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Proportional Fair Frequency-Domain Packet Scheduling for 3GPP LTE Uplink
Suk-Bok Lee, Ioannis Pefkianakis, Adam Meyerson, Shugong Xu, Songwu Lu IEEE INFOCOM 2009 proceedings. Speaker:Tsung-Yin Lee
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Outline Introduction Heuristic Algorithm Simulation Conclusion
The Model Problem Formulation Heuristic Algorithm Simulation Conclusion
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OFDMA for LTE Orthogonal Frequency Division Multiple Access (OFDMA) has been considered as a strong candidate for the broadband air interface robustness to multipath fading higher spectral efficiency bandwidth scalability
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Disadvantage of OFDMA one major disadvantage of OFDMA is that the instantaneous transmitted RF power can vary dramatically within a single OFDM symbol high peak-to-average power ratio (PAPR) (decrease battery life)
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Single-Carrier FDMA selected for LTE uplink multiple access scheme
keeping most of the advantages of OFDMA SC-FDMA has significantly lower PAPR benefits the mobile terminal in terms of transmit power efficiency
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LTE Uplink Scheduler a scheduler needs to know the instantaneous radio channel conditions across all users and all resource blocks (RBs) LTE UL each user transmits a Sounding Reference Signal (SRS) to the BS channel quality indicator (CQI)
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Proportional Fair (PF) algorithm
PF algorithm as a basic scheduling principle and apply the PF algorithm directly over each RB one-by-one independently SC-FDMA requires that all the RBs allocated to a single user must be contiguous in frequency within each time slot [5][6] [5] Moray Rumney. 3GPP LTE: Introducing SIngle-Carrier FDMA Agilent MeasurementJournal, 2008. [6] 3GPP TSG-RAN WG2 Meeting #57, R , “Resource fragmentation in LTEuplink”, St. Louis, USA, Feb, 2007.
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The Model The base station can allocate m RBs to a set of n users
At each time slot multiple RBs (with the contiguity constraint) can be assigned to a single user indicate whether or not RB c is assigned to user i at time slot t denote the instantaneous channel rate for user i on RB c at time t
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Problem Formulation (1/3)
the well known PF algorithm aims to maximize the logarithmic utility function In order to maximize , one should maximize where di(t) is total data transmitted to user i at time t ( this paper change di(t) to ) [7][10][14] [7] M. Andrews. A survey of scheduling theory in wireless data networks. IMA, 2005. [10] H. Kushner and P. Whiting. Asymptotic properties of proportional-fair sharing algorithms. Allerton, 2002. [14] D. Tse. Multiuser diversity in wireless networks. dtse/stanford416.ps , 2002.
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Problem Formulation (2/3)
Let be the PF metric value that user i has on RB c at time slot t We can establish PF objective function when scheduling time slot t as follows: (1)
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Problem Formulation (3/3)
for LTE UL we need to incorporate the contiguous RB constraint into this objective (1) due to the physical layer requirement of SC-FDMA serve users with suboptimal PF metric value for some RBs so as to optimize the PF objective (1)
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Hardness Result Theorem 1
LTE UL PF-FDPS problem (i.e. maximizing objective (1) with the contiguous RB constraint) is NP-hard [11] [11] S.-B. Lee, I. Pefkianakis, A. Meyerson, S. Xu, and S. Lu. Proportional Fair Frequency-Domain Packet Scheduling for 3GPP LTE Uplink. UCLA TR , 2009.
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Heuristic Algorithm Paper’s heuristics do not give guaranteed error bound, and moreover we believe that no practical greedy algorithms can give an approximation to this particular problem [11] [11] S.-B. Lee, I. Pefkianakis, A. Meyerson, S. Xu, and S. Lu. Proportional Fair Frequency-Domain Packet Scheduling for 3GPP LTE Uplink. UCLA TR , 2009.
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carrier-by-carrier in turn (1/2)
As a starter, our first greedy heuristic Alg1 schedules data from RB1 to RBm in sequence, and for each RB c it assigns the best user i who 1) has the maximum PF metric value on c 2) satisfies the contiguity constraint.
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carrier-by-carrier in turn (2/2)
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largest-metric-value-RB-first (1/2)
Assign all the “in-between” RBs to a candidate user it assigns RB5 to i, which as a result comes with assignment of RB4 to i, since i is already assigned RB3 Assigned RB Between RB3 and RB5 RB5 Assigned Now RB3 Already Assigned RB3 RB4 RB5
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largest-metric-value-RB-first (2/2)
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riding peaks (1/3) Seeing the drawback of Alg2, we would like to utilize each user’s high valued RBs as much as possible Fundamental physical layer characteristic is that in multi-carrier systems the channel SNR values (i.e. CQI) are correlated in both time and frequency
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riding peaks (2/3) if for each user i RB c has good channel rate, then the neighboring RBs (c−1, c+1) have high channel rate as well with high probability
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riding peaks (3/3)
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RB grouping (1/2) Alg3 relies on the strong frequency-domain correlation, it is easily cheated by the small-scale variation
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RB grouping (2/2) This RB grouping might be helpful to catch a bit large-scale fluctuation divide m RBs into n groups apply the “peak riding” over those RB groups
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Simulation Parameter (1/2)
use traces generated as specified in 3GPP deployment evaluation [2] [2] Technical specification group radio access networks - Deployment aspects. 3GPP TR
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Simulation Parameter (2/2)
paper use an algorithm that optimizes objective (1) without the constraint as our reference, and we refer to this algorithm as OPT∗ (upper bound of the optimum) Jain’s fairness index [9], measured by the data-rate fairness criterion [9] R. Jain, D. M. Chiu, and W. Hawe. A Quantitative Measure of Fairness and Discrimination for Resource Allocation in Shared Systems. DEC Research Report TR-301.
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System throughput and fairness with varying number of users
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Average number of users scheduled per 1 TTI
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Conclusion Due to its single carrier property of SC-FDMA, LTE UL requires the RBs allocated to a single user to be contiguous in frequency NP-hard nature of this problem Four Heuristic Algorithm to solve this problem
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Comment In LTE scheduling problem, we will handle uplink and downlink from different scheme We should combine uplink and downlink to increase network performance
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