METHODOLOGY FOR THE DEVELOPMENT OF TECHNICAL THINKING OF STUDENTS OF ACADEMIC LYCEUMS IN THE FIELD OF PHYSICS
28.05.2023
International Scientific Journal "Science and Innovation". Series A. Volume 2 Issue 5
Umirov Habibullo Bakhodirovich
Abstract. In this work, the Zeeman effect. Simple and complex. The electron moves in the atom. Since this motion is not rectilinear, the electron has an angular momentum (in classical physics, the angular momentum of particle relative to some origin is determined by the vector product of its radius vector and momentum, here m - the mass of the particle, v - its velocity, r - the radius vector). This formula is considered inapplicable for microparticles, since the radius and velocity cannot be determined simultaneously (See to the uncertainty relation). The moment of momentum because of the movement in space is called orbital. According to quantum theory, the modulus of the orbital momentum vector are equal, here l - the number of orbital quantum which takes the values 0, 1, 2, ... Thus, the angular momentum of the electron L, like the energy, is quantized, namely, takes discrete values.
Keywords: Zeeman effect, electron, formula, space, quantum theory
References:
1. Jalolova P.M. Methods of atomic physics classes organization based on e-learning technologies // European Journal of Research and Reflection in Educational Sciences (EJRRES). – Great Britain, 2020. – Vol. 8, No.3. – pp. 1547– 1553. (ISSN 2056-5852) (13.00.00 №3).
2. Jalolova P.M. ICT-based teaching of quantum modeling of atomic // American journal of research. – Amerika, 2021. No.2. – pp. 20 – 24. (ISSN 2573-5624)
3. Jalolova P.M. Hydrogen atom: quantum numbers, energy spectrum, orbital impulse momentum and its spatial quantization // Berlin Studies Transnational Journal of Science and Humanities. – Germany, 2021. – Vol. 1, No.2. – pp. 1–4. (13.00.00 №1).
4. Jalolova P.M. Modelling of difficult effects belong to the physics on the basis of ICT International Journal of Advanced Science and Technology Vol. 29 No. 5, (2020), pp. 1547-1554 https://www.scopus.com/
5. Jalolova P.M. Evaluation energy of electrons in centersd(-) in Si and Ge with variational monte carlo method. Anisotropy Of the mass International Journal of Advanced Science and Technology Vol. 28 No. 15, (2019), pp. 525-532 https://www.scopus.com/
6. Jalolova P.M. Theoretical- methodological aspects of quantum physics section in the credit module system. Solid State Technology Volume: 63 Issue: 6 Publication . С.152-158 Year: 2020
7. Jalolova P.M. Calculation And Modeling Energy Levels In The Atom On The Basis Of Information Technology.
8. Jalolova P.M. Quantum mechanical models of the spectrum and orbital of the H atom. Eastern European Scientific Journal. 3-2018. -Germany, – №3. –P.430-434
9. Jalolova P.M. Quantum mechanical structure of hydrogen atom. International Conference «Science, research, development» // Berlin, 2018. –P.242-247.
10. Jalolova P.M. Аpplication of ACT in the teaching of atomic physics. Modern views and reseach . International sceintific and practical Confrence. Yanuar-Februar.2021, England С.33-35
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