PL PowerLab Tools

MOSFET Gate Resistor

Compare Miller-interval timing and constant-capacitance gate response with a shared resistor.

Formulas

Ig,on = Qgd / ton; |Ig,off| = Qgd / toff

Rext,on = (Vhigh − Vplateau) × ton / Qgd − Rsource − Rinternal

Rext,off = (Vplateau − Vlow) × toff / Qgd − Rsink − Rinternal

ton,pred = Qgd × (Rext + Rsource + Rinternal) / (Vhigh − Vplateau)

toff,pred = Qgd × (Rext + Rsink + Rinternal) / (Vplateau − Vlow)

RC only: t10–90 = ln(9) × Rtotal × Ceffective

RC only: Rext = t10–90 / [ln(9) × Ceffective] − Rdriver − Rinternal

Model & assumptions

N-channel enhancement MOSFET and resistive driver approximation; all gate voltages are source-relative. One external resistor is shared by both directions.

Miller charge and plateau depend on operating conditions. Timing estimates cover the drain-voltage transition interval, not total switching delay. Plateau current is not driver peak current.

The RC model uses an explicitly constant capacitance. In a linear control loop it estimates a local response, not loop stability or protection response.

Confirm timing and ringing on hardware. These models do not compute optimum damping or include gate-loop inductance. Unknown device data require explicit user assumptions.

Example with default inputs

Chosen common external resistor
27 Ω
External turn-on target
27 Ω
External turn-off target
18 Ω
Total turn-on target resistance
30 Ω
Total turn-off target resistance
20 Ω
Required plateau current · on
200 mA
Required plateau current · off magnitude
200 mA
Predicted VDS fall interval
100 ns
Predicted VDS rise interval
145 ns
Minimum modeled on interval
10 ns
Minimum modeled off interval
10 ns
Read derivations and worked verification examples