What I don’t quite understand is that you are doing this research to presumably guide you when choosing your new turntable. Don’t you think the results of the test you propose are going to vary depending on the design of the turntable? With the motor detached, you are looking at the bearing friction and platter mass, but also the proportions of the platter will likely matter. And some turntables might even even stop spinning before the five minute test is over. I would think the effect of stylist drag will vary, depending on the design of the turntable.
Why don’t you do the test yourself on the turntables you’re considering buying. My turntable is no longer available and so information you glean from that won’t really be relevant.
In fact, I have now new information that I find relevant. I have now got a turntable known for its SOTA bearing - the Empire 598. (rumble -90dB, wow and flutter less than .01% )
Using a strobe and chronometer I could measure the time it takes going from 33.33 to zero RPM with no belt - 1 minute and 36 seconds. A fantastic result IMO and I will explain why.
Bearing friction is a conservative force that generates work - the energy produced in the bearing by this process is released as heat. Spinning beltless the platter stops after some time because the energy stored in the platter due to its moment of inertia at 33.33 RPM is drained in the bearing. Assuming average, the power of the bearing is the energy dissipated in one second and proportional to our feeling of friction. Rotational friction is measured in newton x meter, we address dynamic friction, not the easily measurable static friction
Some more physics : the moment of inertia of a solid cylinder rotating about its central axis (longitudinal axis) is given by:
= 1/2 x x power 2 , being the angular rotational speed.
and the energy stored in a rotating cylinder with moment of inertia I is its rotational kinetic energy, given by:
= 1/2 x x power 2
Just to say that having two platters spinning at 33.33 rpm, the individual stored energy is proportional to their individual mass. Going in details, assuming a mass of 60 kg for the AS2000 and 3 kg for the Empire 598 we can say in rough that the energy stored in the AS2000 is 20 times higher than that stored in the 598. Considering that the ratio of the stopping times is approximately the same (1800 versus 96 seconds) we can say that the power of the two bearings is similar and consequently both bearings have similar friction. Surprised? I was, please check my calculus! They only address friction per se - no connection to other aspects of turntable design, manufacture or performance.
Please note that this is an approximate result - some simplifications were assumed , mass values are not exact and the 598 platter is not a cylinder. But IMO these approximations will not change the value of the estimation in a significant way.