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Numerical Model and Methods for Magnetic Fluids

This special issue belongs to the section “E4: Mathematical Physics“.

Special Issue Information

Dear Colleagues,

Magnetic Fluids are an area of broad interest in the last decades since these are new materials that open possibilities for use in different areas. Magnetic fluid is a multi-disciplinary topic covering physical and colloidal chemistry, magnetism, hydro- and thermomechanics, physics of fluids, disperses systems, and engineering science. It is essential to know their magnetic and thermal properties and their behavior in case of exposure to external magnetic fields and exposure to different ambient temperatures. For this purpose, various theoretical and numerical models are used along with different numerical methods such as Finite Element Method, Boundary Element Method and also optimization methods, neural networks etc.

We are searching for papers on original approaches based on modern numerical and optimization techniques to make magnetic fluids models as realistic as possible. Experimental support is desirable but not necessary. Also, magnetic fluid models and their applications in engineering, medicine, etc., where the fusion of mathematics (numerical models) and computation (numerical methods) stimulate progress in magnetic fluid research are welcome as well.

Prof. Dr. Marko Jesenik
Prof. Dr. Mladen Trlep
Guest Editors

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Keywords

  • Magnetism 
  • Physical and colloidal chemistry Hydro- and thermomechanics
  • Numerical models
  • Numerical methods
  • Optimization methods
  • Hyperthermia
  • Measurement methods

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Mathematics - ISSN 2227-7390