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  Physically-based anisotropic constitutive models for magneto-sensitive and electro-active polymers (RDF17/MCE/HOSSAIN)


   Faculty of Engineering and Environment

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  Dr M Hossain  No more applications being accepted  Competition Funded PhD Project (Students Worldwide)

About the Project

Magneto-active polymers (MAPs) are smart materials in which the mechanical and the magnetic properties are coupled with each other. MAPs can be used as variable stiffness actuators and dampers, which have several potential engineering applications. These smart materials have received considerable attention in automotive and in electronics industries in recent times. Typically, these elastomers are composed of a rubber matrix filled with magnetisable iron particles. The magnetisable particles are usually between 1 and 5 micrometres in diameter and kept between 0 and 30% by volume of the entire mixture. The application of an external magnetic field causes the magnetisation of iron particles and the resulting particle-particle and particle-matrix interactions lead to phenomena such as magnetostriction and a change in the overall material stiffness.

Iron-filled magnetorheological polymers, when cured in the presence of a magnetic field, result in having a transversely isotropic structure with iron particles forming chains along the direction of applied magnetic induction. It has been observed through electron micrographs and X-ray tomography that the iron particles arrange themselves into chain-like structures that lend an overall anisotropy to the material. These chains are not always perfect in structure, and may have dispersion due to the conditions present during manufacturing or some undesirable material properties.

In this PhD, we will develop physically-based micro-mechanically-motivated constitutive models that will incorporate the response of magneto-active materials to couple magneto-mechanical loading using a probability based structure tensor. This will be an extension of our previous works (Saxena, Hossain, Steinmann; Mehnert, Hossain, Steinmann) that only take into account the phenomenological-approach and transverse isotropy.

Eligibility and How to Apply
Please note eligibility requirement:
• Academic excellence of the proposed student i.e. 2:1 (or equivalent GPA from non-UK universities [preference for 1st class honours]); or a Masters (preference for Merit or above); or APEL evidence of substantial practitioner achievement.
• Appropriate IELTS score, if required (evidence required by 1 August 2017).

For further details of how to apply, entry requirements and the application form, see
https://www.northumbria.ac.uk/research/postgraduate-research-degrees/how-to-apply/

Please ensure you quote the advert reference above on your application form.
Deadline for applications: 20 January 2017
Start Date: 2 October 2017

Northumbria University is an equal opportunities provider and in welcoming applications for studentships from all sectors of the community we strongly encourage applications from women and under-represented groups.

Funding Notes

This project is being considered for funding in competition with other projects, through one of two types of funding packages available:
• Fully funded studentships include a full stipend, paid for three years at RCUK rates for 2017/18 (this is yet to be set, in 2016/17 this is £14,296 pa) and fees (Home/EU £4,350 / International £13,000 / International Lab-based £16,000), and are available to applicants worldwide.
• As Northumbria celebrates its 25th anniversary as a University and in line with our international outlook, some projects may also be offered to students from outside of the EU supported by a half-fee reduction.

References

Mehnert M, Hossain M, Steinmann P (2016). On nonlinear thermo-electro-elasticity. Proceedings of the Royal Society A, 472 (2190), 20160170

Hossain M, Steinmann P (2015). Continuum physics of materials with time dependent properties: Reviewing the case of polymer curing. Advances in Applied Mechanics, 48: 141-259

Shariff MHBM, Bustamante R, Hossain M, Steinmann P (2015). A novel spectral formulation for transversely isotropic magneto-elasticity. Mathematics and Mechanics of Solids}, DOI: 10.1177/1081286515618999

Hossain M, Chatzigeorgiou G, Meraghni F, Steinmann P (2015). A multi-scale approach to model the curing process in magneto-sensitive polymeric materials. International Journal of Solids and Structures, 69-70:34-44

Hossain M, Saxena P, Steinmann P (2015). Modelling the curing process in magneto-sensitive polymers: Rate-dependence and shrinkage. International Journal of Non-Linear Mechanics, 74:108-121

Hossain M, Saxena P, Steinmann P (2015). Modelling the mechanical aspects of the curing process in magneto-sensitive elastomeric materials. International Journal of Solids and Structures, 58: 257-269

Hossain M, Vu D K, Steinmann P (2015). A comprehensive characterization of the electro-mechanically coupled properties of VHB 4910 polymer. Archive of Applied Mechanics, 85(4):523-537

Saxena P, Hossain M, Steinmann P (2014). Nonlinear magneto-viscoelasticity of transversally isotropic magneto-active polymers. Proceedings of the Royal Society A, 470, 2166, 2014

Saxena P, Hossain M, Steinmann P (2013). A theory of finite deformation magneto-viscoelasticity, International Journal of Solids and Structures 50 (24):3886-3897

Where will I study?