Fig. 1. Influence of power-source inductance (Ls) and drive-loop resistance connected to the source (Rk) on dynamic sharing, where the lower side is paralleled SiC MOSFETs with mismatched Vth and upper side is a SiC Schottky barrier diode.
The peak switching currents of two paralleled MOSFETs turned on and off by one gate driver could differ significantly because of the mismatch in threshold voltages (Vth
). The passive balancing method described herein employs one inductor and one resistor per MOSFET to force the currents to track with negligible penalty in loss. Sensors, feedback, and knowledge of gate-related parameters (like gate charge, polarity of Vth
difference, gate impedances, etc.) are not required. The passive components are designed using an inequality involving Vth
, rise time, and unbalance percentage. The mismatch in peak currents is reduced from 15% to 1% between the SiC MOSFETs tested at 20 A and 300 V, with 19% Vth
The influence of power-source inductance (Ls
) and drive-loop resistance connected to the source (Rk
) on dynamic sharing with mismatched threshold voltage and balanced layout is shown in Fig. 1. The scheme with two switches for every branch represents different structures (with symmetry maintained); the influences of Ls and Rk on dynamic sharing can be tested. The para-sitics of the package are not included in the analysis for simplicity. However, the theory holds up well when parasitics are considered, as shown in the experimental verification (Fig. 2), which in-cludes parasitics from the device package and copper traces. The DPT (double-pulse tester) is used for the testing of switching transients.
Fig. 2 shows the experimental results with designed Ls
. The desired current sharing is obtained within one switching cycle by utilizing a single gate driver. Better sharing is also achieved for the turn-off transient as compared to the baseline, shown in Fig 2(a).
Fig. 2. Experimental results tested at Vin = 300 V, Iin = 20 A, Rg + 0.5Rk = 20 &Omega, Vth1 = 2.34 V, Vth2 = 2.78 V for verification of current balancing solu-tion in Fig. 1. Drain-source currents for turn-on and turn-off transients (a) Without Ls and R design, and (b) With Ls and Rk design.