Archive for May, 2013

242(5): The True Anomaly for a Given Distance R between m and M for any Force

Wednesday, May 15th, 2013

Feed: Dr. Myron Evans
Posted on: Tuesday, May 14, 2013 9:50 AM
Author: metric345
Subject: 242(5): The True Anomaly for a Given Distance R between m and M for any Force

This note gives some more details of the method, notably the inner integral must be an indefinite integral as in eqs. (2) and (4). The outer integral is a definite integral from 0 to R. This note also gives another baseline check of the method in the Newtonian theory, in which eqs. (1) and (9) must be the same. When the baseline checks are complete the theory may be used to compute the perihelion precession for any force and any planar orbit.

a242ndpapernotes5.pdf

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242(4): Calculation of the True Anomaly for any Planar Orbit.

Wednesday, May 15th, 2013

Feed: Dr. Myron Evans
Posted on: Tuesday, May 14, 2013 3:09 AM
Author: metric345
Subject: 242(4): Calculation of the True Anomaly for any Planar Orbit.

This calculation results in Eq. (18). A test of this result is given in Eq. (30) for Newtonian dynamics. If the constants of integration A and B can be assumed to be zero, this test reduces to eq. (33), which is analytical. If the method passes this baseline test the next step is to apply it to other force laws, resulting in a general method of calculating the precession of the perihelion for any force law of any planar orbit.

a242ndpapernotes4.pdf

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Daily Report 9/5/13

Sunday, May 12th, 2013

Feed: Dr. Myron Evans
Posted on: Thursday, May 09, 2013 11:27 PM
Author: metric345
Subject: Daily Report 9/5/13

There were 2,970 hits from 598 distinct visits, 48.4% spiders from google, MSN and sistrix. Auto1 36, Auto2 9, Englynion 12, CEFE 9. University Hospital of Frankfurt levitron; Carleton University UFT175; Courant Institute of Mathematical Sciences New York University general; University of California Los Angeles 2D; Altzberger students mathematics University of California Santa Barbara UFT42; University of North Carolina Chapel Hill UFT177; University System of Maryland UFT198, UFT238b-us; University of Virginia UFT177; University of Washington levitron; University of Extremadura Spain Definitive Proof1a (Sp); United States National Aeronautics and Space Administration (NASA) Glenn Research Center experimental refutation of Heisenberg; Italian National Agency for New Technologies, Energy and Sustainable Economic Development Portsmouth Research Center (ENEA) general; Italian National Institute for Nuclear Physics (INFN) Padua UFT88; Novom Sadu University Serbia UFT142; St. John’s College Cambridge UFT43; Sheffield Hallam University UFT213; University College London UFT25; University of East Anglia UFT177 Intense interest all sectors, updated usage file attached for May 2013.

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FOR POSTING: Major Advances in Quantum Mechanics Made by ECE Theory

Sunday, May 12th, 2013

Feed: Dr. Myron Evans
Posted on: Friday, May 10, 2013 5:12 AM
Author: metric345
Subject: FOR POSTING: Major Advances in Quantum Mechanics Made by ECE Theory

These are very well known internationally after nine years of intense study in all universities of any note. There are very many of them, but in answer to Kerry’s question I would say that the main ones include the following small selection, taken almost at random.

1) Refutation of the Heisenberg uncertainty principle, supporting the well known experimental refutations by groups such as Croca at al.
2) Unification of quantum mechanics and general relativity.
3) Refutation of standard Compton and particle scattering theory and its development with the ECE wave equation.
4) Refutation of the Dirac equation and negative energy, and its replacement with the fermion equation.
5) Development of the quantum force and quantum Hamilton equations.
6) Development of the theory of low energy nuclear reactions.
7) Development of the Aharonov Bohm and superconducting theories.
8) Development of RFR theory.
9) Development of Sagnac effect theory.
10) Many others, reviewed for example in UFT200.

I can have a look at the Debye theory of specific heats,and I also need to start work on Brownian motion theory. At present several major discoveries in astronomy are being made. These are all being accepted internationally by the real professionals. Those who pretend to an administrative domination of ideas have been rejected as obviously false authority,as usual down the ages. Any person who does not work as a physicist cannot be an authority in physics. Any person who cannot play the piano cannot be a concert pianist. This is the big problem with administrators and propaganda vehicles such as wikipedia. However it is very well known to almost everyone that wikipedia tried to defame ECE theory and failed amazingly badly.

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242(2) : Checking Note 242(1) for Self Consistency

Sunday, May 12th, 2013

Feed: Dr. Myron Evans
Posted on: Friday, May 10, 2013 4:49 AM
Author: metric345
Subject: 242(2) : Checking Note 242(1) for Self Consistency

Recall that note 242(1) suggested a new method of calculating the apsidal angle for any planar orbit and any force law. This seems to be another important advance in astronomy so it is checked here for self consistency before proceeding to a new method of calculating perihelion precession for any force law and any planar orbit. The method gives the subsidiary equation (16) which is second order complex valued time differential equation which must be solved by computer algebra assuming that it has an analytical solution. Under this condition the starting eq. (1) behaves like a simple harmonic oscillator even though its characteristic angular frequency capital omega sub 0 is r dependent, and therefore t dependent. Eq. (16) gives the t dependence of omega. Eq. (1) is not a simple harmonic oscillator because its characteristic frequency is r dependent and therefore t dependent. In the simple harmonic oscillator the characteristic frequency is a constant (Hooke’s Law). Eq. (1) is a combination of the two Lagrangian equations of any planar orbit and any force law.

a242ndpapernotes2.pdf

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Microscopic / Macroscopic Unification

Sunday, May 12th, 2013

Feed: Dr. Myron Evans
Posted on: Friday, May 10, 2013 11:39 PM
Author: metric345
Subject: Microscopic / Macroscopic Unification

Agreed with this, macroscopic diffusion equations for example, such as the Smoluchowski equation, or Kramers equation of Brownian motion theory, come from the tetrad postulate and ECE wave equation, as do the fermion equation (the corrected Dirac equation) and Schroedinger equation.

In a message dated 10/05/2013 17:23:04 GMT Daylight Time writes:

Unification means of course that quantum mechanics does not need to be considered as a stand alone subject. Microscopic and macroscopic properties are all treatable within this same ECE framework – a mark of the significance of your achievements. This is sometimes not appreciated.

— Original Message

Subject: FOR POSTING: Major Advances in Quantum Mechanics Made by ECE Theory

These are very well known internationally after nine years of intense study in all universities of any note. There are very many of them, but in answer to Kerry’s question I would say that the main ones include the following small selection, taken almost at random.

1) Refutation of the Heisenberg uncertainty principle, supporting the well known experimental refutations by groups such as Croca at al.
2) Unification of quantum mechanics and general relativity.
3) Refutation of standard Compton and particle scattering theory and its development with the ECE wave equation.
4) Refutation of the Dirac equation and negative energy, and its replacement with the fermion equation.
5) Development of the quantum force and quantum Hamilton equations.
6) Development of the theory of low energy nuclear reactions.
7) Development of the Aharonov Bohm and superconducting theories.
8) Development of RFR theory.
9) Development of Sagnac effect theory.
10) Many others, reviewed for example in UFT200.

I can have a look at the Debye theory of specific heats,and I also need to start work on Brownian motion theory. At present several major discoveries in astronomy are being made. These are all being accepted internationally by the real professionals. Those who pretend to an administrative domination of ideas have been rejected as obviously false authority,as usual down the ages. Any person who does not work as a physicist cannot be an authority in physics. Any person who cannot play the piano cannot be a concert pianist. This is the big problem with administrators and propaganda vehicles such as wikipedia. However it is very well known to almost everyone that wikipedia tried to defame ECE theory and failed amazingly badly.

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Checking Note 242(2) by Computer

Sunday, May 12th, 2013

Feed: Dr. Myron Evans
Posted on: Friday, May 10, 2013 11:33 PM
Author: metric345
Subject: Checking Note 242(2) by Computer

Many thanks. Eq. (16) looks OK dimensionally because it is omega squared in the real part, not omega. Agreed that eq. (1) is not a simple harmonic oscillator and it looks as if the computer can give a general solution for t as a function of r for a given omega. What is needed is the time T for a revolution of 2 pi radians, and this would give the apsidal angle for any planar orbit and any force. So any type of force can be used as input if the double integrals can be solved by numerical integration. The method of notes 242(1) and 242(2) generalizes the approximate method of the “Farside” site and is also correct subject to the constraint (16). The next step is to calculate the precession of the perihelion for various forces. For the Newtonian force it ought to be zero, and that would be a further check on the method. This method ought to give the true precession for the Einstein potential. I doubt whether it will be the precession calculated by Einstein. I will return to this subject on Monday, the weekend is devoted to the autobiography volume two as usual.

To: EMyrone@aol.com
Sent: 10/05/2013 13:35:11 GMT Daylight Time
Subj: Re: 242(2) : Checking Note 242(1) for Self Consistency

I just checked some points but did not check the derivation of (16) so far.
Eq. (16) has the dimension of Omega in the real part but Omega/t in the imaginary part, this seems to hint to an error.
What you are doing is basically solve an equation for an harmonic oscillator with variable coefficients. In fact this then is not an oscillator anymore from a mathematical standpoint. Maxima gives the general solutions %o6 for a general Omega(r(t)). Th double-integrals have to be solved for a concrete Omega or F(r), respectively. The result for a general F(r) is %o9.
Eq.(16) in current form is not solveable analytically.

Horst

242(2).pdf

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Daily Report 10/5/13

Sunday, May 12th, 2013

Feed: Dr. Myron Evans
Posted on: Friday, May 10, 2013 11:00 PM
Author: metric345
Subject: Daily Report 10/5/13

There were 2,379 hits from 549 distinct visits, 41.9% spiders from AHRefs, baidu, google and yandex. Auto1 38, Auto2 10, Englynion 14, CEFE 10. Siemens Company general; Terri-Schmidt at Baylor Baptist University Texas UFT100; University of Alabama UFT142; Engineering University of Michigan LCR Resonant; J. Benitez Mathematics Polytechnic University of Valencia Space Energy (Sp), F1 – F8 (Sp), F14 (Sp); University of Oulu Finland UFT2; United States National Archives general; Pontifical Catholic University of Peru UFT158 (Sp). Intense interest all sectors, updated usage file attached for May 2013.

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Note 241(4) Graphics

Thursday, May 9th, 2013

Feed: Dr. Myron Evans
Posted on: Tuesday, May 07, 2013 11:56 PM
Author: metric345
Subject: Note 241(4) Graphics

Many thanks, it will be very interesting to find r as a function of t and theta as a function of t. These are the curves needed for animation as you know. This is excellent computer work as usual.

To: EMyrone@aol.com
Sent: 07/05/2013 21:51:41 GMT Daylight Time
Subj: Re: Final Version of Note 241(4)

The results are as attached. The function x(r) is plotted in result window %t25. There is a pole around r=alpha, the limits are

x ( r–> alpha) = infinity
x ( gamma -> 1) = 1

The second one is correct, the first looks a bit unplausible for me.
The last plot shows the integrated function t(r). I had an error in a previous version, the function is defined between rmin and rmax of the ellipse and is plausible.

Horst

Am 07.05.2013 18:43, schrieb EMyrone

This is very interesting, at r = alpha exactly the orbit is a circle, I noticed this in previous work, and it seems to be a mathematical property inbuilt into the orbit. This could be circumvented by a boolean that stops r becoming alpha exactly.

In a message dated 07/05/2013 17:39:50 GMT Daylight Time writes:

The integral of Eq.(17) can be solved analytically. r(t) has to be interpolated as discussed.
I see a problem in eq.(4). The denominator becomes zero for r=alpha which holds exactly for two points of the elliptic orbit. It may be that this limit gives 0/0, will analyse this by Maxima. Otherwise x diverges.

Horst

Am 07.05.2013 09:16, schrieb EMyrone

This is the final version of this note, computer algebra is now needed to evaluate eq. (17) numerically and solve the result for r as a function of t. Since r is known as a function of theta from eq. (2), theta can be found as a function of t and animated.

241(4a).pdf

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Daily Report 7/5/13

Thursday, May 9th, 2013

Feed: Dr. Myron Evans
Posted on: Tuesday, May 07, 2013 11:29 PM
Author: metric345
Subject: Daily Report 7/5/13

There were 2,655 hits from 604 distinct visits, 30.3% spiders from google, MSN and sistrix. Auto1 32, Auto2 3, CEFE 6. Institute of Physics University of Sao Paolo UFT215; Institute of Physics Tsinghua University China UFT228; University of Colorado Boulder UFT142; University of Pittsburgh UFT102; Tufts University Medford UFT2; University of Wisconsin Madison UFT43; Junta or Parliament of Andalucia UFT157 (Sp), Essay14(Sp); University of Navarra UFT150 (Sp); Science University of Valencia UFT172(Sp), UFT142(Sp); University of Poitiers general; Trinity College Dublin UFT157; University College Dublin UFT177; Turin University UFT99; Waseda University publications; San Diego Army and Navy Academy UFT197; North Cyprus Campus of the Middle East Technical University UFT88; National Taiwan University UFT19; University College Swansea UFT88; Intense interest all sectors, updated usage file attached for May 2013.

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