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Multu-electrode sensors of the components of the electric field intensity vector in the form of the disk made of conductive material
by
Biryukov, S V
, Kolmogorova, S S
, Kolmogorov, A S
, Baranov, D S
in
Electric fields
/ Error analysis
/ Heterogeneity
/ Homogeneity
/ LF electric fields
/ New technology
/ Physics
/ Sensors
2020
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Multu-electrode sensors of the components of the electric field intensity vector in the form of the disk made of conductive material
by
Biryukov, S V
, Kolmogorova, S S
, Kolmogorov, A S
, Baranov, D S
in
Electric fields
/ Error analysis
/ Heterogeneity
/ Homogeneity
/ LF electric fields
/ New technology
/ Physics
/ Sensors
2020
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Do you wish to request the book?
Multu-electrode sensors of the components of the electric field intensity vector in the form of the disk made of conductive material
by
Biryukov, S V
, Kolmogorova, S S
, Kolmogorov, A S
, Baranov, D S
in
Electric fields
/ Error analysis
/ Heterogeneity
/ Homogeneity
/ LF electric fields
/ New technology
/ Physics
/ Sensors
2020
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Multu-electrode sensors of the components of the electric field intensity vector in the form of the disk made of conductive material
Journal Article
Multu-electrode sensors of the components of the electric field intensity vector in the form of the disk made of conductive material
2020
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Overview
The article investigates a multi-element disk sensor of the components of the low-frequency electric field intensity vector, manufactured using new technologies. The sensor is suitable for measuring the intensity of electric fields adversely affecting a person. In this regard, the problem solved in the article is relevant. The results of the study made it possible to create such a sensor, evaluate its metrological characteristics and establish their dependence on the degree of homogeneity of the electric field. The established relationship between the sensor error and the degree of heterogeneity of the electric field makes it possible to determine the spatial range of measurement from a given error or to establish the sensor error from a given spatial range of measurement. For example, a sensor error of 3% corresponds to the spatial measurement range a, determined by the distance to the field source from 0 R to 5·R (a ≤ 0.2), where R is the radius of the disk of the base of the sensor.
Publisher
IOP Publishing
Subject
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