Publication detail

A Numerical Model of the Spiral Gradient Magnetic Field in Selected Water Samples

FIALA, P. BARTUŠEK, K. BACHOREC, T. DOHNAL, P.

Original Title

A Numerical Model of the Spiral Gradient Magnetic Field in Selected Water Samples

English Title

A Numerical Model of the Spiral Gradient Magnetic Field in Selected Water Samples

Type

conference paper

Language

en

Original Abstract

We discuss a numerical model to enable more accurate analysis of electro-hydro-dynamic (EMHD) processes at the level of atoms. Inserting a relatively homogeneous periodic structure (deionized, degassed, or distilled H2O) in a given magnetic ¯eld will in°uence the atomic basis, molecules, and relevant bonds. In view of this fact, the aim of the research presented herein is to deterministically characterize the behavior of a large periodic system, namely, that of atoms in a water molecule, and to record quantitatively the changes of such bonds in the examined water samples. A simple example is used to demonstrate the properties of the results obtained from an analysis of the generated spiral gradient magnetic field.

English abstract

We discuss a numerical model to enable more accurate analysis of electro-hydro-dynamic (EMHD) processes at the level of atoms. Inserting a relatively homogeneous periodic structure (deionized, degassed, or distilled H2O) in a given magnetic ¯eld will in°uence the atomic basis, molecules, and relevant bonds. In view of this fact, the aim of the research presented herein is to deterministically characterize the behavior of a large periodic system, namely, that of atoms in a water molecule, and to record quantitatively the changes of such bonds in the examined water samples. A simple example is used to demonstrate the properties of the results obtained from an analysis of the generated spiral gradient magnetic field.

Keywords

EMHD, Spiral Gradient Magnetic Field

Released

19.11.2017

Publisher

IEEE

Location

Singapore

ISBN

978-1-5386-1211-8

Book

Progress in Electromagnetics Research Symposium - Fall (PIERS - FALL), 2017

Pages from

961

Pages to

965

Pages count

5

BibTex


@inproceedings{BUT143245,
  author="Pavel {Fiala} and Karel {Bartušek} and Tibor {Bachorec} and Přemysl {Dohnal}",
  title="A Numerical Model of the Spiral Gradient Magnetic Field in Selected Water Samples",
  annote="We discuss a numerical model to enable more accurate analysis of electro-hydro-dynamic (EMHD) processes at the level of atoms. Inserting a relatively homogeneous periodic structure (deionized, degassed, or distilled H2O) in a given magnetic ¯eld will in°uence the atomic basis, molecules, and relevant bonds. In view of this fact, the aim of the research presented herein is to deterministically characterize the behavior of a large periodic system, namely, that of atoms in a water molecule, and to record quantitatively the changes of such bonds in the examined water samples. A simple example is used to demonstrate the properties of the results obtained
from an analysis of the generated spiral gradient magnetic field.",
  address="IEEE",
  booktitle="Progress in Electromagnetics Research Symposium - Fall (PIERS - FALL), 2017",
  chapter="143245",
  doi="10.1109/PIERS-FALL.2017.8293272",
  howpublished="online",
  institution="IEEE",
  year="2017",
  month="november",
  pages="961--965",
  publisher="IEEE",
  type="conference paper"
}