Optimal Mathematical Model of Deformation: Operational Processes in Polymer Textile Materials for Technical Purposes

Optimal Mathematical Model of Deformation: Operational Processes in Polymer Textile Materials for Technical Purposes

The optimization of mathematical modeling of deformation-operational processes in polymer textile materials developed for technical purposes is considered. As a criterion for the optimality of mathematical modeling, the minimization of the deviation of the integral convolution value used in defining...

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Veröffentlicht in:Fibre chemistry 2020-11, Vol.52 (4), p.313-316
Hauptverfasser: Busygin, K. N., Makarov, A. G., Pereborova, N. V., Kiselev, S. V.
Format: Artikel
Sprache:eng
Schlagworte:
Chemistry
Chemistry and Materials Science
Convolution
Creep (materials)
Deformation
Fabric analysis
Mathematical analysis
Mathematical models
Optimization
Organic Chemistry
Polymer industry
Polymer Sciences
Polymers
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Zusammenfassung:The optimization of mathematical modeling of deformation-operational processes in polymer textile materials developed for technical purposes is considered. As a criterion for the optimality of mathematical modeling, the minimization of the deviation of the integral convolution value used in defining equations of nonlinear hereditary relaxation and nonlinear hereditary creep from a unit value is adopted.
ISSN:0015-0541
1573-8493
DOI:10.1007/s10692-021-10204-2