Mathematical model of composite fibre-glass aramide-wired cord rheological properties

Mikhail Pavlov, Sergey V. Ponomarev, Nikolay Maritsky, Sergey A. Ponomarev

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Abstract

This paper describes the rheological properties of composite fibre-glass aramide-wired cords which, in its turn, are applied in large-sized structures for space systems. Based on experimental data a new mathematical model describing creeping and relaxation of composite cords is proposed. This model defines the operation time of the composite cords to be 15 years.

Original languageEnglish
Title of host publicationProspects of Fundamental Sciences Development, PFSD-2016: Proceedings of the XIII International Conference of Students and Young Scientists
Subtitle of host publicationProceedings of the XIII International Conference of Students and Young Scientists
PublisherAmerican Institute of Physics Inc.
Volume1772
ISBN (Electronic)9780735414303
DOIs
Publication statusPublished - 13 Oct 2016
Event13th International Conference of Students and Young Scientists on Prospects of Fundamental Sciences Development, PFSD 2016 - Tomsk, Russian Federation
Duration: 26 Apr 201629 Apr 2016

Conference

Conference13th International Conference of Students and Young Scientists on Prospects of Fundamental Sciences Development, PFSD 2016
CountryRussian Federation
CityTomsk
Period26.4.1629.4.16

Fingerprint

fiber composites
glass fibers
mathematical models
composite materials

ASJC Scopus subject areas

  • Physics and Astronomy(all)

Cite this

Pavlov, M., Ponomarev, S. V., Maritsky, N., & Ponomarev, S. A. (2016). Mathematical model of composite fibre-glass aramide-wired cord rheological properties. In Prospects of Fundamental Sciences Development, PFSD-2016: Proceedings of the XIII International Conference of Students and Young Scientists: Proceedings of the XIII International Conference of Students and Young Scientists (Vol. 1772). [060002] American Institute of Physics Inc.. https://doi.org/10.1063/1.4964582

Mathematical model of composite fibre-glass aramide-wired cord rheological properties. / Pavlov, Mikhail; Ponomarev, Sergey V.; Maritsky, Nikolay; Ponomarev, Sergey A.

Prospects of Fundamental Sciences Development, PFSD-2016: Proceedings of the XIII International Conference of Students and Young Scientists: Proceedings of the XIII International Conference of Students and Young Scientists. Vol. 1772 American Institute of Physics Inc., 2016. 060002.

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Pavlov, M, Ponomarev, SV, Maritsky, N & Ponomarev, SA 2016, Mathematical model of composite fibre-glass aramide-wired cord rheological properties. in Prospects of Fundamental Sciences Development, PFSD-2016: Proceedings of the XIII International Conference of Students and Young Scientists: Proceedings of the XIII International Conference of Students and Young Scientists. vol. 1772, 060002, American Institute of Physics Inc., 13th International Conference of Students and Young Scientists on Prospects of Fundamental Sciences Development, PFSD 2016, Tomsk, Russian Federation, 26.4.16. https://doi.org/10.1063/1.4964582
Pavlov M, Ponomarev SV, Maritsky N, Ponomarev SA. Mathematical model of composite fibre-glass aramide-wired cord rheological properties. In Prospects of Fundamental Sciences Development, PFSD-2016: Proceedings of the XIII International Conference of Students and Young Scientists: Proceedings of the XIII International Conference of Students and Young Scientists. Vol. 1772. American Institute of Physics Inc. 2016. 060002 https://doi.org/10.1063/1.4964582
Pavlov, Mikhail ; Ponomarev, Sergey V. ; Maritsky, Nikolay ; Ponomarev, Sergey A. / Mathematical model of composite fibre-glass aramide-wired cord rheological properties. Prospects of Fundamental Sciences Development, PFSD-2016: Proceedings of the XIII International Conference of Students and Young Scientists: Proceedings of the XIII International Conference of Students and Young Scientists. Vol. 1772 American Institute of Physics Inc., 2016.
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