Equation of Schrodinger's wave
Keywords:
integrodifferential, equations, intensityAbstract
The Schrodinger equation is a quantum physics partial differential equation used to determine the wave function and energy of atomic and molecular systems. It is a non-relativistic phenomenological equation that is solved to acquire insight into the qualities of a physical system. Calculation of an infinite set of linked integrodifferential equations is required in the general situation [3 ]. He found the electron in 1897, and that led to a model of an atom that had protons and electrons that had different charges. An experiment done by Ernest Rutherford and others in 1911 found that the positive charge in an atom was concentrated in space much smaller than the size of the atom itself. This is what they found. This led to a picture of the atom as a small solar system with a big, positively charged nucleus and a group of electrons that move around it all the time[4].
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Schiff, L.I. : Quantum Mechanics, 3rd ed., McGraw-Hill, New York, 2008
Classical Mechanics : Nrayan Chandra Rana and Pramod Sharadchandra Jog, Tata McGraw Hill Education Private Limited, New Delhi.
Quantum Mechanics : G.S.Chanddha, New Age International (P) Limited Publishers.
Textbook of Quantum Mechanics (Second edition) : PM Mathews and K. Venktesan.
Mathematical methods for Physicists : George B.Arfnen & Hans J. Weber, San Diego California, 92101-4495, USA
York and London.
Quantum Behaviour : Feynman Lectures on Physics-Vol. I.
Encyclopedia of Physics : Rita G. Lerner & George L.Trigg, American Physical Society, New York.
EISBERG, R and RESNICK, R, Quantum Physics of Atoms, molecules, solids, nuclei and particles, 2nd ed., widly, New York, 2005
Concepts in quantum Mechanics : F.A.Kempffer, The University of British Columbia, Vancouver, Cand (2004), p. 252–255.
Morrison, M.A. : Understanding Quantum Physics, Prentice Hall, Englewood Cliffs, NJ, 2000.
Quantum Physics, 2nd Edition : tephen Gaiorowiez, University of Minnesota.
Text Book of Quantum Mechanics : V.K.Thanka Ppan, New Age International (P) Limited Publishers, New Delhi.
Quantum Theory : Dr. Bates Academic Press INC (London) Ltd., 17, Old Queen Street, London, S.W.I.
Concepts in Quantum Mechanics, F.A. Kaempffer, Academic Prerss. New York and London, Vol. 149, 2005
K.H. Michel, M.J. Van LeeUWen: Green,s function approach to electrical conductivity and phonon drag, Physica, Vol.30, issue 2, 2004, P410-428.
Peter F. Meier: Green’s function approach to phonon hydrodynamics in solids, Zeitschrift für Physik B Condensed Matter, February 2009, Volume 8, Issue 4, pp 241–267, ISSN: 0722-3277.
N. Mingo and Liu Yang: Phonon transport in nanowires coated with an amorphous material: An atomistic Green’s function approach, PHYSICAL REVIEW B 68, 245406 , 2003.
George B. Arfken & Hans J. Weber, Sen Diego: Mathematical methods for Physicist, California 92101-4495, USA, 2015.
Quantum Theory, DR. Bates Academic Press New York London Page 169-280, Vol.1, 2006.
Suryasa, I. W., Rodríguez-Gámez, M., & Koldoris, T. (2021). The COVID-19 pandemic. International Journal of Health Sciences, 5(2), vi-ix. https://doi.org/10.53730/ijhs.v5n2.2937
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