2016
DOI: 10.1109/tvt.2015.2425218
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Measurement and Analysis of Extra Propagation Loss of Tunnel Curve

Abstract: Abstract-Wave propagation experiences extra loss in curved tunnels, which is highly desired for network planning. Extensive narrow-band propagation measurements are made in two types of Madrid subway tunnels (different cross sections and curvatures) with various configurations (different frequencies and polarizations). A ray tracer validated by the straight and curved parts of the measuring tunnels is employed to simulate the reference received signal power by assuming the curved tunnel to be straight. By subt… Show more

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Cited by 23 publications
(8 citation statements)
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“…It has been found in [3] and [33] that the correlation length range of shadowing varies significantly from 5 m to 300 m, which depends on the relevant dimensions of the signal propagation environment. In the case of tunnels we take a typical value for the subsection length is to be 60 m, which is consistent with reported shadow correlation lengths of a small number of 10s of meters in [18] and [34] .…”
Section: A System Modellingsupporting
confidence: 82%
“…It has been found in [3] and [33] that the correlation length range of shadowing varies significantly from 5 m to 300 m, which depends on the relevant dimensions of the signal propagation environment. In the case of tunnels we take a typical value for the subsection length is to be 60 m, which is consistent with reported shadow correlation lengths of a small number of 10s of meters in [18] and [34] .…”
Section: A System Modellingsupporting
confidence: 82%
“…In the curved tunnel as shown in Figure 2, y represents the distance between two reflection points (P1 and P2) in the tunnel with the radius of curvature (R), and ϕ1 can be defined as: In comparison with the incident angle in the straight tunnel (ϕs), as shown in Figure 3, the decrease in the incident angle in the curvature (ϕc) leads to an increase in reflection times and a decrease in the reflection coefficient, which generates EL in the curved tunnel, as shown in Figure 4. The EL can be expressed as: According to (6), the EL can be rewritten as a function of the propagation distance of curvature (z). According to (6), the EL can be rewritten as a function of the propagation distance of curvature (z).…”
Section: The Joint Channel Model Based On Waveguide and Sbrmentioning
confidence: 99%
“…Channel modeling approaches in tunnel environments can be categorized into statistical methods and deterministic methods [6,7]. Classical statistical models, such as the close-in (CI) model [8] and floating intercept (FI) model [9], have low complexity and high computing efficiency, but with limited accuracy [10].…”
Section: Introductionmentioning
confidence: 99%
“…Based on the results as mentioned above, the summary conclusions are that: A higher frequency wave in straight tunnels has a better performance than it in the curved line; The wave in straight tunnels has a better performance than in free space; A lower frequency wave can better implement the communication task in different scenarios [24]; The extreme communication distance is limited in curved lines …”
Section: Propagation In Different Scenariosmentioning
confidence: 99%