Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model

This paper established the temperature differential model of temperature-controlled materials, performed the numerical simulation of the relationship between mechanical properties and temperature of temperature-controlled materials, and discussed the stress-strain relationship of temperature-control...

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Main Authors: Guang Su, Aimin Zhang
Format: Article
Language:English
Published: Elsevier 2021-02-01
Series:Alexandria Engineering Journal
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S1110016820302246
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author Guang Su
Aimin Zhang
author_facet Guang Su
Aimin Zhang
author_sort Guang Su
collection DOAJ
description This paper established the temperature differential model of temperature-controlled materials, performed the numerical simulation of the relationship between mechanical properties and temperature of temperature-controlled materials, and discussed the stress-strain relationship of temperature-controlled materials at different temperatures. The final stimulation experiment showed that temperature-controlled materials have the advantages of large energy storage density, approximately constant temperature and compact structure during phase change. The results of this paper provide a certain reference for the further researches on the numerical simulation of forced bending deformation of temperature-controlled materials based on the differential equation model.
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spelling doaj.art-e044af77a1494fe3be5796af8c60c8cf2022-12-21T18:54:23ZengElsevierAlexandria Engineering Journal1110-01682021-02-016014959Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation modelGuang Su0Aimin Zhang1Department of Material Science and Engineering, Henan Institute of Technology, Xinxiang 453000, China; Henan Engineering Research Center for Modification Technology of Metal Materials, Xinxiang 453003, ChinaDepartment of Material Science and Engineering, Henan Institute of Technology, Xinxiang 453000, China; Corresponding author.This paper established the temperature differential model of temperature-controlled materials, performed the numerical simulation of the relationship between mechanical properties and temperature of temperature-controlled materials, and discussed the stress-strain relationship of temperature-controlled materials at different temperatures. The final stimulation experiment showed that temperature-controlled materials have the advantages of large energy storage density, approximately constant temperature and compact structure during phase change. The results of this paper provide a certain reference for the further researches on the numerical simulation of forced bending deformation of temperature-controlled materials based on the differential equation model.http://www.sciencedirect.com/science/article/pii/S1110016820302246Temperature-controlled materialsDifferential equation modelForced bending deformationNumerical simulation
spellingShingle Guang Su
Aimin Zhang
Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model
Alexandria Engineering Journal
Temperature-controlled materials
Differential equation model
Forced bending deformation
Numerical simulation
title Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model
title_full Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model
title_fullStr Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model
title_full_unstemmed Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model
title_short Numerical simulation of forced bending deformation of temperature-controlled materials based on differential equation model
title_sort numerical simulation of forced bending deformation of temperature controlled materials based on differential equation model
topic Temperature-controlled materials
Differential equation model
Forced bending deformation
Numerical simulation
url http://www.sciencedirect.com/science/article/pii/S1110016820302246
work_keys_str_mv AT guangsu numericalsimulationofforcedbendingdeformationoftemperaturecontrolledmaterialsbasedondifferentialequationmodel
AT aiminzhang numericalsimulationofforcedbendingdeformationoftemperaturecontrolledmaterialsbasedondifferentialequationmodel