Volume 3, Issue 1, March 2018, Page: 28-31
An Extension of Abraham-Minkowski Controversy to Extend Abraham-Minkowski Friendship: A Theoretical Study in Astrophysics
Md. Abdul Hakim, Department of Food Technology and Nutritional Science, Mawlana Bhashani Science and Technology University, Santosh, Tangail, Bangladesh
Received: Mar. 19, 2018;       Accepted: Apr. 23, 2018;       Published: May 14, 2018
DOI: 10.11648/j.dmath.20180301.14      View  695      Downloads  36
Abstract
The Abraham-Minkowski controversy of light refracting to a system is a century-old milk and water at light refraction on a medium. The physicists are in long debate to pick and choose the Abraham or Minkowski forma at calculating momentum of light in a medium during reflection at dynamic environment in astrophysics. This study is designed to ride an anchor in view of mitigating these ongoing hot water in physical geospatialities. Results divulged Abraham-Minkowsky friendship on the equation (16) envelop can turn over a new leaf to the contrary of these Abraham-Minkowski controversy in light physics. Also, it can be a uniquely functional modeling to be used as ρ = ηE / c = E / ηc dancing in worldwide confusion over the controversry.
Keywords
Abraham-Minkowski Controversy, Refraction, Abraham-Minkowsky Friendship, Refractive Index, Astrophysics, Theoretical Study
To cite this article
Md. Abdul Hakim, An Extension of Abraham-Minkowski Controversy to Extend Abraham-Minkowski Friendship: A Theoretical Study in Astrophysics, International Journal of Discrete Mathematics. Vol. 3, No. 1, 2018, pp. 28-31. doi: 10.11648/j.dmath.20180301.14
Copyright
Copyright © 2018 Authors retain the copyright of this article.
This article is an open access article distributed under the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0/) which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Reference
[1]
Pal GK and Pal P (2001). Textbook of practical physiolofy (1st ed.). Chennai: Orient Blackswan; p. 387.
[2]
Moulder JE (2007). Static electric and magnetic fields and human health.
[3]
Maxwell JC (1891). Treatise on electricity and magnetism. Dover Publications; p. 32-33.
[4]
Ryder LH (1996). Quantum field theory (2nd edn.). Cambridge University Press.
[5]
Fedtke C, Mans F and Ho Arthur (2010). The entrance pupil of the human eye: a three-dimensional model as a function of viewing angle. Optics Express 18 (21): 22364-76.
[6]
Rindler W (1991). Introduction to special relativity (2nd edn.). Oxford Science Publications; p. 82-84.
[7]
Assad MEH, Bani-Hani EH, Yousef B, Sedaghat and Tawalbeh M (2018). Simplified model for thermo and diffusiophoretic deposition in heat exchanger. JP J Heat Mass Transfer 15 (1): 1-13.
[8]
Avison J (1999). The world of physics. Nelson Thornes; p. 460.
[9]
Quandt BM, Scherer LJ, Boesel LF, Wolf M, Bona GL and Rossi RM (2015). Body monitoring and health supervision by means of optical fibers based sensing systems in mediacal textiles. Adv Healthc Mater 4 (3): 330-55.
[10]
Lekner J (1987). Theory of reflection, of electromagnetic and particle waves. Springer.
[11]
Chen R and Guinness RE (2014). Geospatial computing in mobile devices (1st edn.). Norwood, MA: Artech House; p. 228.
[12]
Rahman A (2017). Estimating small area health-related characteristics of populations: a methodological review. Geospat Health 12: 3-14.
[13]
Agrawal M (2010). Business data communications. John Wiley and Sons, Inc.; p. 37-43.
[14]
Ward DW, Nelson KA and Webb KJ (2005). On the physical origins of the negative index of refraction. New J Phys 7: 213.
[15]
Born and Wolf (1959). Principles of optics. New York, NY: Pergamon Press Inc.; p. 37.
[16]
Wang Zhong-Yue, Wang Pin-Yu and Xu Yan-Rong (2011). Crutial experiment to resolve Abraham- Minkowski controversry. Optik 122 (22): 1994-96.
[17]
Hakim MA (2017). Mathematical modeling of energy balancing for diet planning in nutritional physics. Int J Nutr Diet 5 (1): 29-41.
[18]
McGill and King (1995). Engineering mechanics, an introduction to dynamics (3rd ed.). PWS Publishing Company.
[19]
Serway RA and John WJJ (2012). Principles of physics: a calculus-based text (5th ed.). Boston, MA: Brooks/Cole, Cengage Learning; p. 245.
[20]
Griffiths DJ (2013). Introduction to electrodynamics (4th ed.). Boston, Mass.: Pearson; p. 361.
[21]
Penrose R (2004). The road to reality: a complete guide to the laws of the the universe. Vintage Books; p. 410-11.
[22]
Mendelzson KS (2006). The story of c. Am J Phys 74 (11): 995-97.
[23]
Chambers A (2004). Moderm vacuum physics. Boca Raton: CRC Press.
[24]
Minkowski H (1908). Die Grundgleichung fur die elektromagne tischen Vorgange in betwegten Kopern. Nachrichten von der Gesellschaftcer Wissenschaften zu Gottingen, Mathematisch-Physikalische Klasse: 53-111.
[25]
Bor Z, Osvay K, Racz B and Szabo C (1990). Group refractive index measurement by Michelson interferometer. Optics Communication 78 (2): 109-112.
[26]
Dickson LE (1909). Review: geometric der Zahlen von Hermann Minkowski. Bull Amer Math Soc 21 (3): 131-32.
[27]
Wilson EB (1915). Review: Gesammelte Abhandlungen von Herman Minkowski. Bull Amer Math Soc 21 (8): 409-12.
[28]
Abraham M (1909). Zur Elektrodynamik betwegter Kopern. Rendiconti del Circolo Matematico oi Palermo 28 (1).
[29]
Ciddor PE (1996). Refractive index of air: new equations for the visible and near infrared. Applied Optics 85 (9): 1566-73.
[30]
Abraham M (1903). Prinzipien der Dynamik des Elektrons. Annalen der Physik 10: 105-79.
[31]
Hakim MA (2018). Trending malnutritional escape velocity in nutritional dynamics. Food Sci Technol 6: in press.
[32]
Fitzgerald R (2000). Phase-sensitive X-ray imaging. Phys Today 53 (7): 23.
[33]
Barnett S (2010). Resolution of Abraham-Minkowski dilemma. Phys Rev Lett 104 (7): 070401.
[34]
Testa M (2016). A comperison between Abraham and the Minkowski momenta. J Modern Phys 7: 320-28.
[35]
Kinsler LE (2000). Fundamentals of acoustics. John Wiley; p. 136.
[36]
Newton I (1730). Optics: on a treatise of the reflections, refractions, infections and colours of light; p. 247.
[37]
Brewster D (1815). On the structure of doubling refracting crystals. Philosophycal Magazine 45: 126.
[38]
Hakim MA and Kamruzzaman A (2016). The dance of poverty and education for childhood nutritional victimization in Bangladesh. J Bilogic Environ Eng 1 (1): 6-9.
[39]
Nemirovsky J, Rechtsman MC and Segev M (2012). Negative radiation pressure and negative effective refractive index via dielectric birefringence. Optics Express 20 (8): 8907-14.
[40]
Brillouin L (1960). Wave propagation and group velocit, New York and London: Academic Press Inc.
[41]
Einstein A (1916). Relativity: the special and general theory. New York: H. Holt and Company.
[42]
Mehra J (2001). Albert Einstein’s first paper, the golden age of physics, World Scientific.
[43]
Rahman A and Hakim MA (2016). Measuring modified mass energy equivalence in nutritional epidemiology: a proposal to adapt the biophysical modeling approach. Int J Stat Med Res 5 (3): 219-223.
[44]
Rahman A and Hakim MA. Modeling health status using the logarithmic biophysical modulator. J Public Health Epidemiol 2017; 9 (5): 145-150.
[45]
Hakim MA (2017). Biophysical modeling of dietary energy in biochemical modeling. Eur J Biophys 5 (3): 57-61.
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