https://assets.nexperia.com/documents/data-sheet/PMV50UPE.pdfLooks pretty ordinary, right? But some things don't quite add up. Maybe they're just unfamiliar? Are they inconsistent? Let's take a closer look:
- Digi-Key lists it as 24pF C_iss, despite the tiny Rds(on). This caught my attention.
- Vgs(th) is quite low, and tightly controlled; this would be anomalous for a regular transistor, but see the Vgs(on) listed for Rds(on) -- it's rated down to 1.8V, nice! They probably selected these very carefully, for just this reason. (So this is okay.)
- This should give a slow turn-off time, since it's discharging through R_G at a plateau voltage around Vgs(th). So there's SFA current through the gate resistance during that phase. Fair enough. (Turn-on should still be okay.)
- So it's somehow 24pF, but also 10.5nC Qg(tot) typ. It's definitely a big junction: low Rds(on), high Id, high Qg. What the heck is up with the capacitances?
- Look down at Fig.13. C_iss is varying with V_ds, and the others are
constant?! Wait, is this actually a lateral transistor? Would it vary with Vgs at all instead I wonder? (No, it says "trench" up top.)
- Look at the switching times. Wait, holy hell, whole microseconds turn off, and turning on in the better part of one microsecond? But wait, RG = 6Ω, so they're not being a slouch about it (which has been seen before -- some Fairchild datasheets used RG = 25Ω for some reason). So, what then: if the gate time constant is about twice the total switching time (this is roughly typical for MOSFETs), and the resistance is 6Ω, the equivalent gate capacitance is... 2 * (1.1us) / (6Ω) = 0.37uF?! No, that'd be stupid.
- If Qg(tot) is right, then 10.5uC at 4.5V is 2.3nF equivalent (C = Q/V). Is it actually that there's
considerable internal gate resistance? If C = 2.3nF and t = 2.2us, that's 0.95kΩ!
- And that time constant means RG is substantial at 1MHz -- the frequency where all the capacitances are measured. Hmm.
- If RG is actually being measured rather than C_iss (or more specifically, the series combination), what would we actually measure? If we measure |Zg| and assume it's a capacitor, we expect on the order of 1nF + 1kΩ equivalent circuit, which at 1MHz is -159j and 1000 ohms, so |Zg| = 1012Ω which would be a 157pF capacitor.
- Or if we use a vector impedance measurement, we get exactly that series equivalent, 1000 - 159j ohms; but if we took the parallel equivalent instead, we would get... 1025 ohms and 24.7pF? HMMMM
(Play with it yourself:
https://daycounter.com/Calculators/Parallel-Series-Imedance-Conversion-Calculator.phtml )
- Also, looking back at the switching times, yes, the turn-off values are almost ten times the turn-on values (implying the plateau falls around 0.5V, 1/10th the Vgs(on) used for this test).
- Beyond the datasheet, they do in fact provide a SPICE model for this part; it only shows 40 ohms R_G though. It should be a lot faster, if these capacitances were to believed, or if the model is truthful; but it cannot be both!
So that's my story of critically reading a suspicious datasheet; I hope you were adequately bored by it!

Tim