Solving the problem of finding the wave function that describes the state of a linear quantum harmonic oscillator presents significant mathematical difficulties. The author has developed a computer program for calculating Chebyshev–Hermite polynomials, which are the solution of the Schrodinger equation for a quantum oscillator. The program allows you to graphically represent the wave function and the probability density distribution.
| Mualliflar | Мухтаров Эркин Кобилжонович |
|---|---|
| Jurnal | Таълим ва инновацион тадқиқотлар |
| Nashr sanasi | 2024-05-24 |
| Son | 6 |
| Betlar | 248-250 |
| Til | Rus |
уравнение Шрёдингера, компьютерное моделирование, линейный квантовой гармонический осциллятор, волновая функция, плотность вероятности., Shredinger tenglamasi, kompyuter simulyatsiyasi, chiziqli kvant garmonik ossillyator, to‘lqin funksiyasi, ehtimollik zichligi., Schrodinger equation, computer simulation, quantum harmonic oscillator, wave function, probability density.
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