2019 IEEE International Conference on Communications Workshops (ICC Workshops) 2019
DOI: 10.1109/iccw.2019.8757160
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Reliability and Fairness for UAV Communication Based on Non-Orthogonal Multiple Access

Abstract: { m il. tan.dao, fran./III11!: , svettana .girs. eli.mherh.lIhlem mm }@mdh .se Ah.\,troct-Rt'Ccntly, eommunicutinn u sin ~unm anned a erial w hich's (UAVs)as relay nodes ha s beenco nsideredb eneficial fur a num ber uf application s. !\Ion -mer, non-orthogonal multipl ea ccess (l"O:\IA) with users bein ga ssigned differ ent sig nal power lewis whil e s h a ri n~the Slime tim e-frequency domain has been found effectivet oe nhance spectrumu tilizationli nd providep redictable access1 0 th ec hannel. Thus, inIh i… Show more

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Cited by 16 publications
(17 citation statements)
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“…In the presented results, we aim at narrowing our variable's domains in order to illustrate the overall tendency of our metrics through exhaustive Monte Carlo simulations, as well as validating the derived expressions. The values for environmental and link constants used can be found in [12], and [13] and are ψ = 9.61, ω = 0.16, α = 0.3, α j = 0.3, η NLoS = 20 and η LoS = 1 for Urban scenario, which we will be considering. We fix the position of Alice at point (0, 0) without loss of generality and place Bob at distance d AB from Alice along the x axis, at point (d AB , 0), so the cylindrical coordinates of both jammers become (R J , θ J1 , z J1 ) and (R J , θ J2 , z J2 ) with the reference starting from the left of A, θ J1 opening clockwise and θ J2 counterclockwise as is illustrated in Fig.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…In the presented results, we aim at narrowing our variable's domains in order to illustrate the overall tendency of our metrics through exhaustive Monte Carlo simulations, as well as validating the derived expressions. The values for environmental and link constants used can be found in [12], and [13] and are ψ = 9.61, ω = 0.16, α = 0.3, α j = 0.3, η NLoS = 20 and η LoS = 1 for Urban scenario, which we will be considering. We fix the position of Alice at point (0, 0) without loss of generality and place Bob at distance d AB from Alice along the x axis, at point (d AB , 0), so the cylindrical coordinates of both jammers become (R J , θ J1 , z J1 ) and (R J , θ J2 , z J2 ) with the reference starting from the left of A, θ J1 opening clockwise and θ J2 counterclockwise as is illustrated in Fig.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…where ϕ and ψ are constants that depend on the environment (rural, urban, or dense urban) [40], [41]. Correspondingly, the probability of the k-th EAV experiencing a NLoS connection is formulated as P NLoSk = 1 − P LoSk .…”
Section: A System Model and Channel Assumptionsmentioning
confidence: 99%
“…Next, by applying [68, (3.310.11)] to solve the above integral, we obtain (41). Furthermore, by substituting (21) into O (n) 2 , the second term in the probability expression given in ( 52) can be expressed as…”
Section: Appendix D Proof Of Lemmamentioning
confidence: 99%
“…Because of the high mobility, flexible deployment and line-ofsight (LoS) channels of unmanned aerial vehicle (UAV), UAV aided B5G technologies have attracted increasing attentions from both academia, and industry [28]- [32]. Specifically, there are many existing works about integrating NOMA into UAV aided communication systems to improve the throughput of the systems, mainly focusing on optimal UAV deployment, optimal user paring strategy, optimal sub-channel allocation scheme and fair control for different users [33]- [35]. In [33], a mobile UAV based downlink NOMA model was considered, and then UAV trajectory design and resource allocation in NOMA are jointly optimized to maximize the capacity of the system.…”
mentioning
confidence: 99%
“…M. T. Nguyen et al [34] also considered a single UAV based downlink NOMA system, and optimized the user pairing, power allocation, and UAV placement to maximize the minimum sum rate for individual user pair. The communication reliability and fairness among users for a single-UAV aided downlink NOMA cell system was investigated in [35] by optimizing the UAV's altitude and the users' power allocation coefficients. The maximum stable throughput of a single-UAV based uplink NOMA cell system was investigated by [26], in terms of the altitude and bandwidth of the UAV.…”
mentioning
confidence: 99%