eccentrically1 wrote:A disc implies a solid. A drum implies a hollow interior. Maybe that’s the difference.
Not only did he not demonstrate the wheels off the stands but he didn’t demonstrate two or more on an axle so the reason they were slim drums rather than thicker ones remains another mystery.
The Kassel wheel’s thickness was half again as much as the Merseburg wheel but nearly the same diameter. That speaks for itself. The power was not increased by increasing the diameter as much as from increasing the thickness.
I think the Kassel wheel was thicker so it could perform the long test.
Remember I don't believe in coincidences, especially in mechanical matters. And neither should you. Things tend to be built with efficiency, accuracy, and purpose in mind, especially after 5 public builds and demonstrations over a period of years. His first POP wheel in his workshop was a disk of 3 foot diameter and only 4 inches thickness and this is a big pointer to purpose. Why was it so narrow ? Because that was all the thickness required to do the job, and give a manageable interior workspace. Any greater depth was a waste of resources requiring extra spacers and packers around the vertical falling lw OOB systems horizontal sub-axles (pivots) and extra structural stability from deformation or flexing under stress,
in the wrong areas.
So each successive wheel was of similar proportions or ratios of diameter to depth i.e. they remained thin disk shaped. That was the one common denominator and necessity for every wheel. It was non-negotiable. Bessler gives us another important pointer that there is something significant about the shape when he says if you want more power connect many of his wheels onto just one axle. The wheel shape was so important that he tells us this openly, challenging us. He does not say just build a single wheel that is the same diameter but make it 5 times as deep. Use 5 lots of mechs side by side. You'd normally think that was a more efficient way to go and save on resources and time if you didn't understand the design parameters, but it takes out of play an important feature. The required Prime Mover which is common to all his wheels that also use different types (he called them different principles) of secondary OOB systems - MT48 being an extreme example seemingly on the end of the spectrum of possibilities which he says would work. He is challenging us and taunting us to figure out what those extra structures are.
The wheels were covered in wooden slats in the earlier ones, later replaced by canvass pinned to the rim. He wanted to covet his Prime Mover which was a little difficult since it was a necessary part of each wheel framework visible if stripped bare. So in some cases I have little doubt he distracted the eye and mind with a facade, which added to the thickness slightly.
So to recap IMO they were wide diameter and thin shaped wheels so the sides could deform and stress like a Englishman's long bow being slightly drawn or staff being bent. This energy stored in the deformation process (coming from some of the KE of the falling lw) had to have an escape path or gradient so it could discharge this energy given to it, and all go around together with nothing hanging from the axle. (N.B. Bessler was a clock maker amongst others skill sets so that wouldn't have been too difficult to arrange.) This discharge of energy gradient was what gave the wheels an extra impetus of positive torque. Note it was a torque impetus from deformation energy and not from a weight-force imbalance of a closed path secondary OOB system. And FWIW I can't run the math, nor can I simulate a machine as it involves a 3rd dimension of movement (the z plane), nor would I attempt to describe 'g' or a wheels hypothetical source of power in macro or quantum terms without a working wheel.