Abstract:In this paper, we present part of our ground-breaking work that bridges building design and wireless network deployment. The original contributions lie in: i) defining interference gain (IG) as an intrinsic figure of merit (FoM) of a building's wireless performance in terms of interference signal blockage; ii) developing analytic models to calculate IG; and iii) developing a novel method to calculate the optimum transmitting power to achieve the maximum IG of a building. The IG is derived as an integral transf… Show more
“…Combining ( 34), ( 35), ( 36), (37), we can obtain (38), where (a), (b) can be computed using the sum of a geometric series, I m,k , F m , F m,k are defined in ( 4), ( 6), (7), which concludes our proof.…”
Section: Discussionsupporting
confidence: 55%
“…efficiency (SE) and area spectral efficiency (ASE) where the user equipment (UE) association and inter-cell interference are considered. We analyze the effects of the storey height and the penetration loss of the ceiling on the coverage probability and SE, and provide useful guidelines for the indoor smallcell deployment and the design of a new building from the perspective of wireless communications [37].…”
“…Combining ( 34), ( 35), ( 36), (37), we can obtain (38), where (a), (b) can be computed using the sum of a geometric series, I m,k , F m , F m,k are defined in ( 4), ( 6), (7), which concludes our proof.…”
Section: Discussionsupporting
confidence: 55%
“…efficiency (SE) and area spectral efficiency (ASE) where the user equipment (UE) association and inter-cell interference are considered. We analyze the effects of the storey height and the penetration loss of the ceiling on the coverage probability and SE, and provide useful guidelines for the indoor smallcell deployment and the design of a new building from the perspective of wireless communications [37].…”
“…2 (a) and (b) show the variations of gain G and X in against the embedding depth and the dielectric constant. It is noted that the increase of d makes G decrease in a fluctuation, while the increasing r leads to the decline of G. Thus, the gain G can be formulated as a linear decreasing function superposed with a damping sinusoidal function as (1). The input reactance oscillates damply with the embedding depth, so it can be modeled by a sinusoidal function with attenuated amplitude as (2):…”
Section: Resultsmentioning
confidence: 99%
“…Ultra dense small cell deployment is regarded as the most promising way to meet the traffic demand, and deploying small cells densely in buildings is anticipated to improve throughput in the next generation of cellular communication [1]. However, deployment of small cells with a number of antennas or antenna arrays will occupy extra space which leads to negative effects on usage of the buildings.…”
To mitigate the space occupation and aesthetic problems of indoor dense small cell deployment, a microstrip antenna with multiple layer configuration operating at 3.5 GHz is embedded in concrete all for indoor communication. The impact of embedding depth and concrete dielectric constant on antenna gain and input reactance are investigated, and simple empirical formulas are obtained based on full-wave simulation. The results in present work provide a good guidance to antenna designers and architects for concrete embedded antenna deployment and communication-friendly building materials selection.
“…Notably, physical obstacles like walls would affect the indoor propagation of electromagnetic (EM) waves. Therefore, indoor wireless performance should be one of the indispensable prerequisites when designing buildings [8], [9].…”
The tremendous popularity of internet of things (IoT) applications and wireless devices have prompted a massive increase of indoor wireless traffic. To further explore the potential of indoor IoT wireless networks, creating constructive interactions between indoor wireless transmissions and the built environments becomes necessary. The electromagnetic (EM) wave propagation indoors would be affected by the EM and physical properties of the building material, e.g., its relative permittivity and thickness. In this paper, we construct a new multipath channel model by characterising wall reflection (WR) for an indoor line-of-sight (LOS) single-user multiple-input multipleoutput (MIMO) system and derive its ergodic capacity in closedform. Based on the analytical results, we define the wireless friendliness of a building material based on the spatially averaged indoor capacity and propose a scheme for evaluating the wireless friendliness of building materials. Monte Carlo simulations validate our analytical results and manifest the significant impact of the relative permittivity and thickness of a building material on indoor capacity, indicating that the wireless friendliness of building materials should be considered in the planning and optimisation of indoor wireless networks. The outcomes of this paper would enable appropriate selection of wall materials during building design, thus enhancing the capacity of indoor LOS MIMO communications.
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