Superelastic stress-strain behavior in ferrogels of different types of magneto-elastic coupling

Abstract

Colloidal magnetic particles embedded in an elastic polymer matrix constitute a smart material called ferrogel. It responds to an applied external magnetic field by changes in elastic properties, which can be exploited for various applications like dampers, vibration absorbers, or actuators. Under appropriate conditions, the stress-strain behavior of a ferrogel can display a fascinating feature: superelasticity, the capability to reversibly deform by a huge amount while barely altering the applied load. In a previous work, using numerical simulations, we investigated this behavior assuming that the magnetic moments carried by the embedded particles can freely reorient to minimize their magnetic interaction energy. Here, we extend the analysis to ferrogels where restoring torques by the surrounding matrix hinder rotations towards a magnetically favored configuration. For example, the particles can be chemically cross-linked into the polymer matrix and the magnetic moments can be fixed to the particle axes. We demonstrate that these systems still feature a superelastic regime. As before, the nonlinear stress-strain behavior can be reversibly tailored during operation by external magnetic fields. Yet, the different coupling of the magnetic moments causes different types of response to external stimuli. For instance, an external magnetic field applied parallel to the stretching axis hardly affects the superelastic regime but stiffens the system beyond it. Other smart materials featuring superelasticity, e.g. metallic shape-memory alloys, have already found widespread applications. Our soft polymer systems offer many additional advantages like a typically higher deformability and enhanced biocompatibility combined with high tunability.

21 pages, 12 figures

References in corpus (4)

• Tuned, driven, and active soft matter
• Structural control of elastic moduli in ferrogels and the importance of non-affine deformations
• Magnetomechanical response of bilayered magnetic elastomers
• Hydrodynamic description of (visco)elastic composite materials and relative strains as a new macroscopic variable

Cited by in corpus (4)

• Magnetostriction in magnetic gels and elastomers as a function of the internal structure and particle distribution
• Membrane penetration and trapping of an active particle
• Displacement field around a rigid sphere in a compressible elastic environment, corresponding higher-order Faxén relations, as well as higher-order displaceability and rotateability matrices
• Classical density functional theory for a two-dimensional isotropic ferrogel model with labeled particles