Simple estimation of induced electric fields in nervous system tissues for human exposure to non-uniform electric fields at power frequency
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Simple estimation of induced electric fields in nervous system tissues for human exposure to non-uniform electric fields at power frequency. / Tarao, Hiroo; Miyamoto, Hironobu; Korpinen, Leena; Hayashi, Noriyuki; Isaka, Katsuo.
In: Physics in Medicine and Biology, Vol. 61, No. 12, 25.05.2016, p. 4438-4451.Research output: Contribution to journal › Article › Scientific › peer-review
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TY - JOUR
T1 - Simple estimation of induced electric fields in nervous system tissues for human exposure to non-uniform electric fields at power frequency
AU - Tarao, Hiroo
AU - Miyamoto, Hironobu
AU - Korpinen, Leena
AU - Hayashi, Noriyuki
AU - Isaka, Katsuo
N1 - EXT="Tarao, Hiroo"
PY - 2016/5/25
Y1 - 2016/5/25
N2 - Most results regarding induced current in the human body related to electric field dosimetry have been calculated under uniform field conditions. We have found in previous work that a contact current is a more suitable way to evaluate induced electric fields, even in the case of exposure to non-uniform fields. If the relationship between induced currents and external non-uniform fields can be understood, induced electric fields in nervous system tissues may be able to be estimated from measurements of ambient non-uniform fields. In the present paper, we numerically calculated the induced electric fields and currents in a human model by considering non-uniform fields based on distortion by a cubic conductor under an unperturbed electric field of 1 kV m-1 at 60 Hz. We investigated the relationship between a non-uniform external electric field with no human present and the induced current through the neck, and the relationship between the current through the neck and the induced electric fields in nervous system tissues such as the brain, heart, and spinal cord. The results showed that the current through the neck can be formulated by means of an external electric field at the central position of the human head, and the distance between the conductor and the human model. As expected, there is a strong correlation between the current through the neck and the induced electric fields in the nervous system tissues. The combination of these relationships indicates that induced electric fields in these tissues can be estimated solely by measurements of the external field at a point and the distance from the conductor.
AB - Most results regarding induced current in the human body related to electric field dosimetry have been calculated under uniform field conditions. We have found in previous work that a contact current is a more suitable way to evaluate induced electric fields, even in the case of exposure to non-uniform fields. If the relationship between induced currents and external non-uniform fields can be understood, induced electric fields in nervous system tissues may be able to be estimated from measurements of ambient non-uniform fields. In the present paper, we numerically calculated the induced electric fields and currents in a human model by considering non-uniform fields based on distortion by a cubic conductor under an unperturbed electric field of 1 kV m-1 at 60 Hz. We investigated the relationship between a non-uniform external electric field with no human present and the induced current through the neck, and the relationship between the current through the neck and the induced electric fields in nervous system tissues such as the brain, heart, and spinal cord. The results showed that the current through the neck can be formulated by means of an external electric field at the central position of the human head, and the distance between the conductor and the human model. As expected, there is a strong correlation between the current through the neck and the induced electric fields in the nervous system tissues. The combination of these relationships indicates that induced electric fields in these tissues can be estimated solely by measurements of the external field at a point and the distance from the conductor.
KW - brain
KW - cubic conductor
KW - induced current through the neck
KW - Numerical human model
KW - spinal cord
U2 - 10.1088/0031-9155/61/12/4438
DO - 10.1088/0031-9155/61/12/4438
M3 - Article
VL - 61
SP - 4438
EP - 4451
JO - Physics in Medicine and Biology
JF - Physics in Medicine and Biology
SN - 0031-9155
IS - 12
ER -