Friday, January 19, 2018





Einstein's legacy 01/10/18 kk

The twentieth century have became the victims of "dogmatized" theories.
Ernst Gehrcke Dr. Giese, Paul Marmet, the professor of the Ontario University., ….......... and many more thinkers are questioning the theories that rely only on pure speculations, supported by math models only.
One reason Einstein never got his Noble Prize for his GR theory because The Nobel committee never awarded the prize for his work arguing that purely theoretical physics is not grounded in discovery or experiment.”
The discoveries of real scientist whose remarkable achievement are now attributed only to Einstein are listed below.
No comments just the proven facts
One just has to look at the dates.


Paul Gerber in 1898 solved the problem of the Mercury's anomaly.
Gerber's formula gives for the perihelion shift:


Ψ = 24 π3 *a22 c 2 ( 1 − ϵ2 ) Gerber in 1898
ϵ = 24 π3 *a 2 /T2 c2 ( 1 − e2 ) Einstein in 1915
where Ψ or ϵ= Eccentricity, a = Semi-major axis, τ or T = Orbital period.
Gerber, P. (1898). "Die räumliche und zeitliche Ausbreitung der Gravitation". Zeitschrift für Mathematik und Physik. 43: 93–104.


Einstein's formula, published in 1915 look exactly the same except changing some letters from Greek to Latin?
It was noted by the Ernst Gehrcke in 1916, that this formula is mathematically identical to Albert Einstein's formula he published 1915
(17 years later !) to support his theory of general relativity.
So Gehrcke initiated a reprint of Gerber's 1902-paper in the Annalen der Physik in 1917, where he questioned the priority of Einstein and  proved the plagiarism by him.
See attachment of Einstein's falls derivation?

Lenard Philip in 1899 discovered the laws of the photoelectricity.
Lenard's work was honored by the Nobel Prize Awards for Physics in 1905.
https://www.nobelprize.org/nobel_prizes/physics/laureates/1905/lenard-lecture.pdf
https://mult-kor.hu/20120607_150_eve_szuletett_lenard_fulop_nobeldijas_fizikus
prizes/physics/laureates/1905/
https://www.nobelprize.org/nobel_prizes/physics/laureates/1905/lenard-lecture.pdf
He found that the speed of electrons leaving a metal surface depends only on the frequency, while the number of electrons depends on the intensity of light.
This discovery of Lenard founded the basis for the atomic theory of Ernest Rutherford (1871 - 1937), and it helped Rontgen in the discovery of the law of the ”X” rays.

Albert Einstein's “most important results were the discovery of limit wavelength in the photoelectric effect” and the role of activators in phosphorescence? That is, he copied Lenard's work and get a Nobel prize in 1922 for the same discovery Lenard had gotten in 1905. It sounds like he did the same thing what he did with Gerber's work.
https://www.google.com/search?q=einstein+nobel+prize+for+photoelectric+effect&ie=utf-8&oe=utf-8&client=firefox-b
The Nobel citation reads that Einstein is honoured for "services to theoretical physics, and especially for his discovery of the law of the photoelectric effect".
At first glance, the reference to theoretical physics could have been a back door through which the committee might have acknowledged his relativity.
However, there was a caveat stating that the award was presented "without taking into account the value that will be accorded your relativity and gravitation theories after these are confirmed in the future".
https://medium.com/@GatotSoedarto/5-differences-between-a-proffesor-and-a-sailor-ba22a7e99843


Planck, 1900
The physical constant that is the quantum of action, central in quantum mechanics. [Was] First recognized in 1900 by Max Planck.
https://en.wikipedia.org/wiki/Planck_constant https://www.nobelprize.org/nobel_prizes/physics/laureates/1918/


The Nobel Prize in Physics 1918 was awarded to Max Planck "in recognition of the services he rendered to the advancement of Physics by his discovery of energy quanta".
https://www.nobelprize.org/nobel_prizes/physics/laureates/1918/
Interestingly in one article Max Planck's discovery is called :The Planck–?Einstein relation ? That connects the particulate photon energy E with its associated wave frequency of f:
E = h f was coined by Planck in 1900
https://en.wikipedia.org/wiki/Planck–Einstein_relation


The Planck–Einstein relation is also referred to as the Einstein relation, Planck's energy–frequency relation, Planck relation, and the Planck equation. Also the eponym Planck formula belongs on this list, but also often refers to Planck's law instead
Although electromagnetic radiation is now understood as having both photon (particle?) and wave-like properties, descriptions of the electromagnetic spectrum generally utilize traditional wave-related terminology (i.e.
frequency and wavelength).It worth mentioning Jeff-Yee's recent study about Particles of the Universe 2:
Disrupted
                                    Written by: Jeff Yeeedited and Translated (Chinese) by: Yingbo Zhu


http://science.jrank.org/pages/2368/Electromagnetic-Spectrum.html


Lorentz



The famous equations Lorentz arrived before 1900 as it is shown bellow:

One can substitute m= m ,or t=t0 in the place of γ and 1.

m0=m/ 1-c2/v2

All the high school and university school books say, it was Einstein who in 1905 coined the world-famous equation shown above? And not Lorentz?
Aug 28, 1912. Einstein did share the credit with Lorentz and Poincaré for special relativity for a while, probably one reason his Nobel prize did not mention relativity. Pauli in the Encyclopedia Britannica article famously credits Einstein alone for formulating the relativity principle...Why?


The strength of special relativity lies in its derivation from simple, basic principles, including the Lorentz invariance of the laws of physics under a shift of inertial reference frames and the invariance of the speed of light in a vacuum. (See also: Lorentz covariance.)

If an observer in F records an event t, x, y, z, then an observer in F′ records the same event with coordinates.
It is, in fact, possible to derive the Lorentz transformations from the principle of relativity alone and obtain the constancy of the speed of light as a consequence. Using only the isotropic of space and the symmetry implied by the principle of special relativity, one can show that the space-time transformations between inertial frames are either Galilean or Lorentzian. In the Lorentzian case, one can then obtain relativistic interval conservation and the constancy of the speed of light.

The title of this paper has reference to the well known remark which Whitaker has made about Einstein’s Special Theory of Relativity in his book History of the Theories of Aether and Electricity. In the Chapter entitled The Relativity Theory of Poincare and Lorentz’ he writes as follows: “In the autumn of the same year… Einstein published a paper which set forth the relativity theory of Poincare and Lorentz with some amplifications, and which attracted much attention… In this paper Einstein gave the modifications which must now be introduced into the formulae for aberration and the Doppler effect.” The question with which I am concerned in this paper is whether from a strictly empirical point of view Whittaker’s assessment is correct. I shall argue that the physical content of both of Einstein’s postulates the Postulate of Relativity and the Postulate — of the Constancy of the Velocity of Light — was in fact already known to Lorentz and Poincare, and that the significance of Einstein’s theory vis-à vis Lorentz’s lies purely in its conceptual-epistemological content. Furthermore, we argue that Einstein’s theory is derivable from Lorentz’s by the addition of these purely conceptual innovations. On the other hand it is, of course, precisely because of its conceptual innovations that Einstein’s theory has been the subject of much philosophical interest.
It is of great importance that c2=1/(ε0μ0) (The Maxvell equation) provides the speed of light and it was well known to the scientist before nineteen hundreds. Einstein postulations about the absolute value of the speed speed of light and the nonexistence of the Aether were his contribution of relativity. Although, he had to backpedal at the Leiden conference in 1920 and admit that his “space equations” need a substance, then he called it Aether.


Poincare 1900
He obtained perfect invariance of all of Maxwell's equations, an important step in the formulation of the theory of special relativity. In 1905, Poincaré first proposed gravitational waves (ondes gravifiques) emanating from a body and propagating at the speed of light as being required by the Lorentz transformations.
Like others before, Poincaré [in 1900] discovered a relation between mass and electromagnetic energy. Not the matter alone, but the electromagnetic field has its own momentum. Poincaré concluded that the electromagnetic field energy of an electromagnetic wave behaves like a fictitious fluid (fluide fictif) with a mass density of E/c2 that is
E=mc2 Kgm2/s2 (Joule)


Albert Einstein presented the theories of special relativity (1905) and general relativity (1916) in publications that either contained no formal references to previous literature, or referred only to a small number of his predecessors for fundamental results on which he based his theories,
He said : Hiding your sources make your discoveries seem to be original.
But a few years before his death, Einstein commented on Poincaré as being one of the pioneers of relativity, saying "Lorentz had already recognized that the transformation named after him is essential for the analysis of Maxwell's equations, and Poincaré deepened this insight still further ...."


Karl Schwarzschild 1915

Karl (born October 9, 1873, Frankfurt am Main, Germany—died May 11, 1916, Potsdam), German astronomer whose contributions, both practical and theoretical, were of primary importance in the development of 20-th century astronomy. Most notable is his definition of the
Black Holes and the correction of Einstein's field equations

Schwarzschild. determined the mass/size relation of these Black Holes a century before the first one was finally discovered.
They still are still poorly known strange objects as of today.

Schwarzschild papers [written on the battlefield in Russia] on relativity produced the first exact solutions to the Einstein field equations, and an
all-important modification of these results gives the well-known solution that now bears his name: the Schwarzschild metric.


Schwarzschild to Einstein from the Russian front in during the first word war.
As you see, it means that the friendly war with me, in which in spite of your considerable protective fire throughout the terrestrial distance, allows this stroll in your fantasy land.

K. Schwarzschild, "Über das Gravitationsfeld eines Massenpunktes nach der Einsteinschen Theorie", Sitzungsberichte der Deutschen Akademie der Wissenschaften zu Berlin, Klasse fur Mathematik, Physik, und Technik (1916) pp 189.


Foot note:

Karl Schwarzschild | German astronomer | Britannica.com



Schwarzschild was born in Frankfurt am Main to Jewish parents. His father was active in the business community of the city, and the family had ancestors in the city dating back to the sixteenth century. Karl attended a Jewish primary school until 11 years of age. He was something of a child prodigy, having two papers on binary orbits (celestial mechanics) published before he was sixteen. He studied at Straßburg and Munich, obtaining his doctorate in 1896 for a work on Henri Poincaré's theories.


At the outbreak of World War I in 1914 he joined the German army despite being over 40 years old. He served on both the western and eastern fronts, rising to the rank of lieutenant in the artillery.


Einstein, on the other hand, urged Roosevelt to build the atomic bomb to kill people more effectively in his German homeland.


While [Schwarzschild] serving on the front in Russia in 1915, he began to suffer from a rare and painful skin disease called pemphigus. Nevertheless, he managed to write three outstanding papers, two on relativity theory and one on quantum theory. His papers on relativity produced the first exact solutions to the Einstein field equations, and a modification of these results gives the well-known solution that now bears his name: the
Schwarzschild metric

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