Hope that works well for you. BTW "Stall speed" is a very relative, almost meaningless term IMHO. Good luck.
Yes, I realize. They really should use "K" factor.
For others reading this thread and potentially referencing it in the future:
Stall speed is really a variable. The constant that really describes the way a torque converter will behave is the "K" factor. The equation for K factor is:
K = Stall Speed / Square Root(Torque)
So my torque converter with a stall speed of 2000 is really dependent on the engine torque. If they measured the 2000 RPM stall seed with an engine (or a device) that had 350 lb foot of torque, then the K factor would be as follows:
K = 2000 / Square Root(350)
K = 2000 / 18.708
K = 106.9
Let's assume my 416 stroker engine makes 450 lb foot of torque. Then the same torque converter, with the K factor as calculated above, would have a different stall speed.
K = Stall Speed / Square Root(Torque)
Stall Speed = K x Square Root(Torque)
Stall Speed = 106.9 x Square Root(450)
Stall Speed = 106.9 x 21.213
Stall Speed = 2268 RPM
So in this example, my 2000 RM stall speed torque converter might actually stall at 2268 RPM for my engine.
The problem is, there is no way to know what torque was used to get the original manufacture stall speed of 2000. Was it 350 like I assumed? Who knows? They don't tell you that. Of course, another variable is the torque of my engine. My little 416 stroker has never been on a dyno, so I don't know what torque it makes either.
It really would be beneficial if torque converter manufacturers started advertising K factor, but almost none do. So, it becomes a guessing game. The number I used above are my best guesses for how the torque converter will behave. All things being relative, this new torque converter should be better suited for my application than the 3000 RPM torque converter that I had in the car.
Sorry for all the mathematics, but I hope this helps folks understand torque converters better.