Time flies - and there isn't enough.

Time is passing at an alarming rate and I don't want to end up being too old to pass on the fruits of my labour, so I think that I must call a halt (officially) to completing my attempt to construct a working Bessler's wheel. I could continue 'to the last syllable of recorded time,' but I have to admit that the passage of time appears to accelerate with age and one must pick a point at which the pursuit of the prize must be subservient to the reality. And the reality is that I must stop sooner or later, not because I don't know how it worked but because I'm having trouble actually making it, and sooner is better than later.

So I have decided that I must share what I know and what I've discovered, and relinquish my manic grip on it, and pass it into the hands of a good American friend so he can test the theory and see if I am a genius - or utterly deluded - and very sad!

To that end I have written requesting an NDA from him which he has obligingly agreed to do, and in the mean time and for the last several weeks I have been writing a long document describing everything. I shall pass this to him, sometime next week I guess, and then I shall await agog (or as the dictionary defines it - highly excited by eagerness, curiosity, anticipation, etc) to hear his opinion.

Should he fail to be persuaded by my amazing vision of how Johann Bessler's wheel really worked, there is one more avenue open to me and, failing that, I shall publish said document for all to read and try to see where I may have gone wrong - and maybe help them towards the real solution.

But of course confidence is sky high that I have got it right, so I have no fear that my learned friend will fail to see the light. In fact my explanation is the only one that fits, unless you think that Bessler lied, and that is now unthinkable.

And of course, like some perpetual motion machine I shall continue to strive to complete this complicated construction in the hope that I shall, in the end, triumph over my artless artificer's actions and make a working wheel!

Sorry for the lousy alliterations, but I find it hard to resist - so I don't ;-)

JC

Why Bessler's wheel was able to accelerate to full speed in three turns.

Further to my last blog,I posted my thoughts on http://www.besslerwheel.com/ forum, about something that to me seemed to be illogical; the fact that the torque appeared to be greater for a one inch movement horizontally on a smaller wheel than on a larger one - and in the process found myself corrected. The torque itself remains the same but the acceleration of the overbalancing effect due to a one inch difference between the two positions horizontally, is greater on a smaller wheel than on a larger one - or when the action takes place closer to the axle. So although my means of getting there was wrong my conclusions were correct.

I had compared the speed of reaction on two rods balanced on a pivot at their mid-point. One rod was two foot long and the other was six foot long. In each case the same weights were attached, one at the end of the rod, the other, two inches inwards towards the centre of rotation, at the other end. The torque was the same in each case but the shorter rod accelerated into its unbalanced position much quicker. This suggested to me that, with the limited range of movement available from my mechanism, it would be react to imbalance more quickly if I placed the weight as close as possible to the axle.

This may explain why Bessler's wheel accelerated to full speed in just three turns - because although the weights moved a small amount, they did so close to the centre of the wheel rather than near the edge. I believe that this is a useful piece of information and one that is generally ignored or perhaps people are unaware of its significance. I certainly didn't consider it of any importance, but when I found I was limited by space for the mechanisms and sought a way around it, this fact supplied not only the solution to the problem but will, I believe, also deliver an improved reaction to the movement of the weight.

JC

Was Bessler's mechanism design counter-intuitive?

I got back to the workshop again yesterday, despite the snow, and made some adjustments to the mechanism. The reason being that while I was kept indoors by a chest infection I kept thinking about the reasons why, in my opinion, Bessler's wheel worked, and at the same time, wondering why none of us had ever thought of the solution. I realised that although the solution is simple enough and we see the principle in operation every day, how you can make use of it is not so easy to work out. As if this did not make the solution harder to find, it was extremely difficult to get the mechanism right because, I discovered during my days off, that the way I had designed it to work was incorrect in one very important detail - a design feature which requires some counter-intuitive thinking.

Even the simple arrangement of two weights diametrically opposite each other on a free-wheeling disc, can, under certain circumstances, give rise to incorrect weight placement when designed to overbalance the wheel. I called this counter-intuitive for good reason. I have only just worked out why Bessler showed some of the mechanisms the way he did, not because they were deliberately done that way to confuse but because that was the correct design for them. I'll explain what I mean in more detail at www.besslerwheel.com in a day or so. But for now I have to work to catch up on the time lost recently.

JC

A vertical or horizontal axis gravity-driven wheel

I was thinking about the fact that windmills can operate in the wind with either vertical of horizontal axes. The axle can either be in-line with the force of the wind or across its path. The same thing applies to water-driven wheels too. Over-shot and under-shot water wheels have an axle which lies across the path of the water. Water turbines have their axle in line with the flow of water. I have from time to time attempted to design a gravity wheel which would have a vertical axis, looking somewhat like the vertical axis windmill that Bessler was building when he died. I have never been able to find a theoretical solution to this problem and yet it seems to me that it ought to be possible.

I hadn't mused upon this question for some considerable time and inevitable my thoughts turned to my current understanding of the principle which works Bessler's wheel and I realised that for the first time I could visualise a workable system using the same principle for a horizontal gravity wheel. I will not be making one soon, as I have to finish my basic model which has had to await my recovery from a secondary infection I got after my cold the other week. But it seems to me that this might be a method of discovering if anyone else's design will work. If it can be converted to work with either a horizontal axis or a vertical one then it just might be the real thing.

JC