STATIONARY STATES OF TWO-SYSTEM ENERGY IN THE LATTIC

Authors

  • Bo’ronov Fazliddin Xolmurodovich Samarkand State University Faculty of Mathematics Department of Probability Theory and Applied Mathematics Master

Keywords:

quantum, energy, fields, mechanics, particles, properties, formulas, characteristics

Abstract

In strong state physical science, it is essential to comprehend the way of
behaving of energy levels inside glasslike grids. While displaying the collaborations between
nuclear or sub-atomic frameworks inside an intermittent construction, the idea of fixed states
gives significant understanding. This article will look at the hypothetical underpinnings of
fixed states for a two-framework energy model implanted in a cross section. In particular, it
will frame the numerical system, break down key properties, and talk about suggestions for
trial perception and future exploration headings.

References

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Eisberg, R. Resnick, John Wiley & Sons, 1985, ISBN 978-0-471-87373-0

Physical chemistry, P. W. Atkins, Oxford University Press, 1978, ISBN 0-19-855148-

Löwdin, Per-Olov (1955). "Quantum theory of many-particle systems. I. Physical

interpretations by means of density matrices, natural spin-orbitals, and convergence

problems in the method of configurational interaction". Physical Review. 97 (6): 1474–

E. Schrödinger, (1926) Quantization asan eigenvalue problem, 1st part, (in German),

An. d. Physik, 361-376. [The first of the 1926 four-paper series of Schroedinger in

which wave mechanics is introduced].

G.F. Arfken and H.J. Weber, (2005) Mathematical methods for physicists, 6th edition,

Elsevier Academic Press, Section 9.3.

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Published

2024-01-27

How to Cite

Bo’ronov Fazliddin Xolmurodovich. (2024). STATIONARY STATES OF TWO-SYSTEM ENERGY IN THE LATTIC. SAMARALI TA’LIM VA BARQAROR INNOVATSIYALAR JURNALI, 2(1), 449–456. Retrieved from https://innovativepublication.uz/index.php/jelsi/article/view/353