Development of software systems for the design of technically complex products

In the article, we propose the algorithm of development of program system which can be applied to designing technically complex products for the mathematical description of which the systems of differential equations with partial derivatives are used. This system allows us to obtain more accurate re...

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Published in:Journal of physics. Conference series Vol. 1902; no. 1; pp. 12122 - 12130
Main Authors: Martyanov, E I, Malygin, E N
Format: Journal Article
Language:English
Published: Bristol IOP Publishing 01.05.2021
Subjects:
ISSN:1742-6588, 1742-6596
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Abstract In the article, we propose the algorithm of development of program system which can be applied to designing technically complex products for the mathematical description of which the systems of differential equations with partial derivatives are used. This system allows us to obtain more accurate results than engineering methods and is relatively easy to use. As an example of implementing the proposed algorithm, we have created a subject-oriented software system designed to solve the problem of determining a two-blade stirrer’s design parameters and operating characteristics.
AbstractList In the article, we propose the algorithm of development of program system which can be applied to designing technically complex products for the mathematical description of which the systems of differential equations with partial derivatives are used. This system allows us to obtain more accurate results than engineering methods and is relatively easy to use. As an example of implementing the proposed algorithm, we have created a subject-oriented software system designed to solve the problem of determining a two-blade stirrer’s design parameters and operating characteristics.
Author Malygin, E N
Martyanov, E I
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References Wallander (JPCS_1902_1_012122bib10) 1978
Martyanov (JPCS_1902_1_012122bib1) 2018
Laszczynski (JPCS_1902_1_012122bib5) 1970
Borovkov (JPCS_1902_1_012122bib2) 2012
Malygin (JPCS_1902_1_012122bib3) 2010
Braginsky (JPCS_1902_1_012122bib4) 1984
Karpushkin (JPCS_1902_1_012122bib6) 2009
Heinemann (JPCS_1902_1_012122bib7) 2017
Martyanov (JPCS_1902_1_012122bib9) 2020
Geuzaine (JPCS_1902_1_012122bib8) 2009
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  ident: JPCS_1902_1_012122bib10
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StartPage 12122
SubjectTerms Algorithms
Design parameters
Differential equations
Mathematical analysis
Physics
Software
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