Well it "might" give a faster release speed, but maybe not. The optimum stem diameter for maximum release speed, depends, as you know, strongly on the AMI of the top. For a top with a given AMI a smaller stem diameter corresponds to a "higher gear", which might not be optimal for highest release speed. Imagine you put the chain on your bicycle to a certain gearwheel and you want to determine how fast you can be after the first initial half step starting the bicycle. If the gearwheel (connected to the wheel) is very small, you hardly move the bike. If the gearwheel is very large it is easy to move at first but the speed after half a "step" will also be small because there is so small a length where the force is acting. What is optimal depends also on your strength, or rather your weight in the bicycle example.
So for a given flywheel/AMI and person to operate the top, it would be best to have a modular system where you can test all stem diameters from 3 mm to say 15 mm in steps of 1 mm.
We had similar discussions before, like this one , there are a few posts before and after the actual link also.
Generally agree. And I do have a modular stem system that's given me extensive experience with stems 3.2, 4.8, and 6.4 mm in diameter.
Let's set theory aside and approach this empirically. For the 52-minute Plier W Mg top, we're given mass M = 75 g. The maker seems to like rotors on the order of 1.5 inches = 38 mm in max diameter, so I'll assume a max radius R ~ 19 mm. Taking proportions from the video, I get a stem OD of ~11 mm.
I estimate the Plier's axial radius of gyration K to be within the tungsten ring nearer its inner edge — say, at K ~ 16 mm. Then the AMI is M K² ~ 2e-5 kg m² = 0.71 MR². Which seems about right for a rotor between a disk and a ring in shape.
I have many tops with AMIs larger and smaller than this, and for most of them, a splined LEGO axle with an OD of 4.8 mm gives the highest release speeds AND the best tilt control. Based on that experience and the estimated AMI above, pretty sure that a 4.8 mm stem would serve the Plier top well. But the existing stem is over twice that thick.
Further evidence that an 11 mm OD stem is too thick for this top: You've seen one of my higher-inertia tops — the von Braun space station. Its AMI of ~8.4e-5 kg m² is ~4 times larger than that of the Plier top. And it's too much for a 4.8 mm stem alone.
So I use a stepped stem with the fingers starting at 6.4 mm and spiraling upward to finish the twirl at 4.8 mm. Quite effective, but even the 6.4 mm part is significantly thinner than the Plier stem.
Finally, recall that 4 mm is Iacopo's go-to stem OD.
Of course, as you point out, testing a range of stem ODs would be the best way to find the one that maximizes spin time for a given top and user. Easier said than done with a precision metal top turned on a lathe, but the Plier guy seems to have the requisite skills and materials.