INTERNATIONAL PATENT OF SIMONENKO Z

     МЕЖДУНАРОДНЫЙ  ИНСТИТУТ

ИНТЕЛЛЕКТУАЛЬНОЙ СОБСТВЕННОСТИ

                             Международный  Университет Фундаментального  Обучения

Международный Парламент Безопасности и Мира

 

INTERNATIONAL PATENT

МЕЖДУНАРОДНЫЙ  ПАТЕНТ

                                  НА ОТКРЫТИЕ №             / 01.001, 01.013

 СУЩНОСТЬ ЯВЛЕНИЯ НАНОПРОЦЕССА МАССОПЕРЕНОСА

НА  ГРАНИЦЕ РАЗДЕЛА  СПЛОШНЫХ СРЕД

 

                 Патентообладатель и автор: Симоненко Зинаида Григорьевна (RU)

Гранд-Доктор Философии в области физики и математики

Полный Профессор Оксфорда

 

Заявка №          093 / 01.001,01.013

Приоритет открытия 30 ноября 2011года

Зарегистрирован в  Международном Институте  Интеллектуальной

Собственности (МИИС)  при МУФО  и Международном

Парламенте  Безопасности и Мира

29 ноября 2015 года

 

Срок действия патента истекает  31 декабря 2035года

Директор МИИС   _________________

Секретарь    ______________________

 

Registration  №

INTERNATIONAL PATENT

 

     INTERNATIONAL  INSTITUTE

 OF INTELLECTUAL PROPERTY

 

International University of Fundamental Studies

International Parliament for Safety and Peace

 

          МЕЖДУНАРОДНЫЙ  ИНСТИТУТ

ИНТЕЛЛЕКТУАЛЬНОЙ СОБСТВЕННОСТИ

                     Международный  Университет Фундаментального  Обучения

                                 Международный Парламент Безопасности и Мира

 

         INTERNATIONAL  INSTITUTE

      OF INTELLECTUAL PROPERTY

International University of Fundamental Studies

International Parliament for Safety and Peace

INTERNATIONAL  INSTITUTE

 OF INTELLECTUAL PROPERTY

International University of Fundamental Studies

International Parliament for Safety and Peace

 

INTERNATIONAL PATENT

FOR INVENTION №                 / 01 .001, 01.013       

SUMMARY  OF MASS TRANSFER NANOPROCESSES

ON THE BOUNDARY OF CONTINUOUS MEDIA

PATENT

                Patenter and :Author: Prof. Simonenko  Zinaida  Grigorjevna  (RU)

Grand-Doctor  of  Philosophy  in Physics and  Mathematics

Full Professor of  Oxford

 

Application №                 / 01 .001, 01.013

Invention  Priority on  30 November, 2011

Registered at the    International Institute of Intellectual Property under IUFS

and the   International Parliament for Safety and Peace

29 November  2015

 

Validity of the    International    Patent  expires  on  31 December 2015

 

Director IIIP   _________________

Secretary ______________________

 

Registration  №

 

Author of the discovery: Prof. Simonenko Zinaida Grigorjevna(RU), Grand-Doctor  of  Philosophy  in Physics and  Mathematics, Full Professor of  Oxford

              Date and place of birth: May  4, 1950, г. Sochi

From 1968 to 1974 she studied at the Leningrad Institute of Precision Mechanics and Optics.From 1980 to 1983 she studied in SZPI graduate with a degree in “Physical Chemistry”.The ITMO received her PhD in 2000 on the topic “Methods and instruments for the study of the mass transfer of water systems with an interface.” In the period from 2003 to 2005.she studied at the St. Petersburg ITMO doctorate. . Defended in 2014 at IHAC IUFS thesis on “Methodology of physical and mathematical modeling nanoprocesses mass transfer of continuous media” on competition Grand Doctor of Philosophy in Physics and Mathematics. For outstanding contribution to science in 2015 ZG Symonenko was awarded the rank of full professor at Oxford from Oxford Educational Network (OEN). She was also awarded a gold medal from the International  Parliament  for Safety and Peace (IPSP) and a personal certificate in the nomination «BEST WORLD SCIENTIS OF THE YEAR-2015» from (MUFO OEN)

 

  INTERNATIONAL PATENT FOR INVENTION  №     01.001,01.013  SUMMARY  OF MASS

TRANSFER   NANOPROCESSES ON THE BOUNDARY OF CONTINUOUS MEDIA

 

  1. Introduction

 

The phenomenon of nontranslational mass transfer (known as diffusion) is linked with a wide range of theoretical and applied physics problems. These particular phenomena play a major role in physics of liquids, theory of solutions, and molecular biophysics. The study of rates of the mass transfer processes is of great interest for the practices of process design (e.g. the coolant in a reactor).

However, there had existed no methods or devices that would allow one to obtain the results in the form of the coefficient of diffusion, which is the main physicochemical parameter of a continuous medium.

Due to this, there was no means to describe the process itself mathematically, and the only existing approach, that of Obreimov (1830’s), did not provide a means of obtaining a rigorous mathematical description of the essence of behavior of the process of diffusion.

However, the gradient approach proposed by the author has provided a way to mathematically describe this process, which is analogous to the process of transferring ions through a cellular membrane divider. The experimental results received from this are of substantial novelty, and the project is a pilot one

 

  1. Priority information

Priority of discovery: 30 November 2011

The key findings of the research have been approbated at the international congresses:

III World Scientific Congress, Saint Petersburg, Russian Federation, 09/29/2011-09/30/2011

IV World Scientific Congress, Saint Petersburg, Russian Federation, 11/22/2012-11/23/2012

VI World Scientific Congress, Saint Petersburg, Russian Federation, 11/11/2014-11/12/2014

VII World Scientific Congress, Saint Petersburg, Russian Federation, 11/26/2015-11/27/2015

 

3.The sammary of invention

The resulting discovery relies on the systemic approach to the specified problem, which is based on theoretical and experimental methods of research.

Theoretical methods include the systems analysis methods, theory of solution construction, methods of physical chemistry, theory of inventive problem solving and patent research, laser methods of nondestructive testing, methods of polarization interferometry and ellipsometry, theory of digital signal processing (DSP), theory of experiment, theoretical bases of metrology of instrument engineering, the mathematical apparatus of linear algebra which includes the differential and integral calculus, basic numerical methods, Lamé transformations, the Riemannian equation, theory and methods of CAD including the method of modular design, theory of document science, programming theory, computer and simulation modeling, as well as the basics of information technology.

In the course of theoretical research there has been described a total of four simulated models of the implementation of the nano-process of mass transfer in the interface between two mediums; four equations of mathematical optics for these models have also been derived.

Experimental research has been conducted with the use of the method proposed by the author, as well as a laser ellipsometer for determining the parameters of the specified nanoprocess, also implemented by the author based on a developmental prototype.

The combination of methods of polarization interferometry and null ellipsometry provides a high accuracy of the conducted measurements, due to which the high-accuracy measurements conducted by the author, superior to the existing approaches by over tens of times, have been able to show that the parameter of mass transfer is in fact a nano-parameter which describes the distinguishing characteristics of the physicochemical process of diffusion.

Observing the graphs of the velocity changes of the studied process and the measured parameter, it is possible to conduct continuous and discrete control of the rate of the process of mass transfer in a binary medium. From the nature of the observed graph one can evaluate the rate of the process, the level of destructuring of the continuous binary medium and the general picture of the phenomenology of nontranslational mass transfer of the components of liquid binary systems with a boundary line in real time. Moreover, with the use of the proposed approach it became possible to understand the nature of the physicaland  chemistry of solutions of weak concentration, and in doing so, to substantiate the homeopathy of moderate and high dilution solutions.

The validity and authenticity of the scientific propositions, conclusions and recommendations are substantiated and are ensured by the rigidity of the description of the problem and the accuracy of the mathematical justification of the conducted research, as well as the systemic approach to the solution of the given problems, metrological substantiation and the correspondence of the results of the natural and computational experiments, as well as the approbation of the obtained data at scientific and technical conferences, symposiums and world congresses.

 

Director IIIP__________________

 

 

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