Friday 30 July 2010

Will one mechanism be enough for proof of principle?

Several people have suggested that it doesn't matter how many mechanisms there are in Bessler's wheel, as only one will be needed to prove the principle. I had resisted this idea because I was convinced that Bessler was adamant that there were five (mostly this is just my opinion) and I thought that anything less would not do. So anyway, in the last few days I have been building and fitting just the one new mechanism to the wheel. It is a new design and very simple. The result is excellent. This time the mechanism reacts exactly as I want it to, according to the parametric oscillation principle I described on my gravitymill web site. The shifter mechanism throws up the primary weight at six o'clock with some force and throws it up again with less force after the twelve o'clock point.

Now I need to lock the mechanism in a neutral position before attaching some balancing weights to the other side of the wheel so that the assembly is balanced what ever position the wheel is in. The plan is then to release the mechanism and see what happens. According to Bessler one 'cross bar' hardly moved the wheel, but what does that mean? Does he mean that he had to nudge the wheel a little to complete a full turn, or does he mean that it turned but extremely slowly? I can't somehow believe that the wheel would turn slowly and evenly, but I suspect that it managed most of one turn and then needed a small nudge. The thing is, how convincing would that be? It must have been enough to convince Bessler that he was on to something, so I guess I'll just have to try it and see. I suspect that in the end I'll have to put more mechanisms on. I might of course be completely wrong - again - and perhaps what most people are telling me is true, that parametric oscillation is not the answer. Only they'll have a job to convince me!

I'm going to be away for a couple of weeks starting next week- Spain again! - so I'll close comments early next week and go into silent mode for fortnight. I'm hoping to finish this latest mechanism before I go, but I think my wife has other plans for the next couple of days so I probably won't be placing any updates on it before I go!

Monday 26 July 2010

Update and Puthoff's response

Now that the excitement which seemed to be building, despite my rather lame attempts to diffuse it, has been somewhat dampened by the disclosure of my theory, I feel I can get back to work on trying to reconstruct Bessler's wheel.

I understand that some people believe that I have been trying to build up some huge PR stunt to promote something and I was completely taken aback to learn this as nothing could be further from the truth. As I have said elsewhere I have no agenda other than trying to build a working version of Bessler's wheel and to find a publisher for my rewritten biography of Bessler. I don't imagine for a moment that any publisher will take on my book unless someone somewhere succeeds in replicating Bessler's wheel and therefore I have no need for PR stunts either large of miniscule.

I have had a response from professor Hal Puthoff which suggests that he is unconvinced by my theory. I cannot put the whole argument up here but his argument against my theory is entirely based on the 'conservative forces' page in which I try to show why gravitywheels do not conflict with the laws of physics. Unfortunately I chose to simplify my case by using a very simple explanation unconnected with parametric oscillation (PO) and he has taken that and argued that the wheels would remain in balance. I have written back and asked him to take into account the PO action, meanwhile I am re-writing that page to try to demonstrate the same argument using 'kiiking' as the basis for it.


Wednesday 21 July 2010

A comment on comments

When I began this blog I was aware that were recognised issues regarding negative comments and the consensus of opinion was that in the end most people simply delete those they don't wish to have on their blog. You only have to search google to see that it is common to all blogs.

When I describe them as 'negative' I don't mean comments which disagree, I welcome those as part of the normal to and fro discussions which can enliven debate and maybe throw some light onto a subject, no, I mean those which are downright nasty and abusive. I was determined at the start of this blog not to delete any comments no matter how much they might irritate and dismay me, but I am beginning to see that it is not just myself that is the target but other readers too.

I still don't want to delete any comments I don't like and it would be infinitely preferable if people just commented in the way they would if they were speaking face to face in the normal world outside this virtual one. The rules of etiquette which normally enable peopleto get on with friends and neighbours without causing offence or harm don't seem to apply here and yet I see no reason why they shouldn't.

Here's a link to an old comment on negative comments which sums up the problem:-

So criticise, comment, praise, support or disagree, but keep it constructive please.


Sunday 18 July 2010

The Bessler-Collins Gravitywheel is on line

OK! Deep breath; here goes!

I've published my theory about Bessler's wheel at I had hoped to call it a bit more than a theory or a hypothesis by demonstrating a working 'proof of principle' wheel, however I might succeed in a while - see, no time commitment there!

Despite my apparent confidence I am extremely apprehensive about the reaction to my explanation of how Bessler's wheel worked. When the document itself was being written and rewritten it was easy to be so full of enthusiasm but publishing it for all to see, feels a bit like sticking your head up above the ramparts so people can shoot at you!

I'm not sure whether to accept comments here or respond on besslerwheel forum. I'll wait and see what happens - maybe nothing?


Friday 16 July 2010 and the Bessler gravitywheel

I shall publish my revised web site and the principle which I believe governs the running of Bessler's gravitywheel and a description of the mechanism and why it works. The explanations are shorter than I would have liked because of the limited space available - and also because I don't want to lose the reader's attention with too much detail - and of course,there's always a danger of logorrhoea! Something I've been accused of having. I once saw it defined as "a procrastinating workaholic with an unhealthy attachment to words", - not me then!

I hope that my explanation stands up. It may be that it has not been made as clear as I think, so I shall probably try to deal with questions on rather than do it here.

Many people have asked why I didn't just post a simple explanation - well that's easier said than done. It's simple to understand the principle but hard to work out how to construct something that actually works according to it. I hope that someone with the requisite skills, (I can think of some), is able to create a simulation according to my (and Bessler's) design - Or at least the principle anyway.

My reasons for posting my ideas about Bessler's wheel are complex; Of course I would like to have it acknowledged that I had contributed in some way to the successful reconstruction of the wheel, who wouldn't? But more importantly I know that if this leads to a working model by either myself or some else, then it could have a major impact on pollution, offer a potential alternative to oil and other fossil fuels, but also provide a massive kick to the whole world's economy providing jobs and security all around the globe. The number of other potential benefits is enormous and there isn't the space to even outline them here so I just hope that I'm right..........??????


Saturday 10 July 2010

The sigmoid curve or elongated 'S' shape

The disclosure on my web site is going well and is almost ready for publication. It's going to be bigger than I thought because I have had to divide it among several pages to make it into more easily digested chunks! I was also able to do some work on my wheel yesterday so I'll know if I have a runner soon.

Some people have dismissed what I have called Bessler's codes as either useless or imagined, so I am looking forward to seeing their surprise when they discover that there is a lot of good information available. I have spoken of the yin yang symbol before both in my first book and also in the Besslerwheel forum. The key to the Bessler wheel lies in the double curve or elongated 'S' curve as seen in the yin yang symbol.

When I was researching my bio on Bessler I spent some time looking for evidence that anyone else anywhere and at any previous time, had ever made a wheel like Bessler's because I thought that if they had it would add support to my thesis that Bessler's claims were real. I didn't find that evidence but in the course of it I did study the history of the yin yang symbol - not the philosophy behind it but the actual symbol itself. There was nothing about how it originated or how it was derived although there are volumes devoted to extracting meaning from it! I speculated that it might have been a graphic record of a gravitywheel from some distant past. To add to this pretty wild speculation I admit, I also found a comment credited to Nikola Tesla that the sigmoid curve formed the basic shape for all energies, now I don't know exactly what that means but it seemed to me that the yin yang incorporated a sigmoid curve and as you will see, I discuss this and how it relates to the lemniscate, the infinity symbol.

To add one more clue to the mix, you will also discover that in 2004 and later, I mentioned on the forum that I was looking into parametric oscillation as a potential key to solving Bessler's wheel. Subsequently I discovered that Scott Ellis of the Besslerwheel forum had posted some interesting facts about parametric oscillation a couple of years previously. I was originally pointed at the subject by Hal Puthoff who had made some significant discoveries in the field of optical parametric oscillation and he felt that there were some parallels in my own investgations.

In my disclosure you will see that Bessler too, used the elongated 'S' shape and indicated this. Enough already!


Tuesday 6 July 2010

My own comments

I'll have a go at answering some of the points raised in comments recently.

I understand your frustration guys but please back off. I am very busy with family issues right now and I don't have as much time as I'd like to devote to the Bessler project.

I assume you're joking Axel, since I don't know anything about your ideas nor do I understand your brief description.

LIB I thought you were on my side. I have never set out to deceive anyone and if I have misled people I can only apologise and put it down to my own natural exuberance. What did I expect to happen? Not this! I have said I will share my information too many times to count and that commitment stands.

I may ignore the accusations from anons as have no idea who they are.

Kerob, I don't think my behaviour is irrational although it might be selfish - it's hard to analyze one's own actions. We look to protecting ourselves and our families first and if that's selfish then I'm guilty.

I've more or less finished the explanation I intend to publish but it's a too long for my web site so I'm writing a shorter explanation to post there and I'll release the fuller version as a download. I'd like to add a few drawings and a video to the web site version to aid the explanation.

Pete, with whom I was hoping to work with, to help me build a more engineered working model is busy and we are finding it hard to make time to meet, but we will when we can. As I've said before, Professor Hal Puthoff who has promised to help develop a working wheel has said that he needs a PoP wheel first so there is nothing further to be done there until that point is reached.

Thank you for the reminder about Arrache, I think it's time to talk to Ralph.

I guess I'm probably going to be consigned to somewhere hot if the saying that 'the road to hell is paved with good intentions' is true!

To enlarge on the clue I posted the other day. I said that the levers should move no more than 15 degrees. To be more precise, one lever, which is very long should move no more than 15 degrees causing another, shorter one, to move more than 15 degrees.


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