RLL is load-line, fSW is switching frequency and ωESR is a pole that should be located at 1/(COUT x ESR). Then, the C1 and C2 should be designed as follows : OUT SW CESR 1 C1 = C2 = R1 f R2 + - R2 R1 VID CX LX DCR IL ISENN ISENP - ki/2 + - Voltage Loop TON Generator IMONA ROUT VREF VSEN RIMON Current Loop 1 1 + - RCS GM RX1 RX2 RX + - R2 R1 VID CX LX DCR IL1.2 ISEN[1:2]N ISEN[1:2]P ISEN1N + ISEN2N - ki/2 + - Voltage Loop TON Generator RIMON IMON RNTC VREF VSEN Current Loop + - RCS GM RX1 RX2 RX |
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