METHOD OF SOLUTION EQUATION SYSTEM WITHIN THE VARIANT OF MATHEMATICAL THEORY OF NON-THIN SHALLOW SHELLS

Abstract

In this paper, method is offered enabling reduction of resolving system of heterogeneous partial-derivative differential equations of the sixteenth order within the variant of mathematical theory of non-thin shallow shells to the differential equations of the second and fourth orders. A method is used of geometrical parameters perturbation and symbolical method.

Authors and Affiliations

Anatoliy Zelensky

Keywords

Related Articles

RISK RESEARCH AND INSURANCE HOTEL AND RESTAURANT BUSINESS AND MANAGEMENT

Study theoretical aspects of indentifying entrepreneurial risk, analyzed the main risks of hotel and restaurant enterprises.

POWER BI IN GIS ANALYSIS OF NATURAL DISASTERS IN THE TERRITORY OF AZERBAIJAN

The goal is to review the possibilities of Microsoft Power BI in data analysis and its adopting in GIS analysis and dashboard generation. Listeda number of methods to organize natural hazards data (here, earth quakes) on...

PROBLEMS OF RATIFICATION OF THE ROME STATUTE IN UKRAINE

The article is devoted to the causes of procrastination that arose on the way to ratification of the Rome Statute. In particular, the conclusion of the Constitutional Court of Ukraine regarding the inconsistency of the R...

THE GENERATION OF A COMIC–CULTURE: ADVANTAGES, FUNCTIONS, VALUES

The article examines the specific of graphic literature, its importance for culture, identifies the advantages of the form of comics, justifies the need of creation of a comic culture in Ukraine.

MEMORY MANAGEMENT IN IOS APPLICATIONS

Were investigated main features of memory management in iOS applications using Swift.

Download PDF file
  • EP ID EP236423
  • DOI -
  • Views 61
  • Downloads 0

How To Cite

Anatoliy Zelensky (2016). METHOD OF SOLUTION EQUATION SYSTEM WITHIN THE VARIANT OF MATHEMATICAL THEORY OF NON-THIN SHALLOW SHELLS. Международный научный журнал "Интернаука", 1(7), 137-142. https://europub.co.uk/articles/-A-236423