Calculation and Visualization of the Field  of a Coaxial Cable Carrying a Steady Current

Kabylbekov, K.A.; Abdrakhmanova, Kh.K.; Saidakhmetov, P. A.; Kedelbaev, B; Abdraimov, R. T.; Ualikhanova, Bayan Saparbekovna

doi:10.32014/2018.2518-170x.35

Cited by 2 publications

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“…Students of the specialties 5B060400 and 5B011000-physics are successfully mastering the discipline "Computer modeling of physical phenomena" which is the logical continuation of the disciplines "Information technologies in teaching physics" and "Use of electronic textbooks in teaching physics". The aim of this discipline is to study and learn the program language of the MATLAB [33] system, to help the students get acquainted with its huge opportunities during the modeling and visualization of physical processes. So, the article is devoted to the methodology of organizing the given laboratory works "Calculation and visualization of an electric field of a point charge", "Calculation and visualization of an electric field of a system of two oppositely charged threads", "Calculation and visualization of a magnetic field of a thin and long current-carrying conductor" and "Calculation and visualization of a magnetic field of a cylindrical current-carrying conductor" in the MATLAB language.…”

Section: Introductionmentioning

confidence: 99%

A Laboratory on Visualization of Electrostatic and Magnetic Fields

Kabylbekov¹,

Abdrakhmanova²,

Omashova³

et al. 2018

ACTA POLYTECH HUNG

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This article presents calculations and visualization of an electric field of a point charge (equipotential lines) and systems of oppositely charged threads, of magnetic field lines of a thin long and straight current-carrying conductor, magnetic field lines inside a cylindrical conductor with evenly distributed current made using the MATLAB language. Calculations of an electric field and potential of a point charge as a function of a distance are provided as well as a potential of a system of oppositely charged threads, magnetic induction of a thin, long current-carrying conductor as a function of a distance and magnetic induction inside the cylindrical conductor are performed. The graphs of these dependencies are drawn.

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Section: Introductionmentioning

confidence: 99%

A Laboratory on Visualization of Electrostatic and Magnetic Fields

Kabylbekov¹,

Abdrakhmanova²,

Omashova³

et al. 2018

ACTA POLYTECH HUNG

View full text Add to dashboard Cite

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Solving Mineralogy Problems With the Help of the “Origin" Package

et al. 2020

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Algorithms for solving typical mineralogical problems associated with quantitative x-ray spectral analysis and quantitative x-ray phase analysis using the program “Origin” are developed. The calculation of the areas and midpoint of spectral lines using the tabular processor of the program “Origin” is considered. Various approaches to determining the parameters of spectral lines using the least squares method using the standard functions of the program “Origin” were tested. The creation of a user function for approximation of diffraction maxima by the Cauchy function taking into account the doublet character of Ka series of x-rays is also considered. Various built-in algorithms for smoothing functions (based on averaging, polynomial approximation and Fourier analysis – synthesis) were tested to find weak diffraction maxima against strong noise; optimal schemes for the application of these algorithms were found. The considered algorithms can be applied in universities when processing the results of laboratory works on the topics "Analysis of spectra of emission of atoms", "Quantitative x-ray spectral analysis" and "Quantitative x-ray phase analysis".

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Calculation and Visualization of the Field of a Coaxial Cable Carrying a Steady Current

Cited by 2 publications

References 0 publications

A Laboratory on Visualization of Electrostatic and Magnetic Fields

A Laboratory on Visualization of Electrostatic and Magnetic Fields

Solving Mineralogy Problems With the Help of the “Origin" Package

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