The current-density distribution produced inside irregularly shaped, homogeneous human and rat models by low-frequency electric fields is obtained by a two-stage finite-difference procedure. In the first stage the model is assumed to be equipotential. Laplace's equation is solved by iteration in the
Finite difference calculations of current densities in a homogeneous model of a man exposed to extremely low frequency electric fields
β Scribed by P. J. Dimbylow
- Publisher
- John Wiley and Sons
- Year
- 1987
- Tongue
- English
- Weight
- 966 KB
- Volume
- 8
- Category
- Article
- ISSN
- 0197-8462
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β¦ Synopsis
This paper presents three-dimensional finite difference calculations of induced current densities in a grounded, homogeneous, realistically human-shaped phantom. Comparison is made with published experimental values of current density at 60 Hz, measured in conducting saline manikins with their arms down by the side. The congruence between calculation and experiment gives confidence in the applicability of the numerical method and phantom shape to other configurations. The effect of raising both arms above the head is to reduce the current densities in the head and neck by -50% and to increase those from the thorax downwards by 20-30%. A sensitivity analysis was performed on the shape and dimensions of the phantom, from a 45-kg, 1.5-m-tall person to a 140-kg, 1.9-m-tall person. When the phantom is grounded through both feet the current densities range from 50 to 90 pAm-' in the head (all values for a 60-Hz, 1-kVm-', vertical applied field), 70 to 140 pAm-' in the thorax, 150 to 440 pAmP2 at the crotch, and 500 to 2,230 pAm-2 in the ankle. When grounded through only one foot the current densities at the crotch range from 400 to 1,OOO pAm-2 and from 1, OOO to 4,400 pAm-2 in the ankle of the grounded leg. Scale transformations of the short-circuit current with phantom height, weight, and surface area are confirmed.
π SIMILAR VOLUMES
## Abstract A numerical model of a human body with an intramedullary nail in the femur was built to evaluate the effects of the implant on the current density distribution in extremely low frequency electric and magnetic fields. The intramedullary nail was chosen because it is one of the longest hi