Abstract

This paper presents the three-fold energy, rate and delay tradeoff in mobile multimedia fading channels. In particular, we propose a rate-efficient power allocation strategy for delay-outage limited applications with constraints on energy-per-bit consumption of the system. For this purpose, at a target delay-outage probability, the link-layer energy efficiency, referred to as effective-EE, is measured by the ratio of effective capacity (EC) and the total expenditure power, including the transmission power and the circuit power. At first, the maximum effective-EE of the channel at a target delay-outage probability is found. Then, the optimal power allocation strategy is obtained to maximize EC subject to an effective-EE constraint with the limit set at a certain ratio of the maximum achievable effective-EE of the channel. We then investigate the effect of the circuit power level on the maximum EC. Further, to set a guideline on how to choose the effective-EE limit, we obtain the transmit power level at which the rate of increasing EC (as a function of transmit power) matches a scaled rate of losing effective-EE. Analytical results show that a considerable EC-gain can be achieved with a small sacrifice in effective-EE from its maximum value. This gain increases considerably as the delay constraint becomes tight.

Highlights

  • E NERGY EFFICIENCY (EE), defined as the number of communicated bits per unit transmission power in the units of b/J/Hz, is considered as one of the design performance metrics for future wireless communications systems, e.g., 5G [1], [2]

  • This work was extended to block-fading channels in [15], wherein an optimal power allocation strategy that determines the number of scheduled bits to be transmitted in each time-slot so that the total energy consumption is minimized while a deterministic delay constraint is satisfied was obtained

  • We analytically investigate the effect of the circuit power level on the maximum achievable effective capacity (EC) under an effectiveEE constraint

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Summary

INTRODUCTION

E NERGY EFFICIENCY (EE), defined as the number of communicated bits per unit transmission power in the units of b/J/Hz, is considered as one of the design performance metrics for future wireless communications systems, e.g., 5G [1], [2]. This work was extended to block-fading channels in [15], wherein an optimal power allocation strategy that determines the number of scheduled bits to be transmitted in each time-slot so that the total energy consumption is minimized while a deterministic delay constraint is satisfied was obtained. On the other hand, assuming a delay-outage probability constrained channel, the maximum effective-EE was obtained in [21], wherein the optimal power allocation was obtained for high and low SNRs. Further, the maximum achievable effective-EE of a cellular system subject to minimum rate requirements is studied in [22]. We consider a delay-outage probability constrained system in Nakagami-m fading channels and investigate the maximum EC of such systems under an effective-EE constraint.

Effective Capacity
SYSTEM MODEL
Effective-EE
OPTIMAL POWER ALLOCATION
Optimal Power Allocation With No Input Power Constraint
Optimal Power Allocation With Input Power Constraint
Effect of Pc on the Effective-EE and EC Tradeoff
EFFECTIVE-EE-EC LOSS-GAIN MATCHING POWER ALLOCATION
NUMERICAL RESULTS
CONCLUSION
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