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Discovery of a mathematical error in Albert Einsteinandprime;s pa | 10309
Journal of Physical Chemistry & Biophysics

Journal of Physical Chemistry & Biophysics
Open Access

ISSN: 2161-0398

Discovery of a mathematical error in Albert Einstein′s paper 1904 entitled On the general molecular theory of heat and calculating the new order of magnitude of the radiation wavelengths (blackbody radiation)


2nd International Conference on Physics

August 28-30, 2017 Brussels, Belgium

M Khoshnevisan

Ajman University, UAE

Scientific Tracks Abstracts: J Phys Chem Biophys

Abstract :

I have recently discovered a mathematical error in Albert Einstein��?s derivation of equation = 2 ( ) (Equation 28 in his paper, k and c are universal constants for ideal gas law and Stefan-Boltzmann law). Because of this mathematical error in the equation, his prediction of (0.420/T) for the order of magnitude of the radiation wavelengths is incorrect. I have derived the correct form of equation [28] given in his original 1904 paper, and calculated the new value for the order of magnitude of the radiation wavelengths as (0.263/T). This new value is based on the solution of the first order differential equation, (2k)= for the value of �?�?. The correct value of the order of magnitude of the radiation wavelengths is 0.263/T. Correcting this mathematical error indeed shows that Einstein��?s prediction for the order of magnitude of the radiation wavelengths is more accurate than he thought during his life time.

Biography :

M Khoshnevisan is an Associate Professor at Ajman University. He is a member of the American Physical Society. He was formally invited as a visiting scholar at the University of California-Berkeley and Harvard University during 2004-2005. He received the “Certificate of Achievement” in 2003 for his contribution to BISC FLINT-CIBI International Joint Workshop on Soft Computing for Internet and Bioinformatics from the World-renowned scientist and inventor of Fuzzy Logic, Professor Emeritus Lotfi A. Zadeh, at the University of California- Berkeley. His research interest is in Brownian motion, statistical physics, and general molecular theory of heat.

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