Meso‐scale thermo‐magneto‐mechanical constitutive model for magneto‐active elastomers
Abstract: Magneto‐active elastomers (MAE) are one of many emerging smart materials. They have applications in mechanical, civil and biomedical engineering as actuators, such as grippers, and dampers, such as tunable vibration absorbers. MAE consist of a soft polymeric matrix filled with micron‐sized magnetizable particles. Set in a magnetic field, the particles displace, stiffening the entire composite by up to three orders of magnitude. The literature contains myriad purely magneto‐mechanical models for MAE. This contribution introduces a thermal component to enable prediction of heat generation in the composite due to oscillatory, visco‐elastic mechanical deformations. This model, formulated for three‐dimensional finite deformations, is capable of accurately modeling the behavior of incompressible materials through a Q1P0 finite element framework. Numerical simulations qualitatively show the capabilities of this model to describe the fully‐coupled thermo‐magneto‐mechanical response of MAE.
- Standort
-
Deutsche Nationalbibliothek Frankfurt am Main
- Umfang
-
Online-Ressource
- Sprache
-
Englisch
- Erschienen in
-
Meso‐scale thermo‐magneto‐mechanical constitutive model for magneto‐active elastomers ; day:17 ; month:09 ; year:2023 ; extent:8
Proceedings in applied mathematics and mechanics ; (17.09.2023) (gesamt 8)
- Urheber
-
Klausler, Will
Kaliske, Michael
- DOI
-
10.1002/pamm.202300291
- URN
-
urn:nbn:de:101:1-2023091815155128057814
- Rechteinformation
-
Open Access; Der Zugriff auf das Objekt ist unbeschränkt möglich.
- Letzte Aktualisierung
-
14.08.2025, 10:53 MESZ
Datenpartner
Dieses Objekt wird bereitgestellt von:
Deutsche Nationalbibliothek. Bei Fragen zum Objekt wenden Sie sich bitte an den Datenpartner.
Deutsche Nationalbibliothek. Bei Fragen zum Objekt wenden Sie sich bitte an den Datenpartner.
Beteiligte
- Klausler, Will
- Kaliske, Michael
Ähnliche Objekte (12)
Reinforced elastomers: fracture mechanics, statistical physics and numerical simulations
Zur Theorie und Numerik von Strukturen aus Faserverbundmaterial : Schwingungen von Bauteilen aus faserverstärktem Kunststoff und verstärktem Elastomermaterial
Zur Theorie und Numerik von Polymerstrukturen unter statischen und dynamischen Einwirkungen
Modeling the Response of NiTi Endodontic Files Subjected to Cyclic Non‐proportional Loading
Numerical Simulation of Thermo‐electro‐elastic Interactions in Electro‐active Polymers
On different classes of constitutive descriptions in finite electro‐mechanics: Computational modelling of isotropic and anisotropic electro‐active materials
Fatigue Phase‐field Modeling for Elastomeric Materials
A path‐independent domain integral to characterize fatigue crack propagation by cyclic material forces
Phase‐field Fracture Based on Representative Crack Elements (RCE): Inelastic Materials, Friction, Finite Deformations, Multi‐physics
The origin of the energy split in phase‐field fracture and eigenfracture
Phase‐field Fracture with Representative Crack Elements for Non‐linear Material Behaviour
Rate‐dependent fracture simulation of viscoelastic material by the phase‐field method
Reinforced elastomers: fracture mechanics, statistical physics and numerical simulations
Zur Theorie und Numerik von Strukturen aus Faserverbundmaterial : Schwingungen von Bauteilen aus faserverstärktem Kunststoff und verstärktem Elastomermaterial
Zur Theorie und Numerik von Polymerstrukturen unter statischen und dynamischen Einwirkungen
Modeling the Response of NiTi Endodontic Files Subjected to Cyclic Non‐proportional Loading
Numerical Simulation of Thermo‐electro‐elastic Interactions in Electro‐active Polymers
On different classes of constitutive descriptions in finite electro‐mechanics: Computational modelling of isotropic and anisotropic electro‐active materials
Fatigue Phase‐field Modeling for Elastomeric Materials
A path‐independent domain integral to characterize fatigue crack propagation by cyclic material forces
Phase‐field Fracture Based on Representative Crack Elements (RCE): Inelastic Materials, Friction, Finite Deformations, Multi‐physics
The origin of the energy split in phase‐field fracture and eigenfracture
Phase‐field Fracture with Representative Crack Elements for Non‐linear Material Behaviour
Rate‐dependent fracture simulation of viscoelastic material by the phase‐field method
Reinforced elastomers: fracture mechanics, statistical physics and numerical simulations
Zur Theorie und Numerik von Strukturen aus Faserverbundmaterial : Schwingungen von Bauteilen aus faserverstärktem Kunststoff und verstärktem Elastomermaterial
Zur Theorie und Numerik von Polymerstrukturen unter statischen und dynamischen Einwirkungen
Modeling the Response of NiTi Endodontic Files Subjected to Cyclic Non‐proportional Loading
Numerical Simulation of Thermo‐electro‐elastic Interactions in Electro‐active Polymers
On different classes of constitutive descriptions in finite electro‐mechanics: Computational modelling of isotropic and anisotropic electro‐active materials
Fatigue Phase‐field Modeling for Elastomeric Materials
A path‐independent domain integral to characterize fatigue crack propagation by cyclic material forces
Phase‐field Fracture Based on Representative Crack Elements (RCE): Inelastic Materials, Friction, Finite Deformations, Multi‐physics
The origin of the energy split in phase‐field fracture and eigenfracture
Phase‐field Fracture with Representative Crack Elements for Non‐linear Material Behaviour