1977
DOI: 10.1119/1.10886
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Electromagnetics, 2nd ed.

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Cited by 31 publications
(45 citation statements)
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“…A traditional antenna metric that particularly succinctly captures these constraints is the frequency dependence of the standing-wave ratio (SWR, see, e.g., Chapter 10-6 of Kraus & Carver 1973). The amplitude of spectral features in the SWR for the antenna signal path must be kept sufficiently small such that, when the antenna response multiplies the power density of correlated foreground emission between two antennas, the leakage into delay modes of interest is much smaller than the expected 21 cm reionization signal.…”
Section: Mapping Foregrounds To K-spacementioning
confidence: 99%
“…A traditional antenna metric that particularly succinctly captures these constraints is the frequency dependence of the standing-wave ratio (SWR, see, e.g., Chapter 10-6 of Kraus & Carver 1973). The amplitude of spectral features in the SWR for the antenna signal path must be kept sufficiently small such that, when the antenna response multiplies the power density of correlated foreground emission between two antennas, the leakage into delay modes of interest is much smaller than the expected 21 cm reionization signal.…”
Section: Mapping Foregrounds To K-spacementioning
confidence: 99%
“…From classical theory, the transmission of light through a circular aperture decays exponential with material thickness and is well described using a cylindrical model for d ≤ 0.586λ [22]. For example, an aperture with a diameter of d = 200 µm, which represents one of our fabricated devices, has an attenuation constant of α = 17.09 mm −1 at λ = 922 µm.…”
Section: Transmission Through the Aperturementioning
confidence: 99%
“…Faraday's law basically states that if a wire or solenoid is being moved across the lines of magnetic field then electromotive force will be induced in it [1,5]. This law has been proved to be true.…”
Section: Simple Experiments Proving Faraday's Law Of Inductionmentioning
confidence: 99%
“…1 (a), then the flux density through the alternative channels should be inversely proportional to the ratio of the sum of the surface areas of both channels towards the surface area of the magnet. This statement means that if for example a magnet has a magnetic flux Ф M (3), flux density B M and cross sectional area S M and if its stationary magnetic flux is divided to flow trough two different high permeability pathways with summary surface area 2A E four times larger than that of the magnet (4), then the flux density B C in any one of the two pathways should be four times lower (5).…”
Section: Core Magnetic Flux Density Measurementsmentioning
confidence: 99%