EMG FIELD ANALYSIS IN DYNAMIC MICROSCOPIC/NANOSCOPIC MODELS OF MATTER

Author:

Fiala Pavel1,Bartušek Karel2,Dědková Jarmila3,Dohnal Premysl3

Affiliation:

1. SIX Research Center Department of Theoretical and Experimental Electrical Engineering

2. Institute of Scientific Instruments of the ASCR v.v.i.

3. Brno University of Technology Faculty of Electrical Engineering and Communication, Department of Theoretical and Experimental Electrical Engineering

Abstract

We discuss a numerical model (macro/micro/nanoscopic) to enable more accurate analysis of electro-hydro-dynamic (EMHD) processes in water at the level of atoms. Dedicated experiments have shown that inserting a relatively homogeneous periodic structure (deionized, degassed, or distilled H2O) in a magnetic field will influence the atomic basis, molecules, and relevant bonds. In this context, the present paper focuses on the designing, analysis, and evaluation of the behavior of an extensive system that represents H2O from the microscopic perspective, and it also outlines the properties and changes of the bonds in the examined water samples. Complementarily, a simple example is used to define the results obtained from analyses of the generated spiral static gradient magnetic and non-stationary gradient electromagnetic fields from the frequency range of f = 1 GHz to 10 GHz.

Publisher

Politechnika Lubelska

Subject

General Earth and Planetary Sciences,General Engineering,General Environmental Science

Reference40 articles.

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3. Bartušek K., Fiala P., Mikulka J.: Numerical Modeling of Magnetic Field Deformation as Related to Susceptibility Measured with an MR System. Radioengineering 17(4)/2008, 113–118.

4. Bartušek K., Gescheidtová E., Mikulka J.: Data Processing in Studying Biological Tissues, Using MR Imaging Techniques. 33 th International Conference on Telecommunications and Signal Processing. Budapešť: Asszisztenda Szervezo, 2010, 171–175.

5. Bartušek K., Marcoň P., Fiala P., Máca J., Dohnal P.: The Effect of a Spiral Gradient Magnetic Field on the Ionic Conductivity of Water. Water 9(9)/2017, 1–8.

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