Precise computation of the induced fields inside biological cell tissue using floquet boundary and subgridding quasi-static FDTD method

This paper demonstrates the detailed electromagnetic modelling of biological cell structures by using modified subgridding FDTD techniques. This is done by incorporating a quasi-static FDTD solution, Floquet periodic boundary conditions and modified PML boundary conditions to achieve microdosimetric...

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Bibliographic Details
Main Authors: Ramli, K.N., Abd-Alhameed, R.A., See, C.H., Zhou, D., Elkhazmi, E.A., Excell, P.S.
Format: Conference Proceeding
Language:English
Subjects:
Biological cells
Biological system modeling
Biological tissues
Biology computing
Biomembranes
Boundary conditions
Electromagnetic modeling
Finite difference methods
Finite Difference Time Domain (FDTD)
Floquet periodic boundary conditions
Quasi-Static method
Stability
Subgridding
Time domain analysis
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Summary:This paper demonstrates the detailed electromagnetic modelling of biological cell structures by using modified subgridding FDTD techniques. This is done by incorporating a quasi-static FDTD solution, Floquet periodic boundary conditions and modified PML boundary conditions to achieve microdosimetric modelling of bioelectromagnetic interactions at cellular level. Particular attention is paid to exploration of the field distribution over the membrane layer of the biological cells. The method enables the analysis of a large structure of cells in a more computationally efficient way than the modelling of the entire structure. An example is given to prove the stability of the proposed subgridding FDTD. The total fields of the simulated structures are shown to give reasonable and stable results at 2450MHz.
ISSN:2165-4727
2165-4743
DOI:10.1109/APMC.2009.5384423