Archive for February, 2017

UFT88 read at Kocaeli University Turkey

Kocaeli is a new university, is ranked 1841 in the world by webometrics and has over 52,000 students, founded in 1977. It is mainly technical but also has a fine arts faculty. UFT88 is a famous paper in scientific circles, and to the very large folloing of ECE theory, refutes the Einsteinian general relativity through consideration of torsion. It has been developed into UFT313, and should be read with UFT99 and UFT109, together with UFT354. It is the paper that epitomizes van der Merwe’s post Einsteinian paradigm shift, now widely accepted as mainstream physics. The Einstein theory has been replaced by ECE2, of which there are currently fifty six papers and books, all read around the world every day.

Advertisements

Discussion of 371(4): Scheme of Computation for the 3D Orbit

OK many thanks, this Runge Kutta method is a very powerful Maxima algorithm, and can be applied now to give a large amount of new results for many problems of ECE2 theory. I will write out the equations of most interest. For spherical orbits it will be very interesting to plot the true orbit r = alpha / (1 + epsilon cos beta) obtained from the Hooke Newton inverse square law using spherical polar coordinates. No modelling assumption is made other than the usual inverse square law.

To: EMyrone@aol.com
Sent: 27/02/2017 17:38:36 GMT Standard Time
Subj: Re: 371(4): Scheme of Computation for the 3D Orbit

Basically thre are two methods of solving the central motion in a spherical polar coordinate system: Either the full set of Lagrange equations without constants of motion or by predefining L and L_Z and solving (19-22). I will try the latter. These equations are only of first order for beta, theta, phi so they reduce the number of Hamilton equations used for the Runge-Kutta solution method.

Horst

Am 26.02.2017 um 14:19 schrieb EMyrone:

This note gives the scheme of computation that gives all information about a spherical orbit governed by an inverse square force law of attraction. Maxima can now be used to compute any type of information needed, notably the orbits r(beta), r(theta) and r(phi). Some of the analytical results from UFT270 to UFT276 on three dimensional orbits are reviewed. The planar orbit is recovered in the limit theta goes to pi / 2, theta dot goes to zero. The planar orbit is given by Eq. (33), and does not precess for an inverse square law as is well known. In three dimensions however it precesses in various ways. There is a typo in Eq. (31), which should read theta goes to pi / 2. We are now ready to use Maxima for the lagrangian in ECE2 relativity, both for planar and three dimensional orbits.

Daily Report Sunday 26/2/17

The equivalent of 40,940 printed pages was downloaded (149.261 megabytes) from 1,676 memory files downloaded and 387 distinct visits each averaging 4.5 memory pages and 5 minutes, top referrals 2,213,162, printed pages to hits ratio of 24.43, main spiders Google, MSN and Yahoo. Collected ECE2 1191, Top ten 1120, Collected Evans / Morris 858(est), Collected scientometrics 540, F3(Sp) 371, Barddoniaeth 289, Principles of ECE 137, Eckardt / Lindstrom 131, Autrobiography volumes one and two 127, Collected Proofs 93, Engineering Model 83, Evans Equations 71, UFT88 70, PECE 50, CEFE 45, ECE2 43, UFT311 43, Self charging inverter 35, Llais 25, UFT321 25, PLENR 11(est), UFT313 21, UFT314 19, UFT315 17, UFT316 17, UFT317 28, UFT318 17, UFT319 20, UFT320 18, UFT322 22, UFT323 16, UFT324 18, UFT325 26, UFT326 18, UFT327 16, UFT328 27, UFT329 21, UFT330 15, UFT331 20, UFT332 14, UFT333 20, UFT334 15, UFT335 19, UFT336 14, UFT337 16, UFT338 13, UFT339 13, UFT340 13, UFT341 23, UFT342 11, UFT343 17, UFT344 22, UFT345 15, UFT346 15, UFT347 21, UFT348 15, UFT349 19, UFT351 20, UFT352 28, UFT353 26, UFT354 31, UFT355 17, UFT356 26, UFT357 27, UFT358 21, UFT359 20, UFT360 19, UFT361 12, UFT362 23, UFT363 22, UFT364 24, UFT365 16, UFT366 45, UFT367 42, UFT368 44, UFT369 46, UFT370 30 to date in February 2017. State University of New York Buffalo UFT213; University of Notre Dame UFT142; Ecole Superieure of Industrial Physics and Chemistry of the City of Paris (ESPCI) UFT330; Isfahan University of Technology Iran Essay 24; Bahria University Karachi Pakistan UFT41. Intense interest all sectors, updated usage file attached for February 2017.

Unauthorized

This server could not verify that you are authorized to access the document requested. Either you supplied the wrong credentials (e.g., bad password), or your browser doesn’t understand how to supply the credentials required.

Additionally, a 401 Unauthorized error was encountered while trying to use an ErrorDocument to handle the request.

ES and LENR Power Stations in Wales

These should come online as rapidly as possible. The ECE theory needed to understand ES power stations is available (UFT311), and the patented Osamu Ide circuit has been replicated by Horst Eckardt et al in UFT364. The Assembly should push ahead with raising the funds to develop all kinds of power devices based on ES, which has no moving parts and works on all scales, from microchips to major power stations. The ECE theory has been an international team effort, and was started here in Mawr. If a coal /oil cabal exists, it will shortly become extinct. The circuit can be demonstrated to the Assembly at any time.

Daily Report Saturday 25/2/17

The equivalent of 68,953 printed pages was downloaded (251.401 megabytes) from 2158 downloaded memory files and 398 distinct visits each averaging 4.0 memory pages and 6 minutes, printed pages to hits ratio of 31.95, top ten referrals total 2,212,935, main spiders Google, MSN and Yahoo. Collected ECE2 1182, Top ten 1079, Collected Evans / Morris 825, Collected scientometrics 538, F3(Sp) 362, Barddoniaeth 269, Principles of ECE 155, Collected Eckardt / Lindstrom 130, Autobiography volumes one and two 123, Collected Proofs 90, Engineering Model 83, Evans Equations 70, UFT88 69, PECE 50, UFT311 43, ECE2 42, CEFE 35, Self charging inverter 30, Llais 23, UFT321 23, UFT313 21, UFT314 19, UFT315 16, UFT317 28, UFT318 17, UFT319 20, UFT320 18, UFT322 22, UFT323 16, UFT324 18, UFT325 26, UFT326 17, UFT327 16, UFT328 27, UFT329 21, UFT330 14, UFT331 20, UFT332 14, UFT333 20, UFT334 15, UFT335 19, UFT336 14, UFT337 16, UFT338 13, UFT339 13, UFT340 13, UFT341 23, UFT342 11, UFT343 17, UFT344 22, UFT345 14, UFT346 15, UFT347 21, UFT348 15, UFT349 19, UFT351 20, UFT352 28, UFT354 30, UFT355 17, UFT356 26, UFT357 27, UFT358 21, UFT359 20, UFT360 19, UFT361 12, UFT362 23, UFT363 22, UFT364 24, UFT365 16, UFT366 44, UFT367 42, UFT368 44, UFT369 43, UFT370 30 to date in February 2017. University of Oriente – Santiago de Cuba UFT169(sp), UFT170(Sp); Bracco Corporate Italy general; Kocaeli University Turkey UFT1, 10, 80, 87, 88. Intense interest all sectors, updated usage file attached for February 2017.

Unauthorized

This server could not verify that you are authorized to access the document requested. Either you supplied the wrong credentials (e.g., bad password), or your browser doesn’t understand how to supply the credentials required.

Additionally, a 401 Unauthorized error was encountered while trying to use an ErrorDocument to handle the request.

371(5): The Planar and Three Dimensional Orbits of ECE2 Relativity

This is the Euler Lagrange theory of these orbits. From previous work in UFT328 for example they are known to produce precession. So the theoretical precession from this fundamental theory is matched with the experimental precessions of the perihelion. The Euler Lagrange method can also be used in quantization and relativistic quantization, for exaemple in the H atom, Sommerfeld, Schroedinger and Dirac theories. The Maxima code can solve essentially all these problems unless they get too complicated as in the description of orbits with Euler angles. Only a white haired raving maniac would attempt that by hand. The Euler Lagrange method can also be used to derive the ECE2 field equations of electrodynamics, gravitation, hydrodynamics and dynamics. The Hamilton Principle is the basis for much of physics, discovered by my Civil List predecessor Sir William Rowan Hamilton in the early nineteenth century. He was appointed full professor at Trinity College Dublin at the age of twenty three. He was never an F. R. S. because he could not afford the fees. The hamiltonian is the basis for all of quantum mechanics as is well known and the lagrangian is very similar to the hamiltonian in most problems, the sign of the potential energy being reversed. This is not always true however, an as usual, care must be taken. Horst Eckardt, Doug Lindstrom, others and I hammer out all technicalities in every UFT paper. These papers are now a central part of physics, having a huge and permanent worldwide readership in all the best universities.

a371stpapernotes5.pdf

371(4): Scheme of Computation for the 3D Orbit

This note gives the scheme of computation that gives all information about a spherical orbit governed by an inverse square force law of attraction. Maxima can now be used to compute any type of information needed, notably the orbits r(beta), r(theta) and r(phi). Some of the analytical results from UFT270 to UFT276 on three dimensional orbits are reviewed. The planar orbit is recovered in the limit theta goes to pi / 2, theta dot goes to zero. The planar orbit is given by Eq. (33), and does not precess for an inverse square law as is well known. In three dimensions however it precesses in various ways. There is a typo in Eq. (31), which should read theta goes to pi / 2. We are now ready to use Maxima for the lagrangian in ECE2 relativity, both for planar and three dimensional orbits.

a371stpapernotes4.pdf