Open AccessThe mathematical model of the system-oriented measuring instrument
Author(s) -
О. Н. Величко,
Олег Грабовський
Publication year - 2021
Publication title -
ukraïnsʹkij metrologìčnij žurnal
Language(s) - English
Resource type - Journals
eISSN - 2522-1345
pISSN - 2306-7039
DOI - 10.24027/2306-7039.2.2021.236057
Subject(s) - computer science , quality (philosophy) , software , interpretation (philosophy) , mathematical model , function (biology) , industrial engineering , engineering , mathematics , philosophy , statistics , epistemology , evolutionary biology , biology , programming language
Modern measuring instruments (MIs) are designed to obtain complete and reliable measuring information. To perform this important function, MIs must be of appropriate quality and must be reliably assessed. Using mathematical models simulate the operation of technical systems in order to decide on the optimization of its characteristics. As a result of the analysis of the model, the specific features of the studied processes and certain quantitative regularities are established. This allows to predict the processes in the system over time and determine their quantitative characteristics.
The article presents the results of mathematical modeling of system-oriented measuring instruments as a system and its software as a subsystem using the apparatus of general systems theory. Such models with its graphical interpretation allow obtaining the necessary and useful information about the properties of the MIs as a technical system. The performed modeling makes it possible to describe the functioning of the MIs and to obtain a certain assessment of quality indicators.