2017
DOI: 10.1002/ett.3153
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Optimal energy‐efficient resource allocation in uplink SC‐FDMA networks

Abstract: Energy efficiency (EE) is currently the key performance evaluation metric for wireless networks. This paper considers the maximization of EE of an uplink wireless network that uses single‐carrier frequency division multiple access. The EE metric considered is bits/Joule, and a joint power and subchannel allocation problem is formulated to maximize this EE metric under constraints on the minimum achieved data rate of each user, the maximum transmit power budget of each user, and the exclusive as well as the con… Show more

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Cited by 11 publications
(17 citation statements)
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“…The article by Wong et al is a seminal work on EE with QoS constraints for OFDMA whose main objective is to minimize the total transmit power. Contributions on EE optimization for uplink SC‐FDMA can be found in the following studies . In the work of Ahmad and Assaad, the total transmit power minimization problem subject to QoS constraints was studied as an integer binary optimization problem, and a low‐complexity solution was proposed by assuming canonical duality theory.…”
Section: State‐of‐the‐art and Main Contributionsmentioning
confidence: 99%
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“…The article by Wong et al is a seminal work on EE with QoS constraints for OFDMA whose main objective is to minimize the total transmit power. Contributions on EE optimization for uplink SC‐FDMA can be found in the following studies . In the work of Ahmad and Assaad, the total transmit power minimization problem subject to QoS constraints was studied as an integer binary optimization problem, and a low‐complexity solution was proposed by assuming canonical duality theory.…”
Section: State‐of‐the‐art and Main Contributionsmentioning
confidence: 99%
“…Although transmit power was adapted to improve EE, the authors assumed an oversimplified frequency assignment based on round robin. The optimal solution for EE joint power and subchannel allocation in uplink SC‐FDMA was proposed by Orakzai et al to maximize the total individual EE.…”
Section: State‐of‐the‐art and Main Contributionsmentioning
confidence: 99%
“…The user k attainable data rate can be represented as follows: Rkm=W||Nkmlog2()1+Γk, where Nkm is the allocated subchannels set to the k th user connected to RRH m . The EE is described as the amount of bits transmitted per unit consumption of energy at the source end, which is given as follows: ηkm=RkmPTk, where PTk is the total energy consumption of user k connected to RRH m , which consists of two parts, the combined transmit powers on all its subchannels n1ptεNkmpk,n and the circuit energy consumptions of user k connected to RRH m , pckt,km, that is experienced by signal processing and various circuit blocks at the transmitter pckt,km further comprises of two parts, static and dynamic parts, which can be expressed as follows: pckt,km=pks+εRkm, where pks represents the static part and εRkm represents dynamic power of user k , which is demonstrated as a linear function of attained data rate of the user.…”
Section: System Model and Problem Formulationmentioning
confidence: 99%
“…ϵ denotes the consumption of dynamic power per unit data rate. The EE of k th user connected to RRH m can be modeled as follows: ηkm=Rkmξn1ptϵNkmpk,n+pks+εRkm, where ξ represents the reciprocal of the power amplifier's drain efficiency …”
Section: System Model and Problem Formulationmentioning
confidence: 99%
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