Adding Voltage Droop to DDR Memory Termination Voltage Supply Reduces Output Capacitance
The MAX1917 employs a Quick PWM control architecture, which responds to step load change within one switching cycle, resulting in less required output capacitance. By adding intentional voltage droop to the design, output capacitance can be further reduced with no loss in transient performance.
As an example, in a 1.25V/7A termination VTT supply, the output capacitor should be chosen such that the ESR is less than:
This ESR requirement can be met with five 560µF/4V OSCAN capacitors, or six 270µF/2.5V SPCAPs, or fourteen 150µF/4V POSCAPS at the output. For space considerations, six 270µF/2V SPCAPs were chosen, giving the total ESR of 2.5mΩ. This yields 35mV maximum voltage deviation during a step load change of -7A to 7A to -7A, excluding the output ripple voltage. Figure 1 shows the schematics of the VTT termination voltage supply.
Figure 1. Schematic of 1.25V/7A VTT supply.
Figure 2 shows the waveforms of VTT and output current during step load transients. It is evident from this figure that the maximum voltage deviation is less than 40mV. It is also clear from Figure 2 that the peak voltage overshoot or under shoot ends right after the load transient is finished, indicating a very fast loop response.
Figure 2. Waveforms of VTT and load current during a step load transient.
When droop method is used the required ESR can be doubled, i.e., 5mΩ from previous calculation. The maximum droop resistance is given by
Where VLoad is the load regulation, which is about 1mV/A, including trace resistance, and VRipple is the output ripple voltage. Considering some design margin, a 2mΩ resistor, R3, is chosen as shown in Figure 3. Also, four SPCAPs are utilized instead of three for design margin, but 2 fewer caps are needed compared to Figure 1. Figure 4 shows the waveforms of VTT voltage and load current under the same load transient response. The maximum voltage deviation is well within the 80mV voltage band. In conclusion, adding output droop further reduces the required output capacitor and so does the total system cost.
Figure 3. Schematics of VTT supply with output droop.
Figure 4. Waveforms of VTT and load current during load transient with output droop.