Archive for September, 2014

Setting up an ECat Device in Wales

Wednesday, September 24th, 2014

Thanks as ever to Steve Bannister of the Department of Economics, University of Utah. AIAS would be glad to work with the Memorial Project, do they know about UFT226 ff.? If they have a particular theoretical problem AIAS could work on it. It would therefore be optimal to set up a cooperative project between them and The Science Park at Aberystwyth. The latter is not part of the University, which has a mediocre to poor physics department by international standards. Can you begin negotiations with them?

In a message dated 23/09/2014 15:32:03 GMT Daylight Time, writes:

Hello Myron. In my opinion, Industrial Heat folks are very focused on finishing the current independent test and getting at least one successful customer. Since Industrial Heat took over, their business focus seems to be on utility scale installations (>1MW).

But you were right to ask.

A more likely partner/source will be the Martin Fleischmann Memorial Project folks who are working on a Rossi-style device in an open-science model – making all their research public. They are still not ready.

The technical problem appears to be that none of the players really understand the phenomenon – they have no good theory. Thus, stable usable output is elusive. Rossi may have fixed this through trial-and-error; we will know when the report comes either this month or I am now hearing maybe in October.

Best,

Steve
On 9/23/2014 2:37 AM, EMyrone wrote:

Could an ECAT Device and spacetime energy devices be set up at Aberystwyth for research, perhaps in cooperation with the company that took over Rossi?

Daily Report 22/9/14

Wednesday, September 24th, 2014

There were 4,246 hits from 421 distinct visits, main spiders from google. MSN and yahoo. F3(Sp) 615; Auto1 340, Auto2 76, Book of Scientometrics 220, Engineering Model 97, Englynion 73, Evans Equations 63 numerous Spanish, Llais 47, CEFE 44, Principles of ECE 9 to date in September 2014. General Electric Corporation Russia Overview of ECE Theory; Theoretical Physics Charles University Prague Publications; Beuth University of Applied Sciences Berlin Family History; Fraunhofer Institute for Communications, Information Processing and Ergonomics AIAS Staff; Mathematics University of Bonn AIAS staff, potential waves; Chemistry University of Hamburg UFT238b; Mount St Mary’s University Maryland Essay 32; Notre Dame University ECE Devices, AIAS staff; University College Cork Ireland CV; Knology site download; Radboud University Netherlands Educational Note Two. Intense interest all sectors, updated usage file attached for September 2014.

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Industrial Heat LLC featured at PESWiki.com

Tuesday, September 23rd, 2014

J. Vaughn,
Industrial Heat Llc.,
111 East Hargett Street, Suite 300,
Raleigh,
NC 27601,
USA

tel +1 919 743 5727

Dear Mr Vaughn,

I am interested in setting up a research laboratory for LENR and spacetime energy (www.et3m.net, www.upitec.org ) at Aberystwyth Science Park in Wales and I wonder whether you can advise us whether an experimental LENR plant can be set up there, perhaps with the help of Cherokee Industrial Partners and other sources of funding. This laboratory could be used as a research base for new energy devices which could eventually be made in a factory at Aberystwyth. I have been looking around for somewhere to buy a LENR domestic plant but they do not seem to be commercially available as yet. We have done some work on LENR in UFT226 ff. on www.aias.us. Theoretical and experimental work could proceed at that laboratory.

Cordially Yours,

Myron Evans

AIAS President,
www.aias.us

272(8): Eight New Types of 3 – D Orbits

Tuesday, September 23rd, 2014

This note gives the set of equations for the first eight types of three dimensional orbits from the graph of phi double dot versus theta and phi. There are many more possibilities. So a large gallery of wholly original graphics can be constructed in due course. There is never any hurry or pressure inside AIAS so Horst can choose the sets of equations of most interest. In each case the 3 – D graphics can be compared with the 2 – D graphics. In this case in 2 – D phi double dot is a function only of phi. It is very interesting to see if and when the orbital like structure appears. There is no known reason why all of these structures cannot exist in nature. They are all obtained with the ordinary spherical polar coordinates, which are also used of course in atomic theory via the spherical harmonics.

a272ndpapernotes8.pdf

Further Orbital Patterns in Three Dimensional Orbits

Tuesday, September 23rd, 2014

I will continue my systematic investigation of this orbital type structure today with new sets of equations that include phi double dot as a function of theta and phi and theta double dot as a function of theta and phi. Each orbital type pattern needs sets of interlinked equations, but this is no problem to evaluate with a computer. This is an entirely new pattern in astronomy and in theory, these orbital type patterns could be observed. They have all emerged with the use of standard spherical polar coordinates.

Daily Report Sunday 21/9/14

Tuesday, September 23rd, 2014

There were 1,822 hits from 415 distinct visits, main spiders from google, MSN and yahoo. F3(Sp) 591, Auto1 319, Auto2 65, Book of Scientometrics 214, Engineering Model 92, UFT88 68, Englynion 73, Llais 42, CEFE 42, Evans Equations 40 numerous (Spanish), Principles of ECE 8 to date in September 2014. German Synchrotron Facility UFT175; University Library Bonn general; Georgia Institute of Technology Diplomatic Objection to ‘t Hooft by Gareth Evans; Mercyhurst University Pennsylvania general; Pennsylvania State University UFT177; Asiatech Company Iran overview of ECE Theory; Institute of Physics Autonomous University of San Luis Potosi Mexico Essay44(Sp); The World Wide Web Consortium general. Intense interest all sectors, updated usage file attached for September 2014.

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272(6): Equations for New Graphics

Monday, September 22nd, 2014

This type of research looks for orbital like structure in three dimensional orbits. Many types of graphics can be constructed and this note gives the equations for graphs of r double dot against theta and theta double dot against theta. Each type of graphic is a unique signature.

a272ndpapernotes6.pdf

Daily Report Saturday 20/9/14

Monday, September 22nd, 2014

There were 2,054 hits from 376 distinct visits, main spiders from google, MSN and yahoo. F3(Sp) 568, Auto1 305, Auto2 60, Book of Scientometrics 212, Engineering Model 89, UFT88 67, Englynion 72, Llais 40, CEFE 40, Evans Equations 43 numerous (Spanish), Principles of ECE 8 to date in September 2014. European Centre for Nuclear Research (CERN) MWE page; University of Antioquia Colombia UFT177; General Electric Corporation (Russia) UNCC Saga3, Auto1; Computer Centre University of Karlsruhe experimental refutation of Heisenberg, Essay25, Essay26, UFT175, publications, ECE Devices, ECE Theory, ECE Article German, Computer Center Carnegie Mellon University CV; Autonomous University Barcelona UFT170(Sp); Indian Railway Auto1. Intense interest all sectors, updated usage file attached for September 2014.

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Equations for New Graphics

Sunday, September 21st, 2014

I am in the process of preparing equations for new three dimensional graphics by Dr. Horst Eckardt in view of the immediate interest in the discovery of three dimensional orbits. Since Dr. John Maddocks mentioned Leibniz, the Leibniz equation of 1689 is:

m r double dot = L squared / (m r cubed) – k / r squared

in which the centrifugal force appeared for the first time (the first term on the right hand side). Huygens inferred the word “centrifugal”, and Newton used “centripetal” but neither Huygens nor Newton derived the mathematical form of the centrifugal force. The second term on the right hand side is the inverse square law. My ancestral cousin John Aubrey wrote in “Brief Lives” that Robert Hooke inferred the inverse square law, well before the younger Isaac Newton. However Hooke did not infer calculus so could not prove that the inverse square law leads to an ellipse. Hooke and Newton disagreed severely about precedent, and Hooke advised Aubrey when the latter wrote “Brief Lives”. Newton and Lebniz disagreed about precedent in the context of calculus. It is generally considered that all three contributed importantly to the subject. The first to derive the non Newtonian accelerations correctly was Coriolis, in 1835. In UFT271 on www.aias.us they are derived for the first time in spherical polar coordinates, resulting in a rich panoply of new information about orbits, and in the acclaimed graphics of co author Horst Eckardt from my equations. Horst Eckardt also checked these equations by computer, as he had done in over two hundred UFT papers. Leibniz derived the correct mathematical format of the centrifugal force by using intuition via a theory that was later replaced by the rotating coordinate method, used in modern format in UFT271. I have read a few books on scientists, but until I got in to the subject matter to sufficient depth, words left me with little understanding. Modern graphics and animations however can turn the most complicated set of equations into something that is immediately understandable. I learnt that as a first year graduate when I was first got access to a computer. I read a book on Newton in Wolfson College Oxford having just won a prestigious Junior Research Fellowship there. One does not really get to grips with orbit theory with Newtonian dynamics, because the spin connection is missing. The axes are not rotating, so in Newtonian dynamics there is no centrifugal force. Without a centrifugal force there is no orbit. So the often repeated claim that Newton derived the ellipse from the inverse square law is obscure. I also read some books as a graduate about general relativity, but they did not really reveal anything until I started to use ECE theory. The best biographical work that I came across is Koestler’s “Sleep Walkers”, about Copernicus, Brahe, Galileo, Kepler and Newton. Koestler uses the novelist’s technique combined with accurate historical scholarship. However, without the equations, that book too falls short of complete clarity. In those days there were few equations, and on reading Principia in Latin it is immediately apparent that Newton did not use any recognizably modern equations. Neither did Kepler. So I advise readers to follow UFT271 and that will give all the information needed. The excellent graphics by Horst turn the very intricate equations into something that is understandable. A lot of dogma creeps in to physics because the mathematics are taught in none too clear a way. It is only after grinding through the hard work for many years that one achieves an understanding that can be built upon so that new discoveries can be made. Some of these books are good reading, but go so far in words and no further. For example Koestler uses a lot of Kepler’s diary in which he gives every day details such as having trouble sitting down because of boils and all that, and of Brahe having his nose sliced off in a duel. That is amusing and good reading. Both Tycho Brahe and Johannes Kepler were appointed Imperial Mathematicus in Prague. However Kepler was often not paid. Things have not changed very much. Galileo got into trouble with authority, but in fact the Jesuits accepted his theory, he just quarrelled with authority, an entirely healthy thing to do, but in those days dangerous. Copernicus was infinitely careful. Tycho Brahe was a nobleman from Denmark, but Kepler came from Schwabian country people (peasants) and spoke with heavy Schwabian accent. His own University of Tuebingen never appointed him and he had a great deal of trouble getting Brahe to release his data on Mars.

272(4): Conservation of Angular Momentum for All theta

Sunday, September 21st, 2014

This note proves that conservation of angular momentum is true for all theta for an inverse square force law, but the traditional theory of orbits always assumes that theta = pi / 2 and that theta dot = 0. So the traditional theory incorrectly reduces three dimensional space to two dimensions. Any non Newtonian effects in the solar system can be attributed to a correct three dimensional theory.

a272ndpapernotes4.pdf