It's real simple. Having a custom made flat belt is going to cost the TT manufacture real money. The belt company is going to need to charge them a custom tooling charge, and there will be a minimum order of 500 pieces or so.
O-ring belt to custom length? Real easy, buy a roll of o-ring cord stock and a splicing kit. Glue the ends together. Belt cost about a buck and 5 minutes of labor.
I do it when I'm rebuild a piece of machinery and it has non stock o-ring sizes. Usually they are big ones, the smaller sizes I can always find.
Personally, I like a flat belt a lot better. Top quality replacements like the one for the PL-41 are precision ground to the proper thickness after they are cut from the drum. O-ring cord stock is extruded and may vary in diameter.
The flat belt has a lot more surface contact like sKiZo pointed out.
BillWojo
It's just a piece of rubber that spins a platter, I don't see how one would piece of rubber would be better than the other.
I'm sorry but I don't follow...why would belt thickness factor into the equation when belt length doesn't? I mean, considering the only part of the belt that touches the pulley is the inner surface, that would mean only the pulley ratios matter. Though I can see how a belt of varying thickness can affect speed as the belt is tensioned between the pulleys....changing the thickness would also affect tension, resulting in speed fluctuations.Sorry, but: Wrong. You have to consider that the belt thickness is part of the equation of the transmission ratio - basically (pulley radius 1 plus half the belt thickness) / (pulley radius 2 plus half the belt thickness). That means that belt thickness doesn't only have an impact on absolute speed, but it also has to be pretty constant, especially as the motor pulley usually is pretty small, so that minor deviations in belt thickness can already significantly impact wow & flutter (unless you have one of the very few belt-drive models that have a motor control with actual platter-speed sensing, which hence would be less sensitive in that regard...). So one would usually want a precisely ground flat belt for the job, if one really cares about minimising wow & flutter.
Calculation example: Typical 16-pole synchronous motor, 50 Hz use -> motor-speed thus 375 rpm; desired platter speed is 33 1/3 rpm, so we'd need a transmission ratio of ca. 11.25. Alright, so let's assume we have a motor pulley with radius 9,5 mm and a 1 mm belt, so we have an effective motor pulley radius of 10 mm - then we need a platter pulley with radius 112 mm. Now let's assume our belt varies in thickness by just a tenth of a millimetre, say down to 0.9 mm. Then we could get 112.45 / 10 = 11.245 and 112.5 / 9.95 = ca. 11.3065 or ca. 33.348 rpm and ca. 33.167 rpm or ca. 1.00044 and 0.99501 times 33 1/3 rpm or ca. +0.044 % and -0.499 % peak deviations from our desired speed. Quite a lot...
Greetings from Munich!
Manfred / lini
I'm sorry but I don't follow...why would belt thickness factor into the equation when belt length doesn't? I mean, considering the only part of the belt that touches the pulley is the inner surface, that would mean only the pulley ratios matter.
I'm sorry but I don't follow...why would belt thickness factor into the equation when belt length doesn't?
I mean, considering the only part of the belt that touches the pulley is the inner surface,
that would mean only the pulley ratios matter.
Yeah, that makes sense, since the outside of the belt has to move at the same speed as the inside...Hi,
The pull of a belt is not determined by the inner surface. A bit of mental gymnastics
imagining a very thin belt to to a very thick one with the same inner surface speed,
should lead you to conclude of course belt thickness affects the speed, and that
~ (because its not precise) the belt adds half its thickness to the effective radius,
or its thickness to the effective diameter, with most effect on the small pulley.
rgds, sreten.