Impact of the Solid State Power Amplifier on the BER Performance of the SC-FDMA System

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Impact of the Solid State Power Amplifier on the Performance of the SC-FDMA System A.KHELIL Department of Electronics University of ELOUED PO Box 789 EL-OUED ALGERIA khelil_tel@yahoo.fr Abstract: - This paper presents an investigation of the impact of the solid state power amplifier SSPA on the performance of localized SC-FDMA and interleaved SC-FDMA system. SSPA is used for amplification of the SC-FDMA signal. The input back off IBO is simulated for pederstain A (Ped A) and vehicular A (Veh A) channel with MMSE equalizer. SSPA is used with IBO=1,3,6 db and P=2 values. Simulation results show that the IBO of the SSPA has a significant effect on the bit error performance of the SC-FDMA system. Finally, the SSPA should be designed carefully for the SC-FDMA system in order to provide a good performance.. Key-Words: - SC-FDMA,, SSPA, IBO, MMSE 1 Introduction SC-FDMA system has been adopted by the third generation partnership project (3GPP) for uplink transmission in the technology standardized for long term evolution (LTE) of cellular system[1]. SC- FDMA is a combination of single carrier modulation, orthogonal frequency multiplexing and frequency domain equalization (FDE) [2]. It also provides the multipath resistance and flexible subcarrier frequency allocation offered by OFDMA. SC- FDMA commonly exploits one of three subcarrier mapping schemes: Distributed FDMA (DFDMA), Localized FDMA (LFDMA) or Interleaved FDMA (IFDMA). Each subcarriers mapping technique has its own strengths and weaknesses. For example, the LFDMA system is more robust to multiple access interference, but it has a higher PAPR. More importantly, the IFDMA system is more sensitive to the timing and frequency errors, but it has a lower PAPR [3]. Localized SC-FDMA has been selected since it performs best in the presence of multiple access interference. However, multicarrier transmission systems show a great sensitivity to the nonlinear distortion effects caused by the use of high power amplifiers (HPA) [4] or clipping devices [5] at the transmitter. Hence, a proper design should take into account performance evaluation in the presence of nonlinear distortion. The nonlinear distortion at the transmitter causes some interference both inside and outside the signal bandwidth. The in-band component determines a degradation of the system bit-error rate (), whereas the out-of-band component affects adjacent frequency bands. In many applications, out-of-band emissions might become intolerable even when degradation is still acceptable [6]. The problem of performance in SC-FDMA system without HPA has been studied in several works [7][8][9]. However, the impact of HPA on the performance of SC-FDMA has been made in [3]. In this work we study the impact of the SSPA on the performance of localized SC-FDMA and interleaved SC-FDMA system. The objective of this work is to investigate the impact of IBO on the performance of SC-FDMA system for Ped A and Veh A channel with MMSE equalizer. The paper is organized as follows: Section II presents SC-FDMA system model; in section III we describe the SSPA model. Simulation results are ISSN: 2367-8887 30 Volume 1, 2016

provided in section IV. Section V concludes the paper. 2 Localized SC-FDMA Uplink System S/P DFT Demap FDE IDFT CP In SC-FDMA system, the input block data after S/P converter is a complex vector of length M, that can be written as. A DFT precoded is applied to this vector that gives The resulting signal is then mapped to N orthogonal subcarriers so, we get:. The N-point IDFT of this signal converts it to a time domain complex sequence and can be expressed as Finally, a cyclic prefix (CP) of length is added to the output signal and then the HPA is applied. must be greater than the maximum excess delay of the channel to accommodate for the inter-block interference. DFT Map IDFT CP P/S HPA (1) (2) (3) Fig 1. Block diagram of the SC-FDMA. At the reception, the CP is removed from the received signal, and N-points DFT is applied to the signal in order to transform into the frequency domain, after that, the subcarrier demapping and the frequency domain equalization FDE processes are applied. Finally, the resulting signal is transformed back into the time domain via an N-points IDFT and the demodulation process is performed. 3 Solid State Power Amplifier (SSPA) The high power amplifier (HPA) is one of the high cost components of the user terminal. The relationship between the HPA cost and its maximum power rating is an important technology issue. The HPA used in radio transmitters have nonlinear characteristics causes some interference both inside and outside the signal bandwidth. Nonlinear HPAs can be described by two kinds of models, memory-less models with frequency-flat responses and memory models with frequencyselective responses [10]. Memory-less HPA models, such as TWTA model [11], the SSPA model [12], the SEL model [13], and the polynomial model [14]. On the other hand, HPAs may be characterized by more realistic memory models, such as the Volterra, Wiener, Hammerstein, Wiener Hammerstein, and memory polynomial models [10]. A HPA model can be described by its input/output or transfer function characteristics. The AM/AM and AM/PM characteristics indicate the relationship between, respectively, the modulus and the phase variation of the output signal as functions of the modulus of the input one. The AM/AM and AM/PM characteristics cause distortions on the constellation scheme and spectral regrowth, degrading then the system performance. ISSN: 2367-8887 31 Volume 1, 2016

Modulated symbol stream has a complex envelop that can be written for both modulation schemes as (4) is the signal input modulus, v is a smoothness factor. In order to reduce the effects of nonlinearities, the HPA is operated at a given input back-off (IBO) from a given level. In the literature there are two definitions for the IBO. In the first definition, the IBO is computed from the 1dB compression point [15]. However, in the second one [16], the authors defined the IBO form the input saturation level. In this paper, we will use the second definition, in which the IBO is expressed as follows: (8) is the signal input phase. The amplified signal can be written as is the variance of the input signal. 4 Simulation & Results is the AM/AM characteristic of the HPA, is the AM/PM characteristic of the HPA, (5) In this part, we present numerical results illustrating the impact of the SSPA amplifier on the performance of the SC-FDMA system over Ped A and Veh A channels. The is computing by averaging on randomly generated SC- FDMA symbols. Simulation parameters are given in Table 1. the amplified signal is the complex envelop of In our study, we will use one memory-less HPA model that is usually used in the literature; solid state power amplifier (SSPA). This model, also known as the Rapp model, was presented in [12] and presents only AM/AM conversion. It can be expressed as is the HPA input saturation level, (6) (7) Table 1. Simulation Parameters. Parameters Values Channel bandwidth 5Mhz Cyclic prefix 20 User subcarriers 128 System subcarriers 512 Spreading DFT Modulation schemes 4-QAM Smoothness parameter 2 Channel estimation Perfect Frequency division equalization MMSE Fig. 2 shows the performance of the localized SC-FDMA system used on a Ped A channel with MMSE equalizer. SSPA is used for amplification of the SC-FDMA signal. SSPA is used with IBO=1,3,6 db and P=2 values. The performance without HPA is about 15dB at =, and this value is 21 db lower than the SSPA with IBO=1 db. In case of IBO=3 db and IBO=6 db, SNR values are 27 and 27.7 respectively at =. It is clear that as IBO ISSN: 2367-8887 32 Volume 1, 2016

decrease from 6dB to 1dB, the performance degrades significantly. IBO is very important for the system s performance. IBO affect the operating point of the SSPA. Fig. 4 shows the performance of the interleaved SC-FDMA system used on a Ped A channel with MMSE equalizer. SSPA is used with IBO=1,3,6 db and P=2 values. The performance without HPA is about 9.7dB at =, and this value was 16.7 db lower than the SSPA with IBO=1 db. In case of IBO=3 db and IBO=6 db, SNR values are 25.7 and 25 respectively at =. It is clear that as IBO decrease from 6dB to 1dB, the performance degrades significantly. DFT-LFDMA IBO=1 DFT-LFDMA IBO=3 DFT-LFDMA IBO=6 DFT-LFDMA without HPA 0 5 10 15 20 25 30 Fig. 2. performance of localized SC-FDMA system when a SSPA with P=2 and IBO=1,3,6 db is used on a Ped A channel. DFT-IFDMA IBO=1 DFT-IFDMA IBO=3 DFT-IFDMA IBO=6 DFT-IFDMA without HPA Fig. 3 shows the performance of the localized SC-FDMA system used on a Veh A channel with MMSE equalizer. SSPA is used with IBO=1,3,6 db and P=2 values. The performance without HPA is about 15dB at =, and this value is 22.2 db lower than the SSPA with IBO=1 db. In case of IBO=3 db and IBO=6 db, SNR values are 33.2 and 33 respectively at =. It is clear that as IBO decrease from 6dB to 1dB, the performance degrades significantly. DFT-LFDMA IBO=1 DFT-LFDMA IBO=3 DFT-LFDMA IBO=6 DFT-LFDMA without HPA 0 5 10 15 20 25 30 Fig. 4. performance of interleaved SC-FDMA system when a SSPA with P=2 and IBO=9 db is used on a Ped A channel. Fig. 5 shows the performance of the interleaved SC-FDMA system used on a Veh A channel with MMSE equalizer. SSPA is used with IBO=1,3,6 db and P=2 values. The performance without HPA is about 9.7dB at =, and this value is 20 db lower than the SSPA with IBO=1 db. In case of IBO=3 db and IBO=6 db, SNR values are 34.2 and 33.6 respectively at =. It is clear that as IBO decrease from 6dB to 1dB, the performance degrades significantly. 0 5 10 15 20 25 30 35 40 Fig. 3. performance of localized SC-FDMA system when a SSPA with P=2 and IBO=1,3,6dB is used on a Veh A channel. ISSN: 2367-8887 33 Volume 1, 2016

DFT-IFDMA IBO=1 DFT-IFDMA IBO=3 DFT-IFDMA IBO=6 DFT-IFDMA without HPA 0 5 10 15 20 25 30 35 40 Fig. 5. performance of interleaved SC-FDMA system when a SSPA with P=2 and IBO=9 db is used on a Veh A channe.l 5 Conclusion In this paper, the impact of the SSPA on the performance of the localized SC-FDMA and interleaved SC-FDMA system over Ped A and Veh A channel with MMSE equalizer is investigated. From the obtained simulation results, it is clear that IBO has a significant effect on the performance. When IBO decrease, the performance degrades significantly. IBO is very important for the system s performance, it affect the operating point of the SSPA. Finally, the SSPA should be designed carefully for the SC- FDMA system in order to provide a good performance. References: [1] 3GPP TR 25.814. 3GPP TSG RAN physical layer aspect for UTRA, v7.1.0. [2] NTT DoCoMo, NEC, and SHARP, DFT-spread OFDM with Pulse Shaping Filter in Frequency Domain in Evolved UTRA Uplink,www.3gpp.org, 3GPP TSG RAN WG1, meeting 42, London,2006. [3] F.S. Al-kamali, M.I. Dessouky, B.M. Sallam, F. Shawki, and F.E. Abd El-Samie, Impact of the power amplifier on the performance of the single carrier frequency division multiple access system,telecommunication System, Vol. 52, 2013, pp. 31 38. [4] A. Chini, Y.Wu,M. El-Tanany, and S. Mahmoud, Hardware nonlinearities in digital TV broadcasting using OFDM modulation, IEEE Trans. Broadcas, Vol. 44, 1998, pp. 12 20. [5] R. Gross and D. Veeneman, SNR and spectral properties for a clipped DMT ADSL signal, in Proc. IEEE ICC 94, New Orleans, LA, 1994, pp. 843 847. [6] D. Dardari, V. Tralli and A. Vaccari. A Theoretical Characterization of Nonlinear Distortion Effects in OFDM Systems, IEEE Transactions on Telecommunications, Vol. 48, No. 10, 2010, pp. 1755-1764. [7] H. Wang, X. Youl, B. Jiang and X. Gao, Performance analysis of frequency domain equalization in SC-FDMA systems, in the proceeding of the IEEE ICC 08, 2008, pp. 4342 4347. [8] B.E. Priyanto, H. Codina, S. Rene, T.B. Sorensen and P. Mogensen, Initial performance evaluation of DFT-spread OFDM based SC-FDMA for UTRA LTE uplink, in the proceeding of the IEEE VTC 07, 2007, pp. 3175 3179. [9] G. Berardinelli, B.E. Priyanto, T.B. Sorensen and P. Mogensen, Improving SC-FDMA performance by turbo equalization in UTRA LTE uplink, in the proceeding of the IEEE VTC 08, 2008, pp. 2557 2561. [10] F. H. Gregorio, Analysis and compensation of nonlinear power amplifier effects in multi-antenna OFDM systems, Ph.D. dissertation, Helsinki Univ. Technol., Espoo, Finland, 2007. [11] A. Saleh, Frequency-independent and frequency-dependent nonlinear models of TWT amplifiers, IEEE Trans. Commun., Vol. COM-29, No. 11, 1981, pp. 1715 1720. [12] C. Rapp, Effects of HPA nonlinearity on a 4- DPSK/OFDM signal for a digital sound broadcasting system, in Proc. Eur. Conf. Satellite Commun., Liege, Belgium, Vol. 1, 1991, pp. 179 184. [13] H. E. Rowe, Memoryless nonlinearities with Gaussian inputs: Elementary results, Bell Syst. Tech. J., vol. 61, No. 7, 1982, pp. 1519 1525. [14] J. Boccuzzi, Performance evaluation of nonlinear transmit power amplifiersfor North American digital cellular portables, IEEE Trans. Veh. Technol., Vol. 44, No. 2, 1995, pp. 220 228. [15] P. Colantonio, F. Giannini and E. Limiti, High Efficiency RF and Microwave Solid State Power Amplifiers, Wiley, Hoboken, 2009 [16] S. Thompson, J. Proakis and J. Zeidle, The effectiveness of signal clipping for PAPR and total degradation reduction in OFDM systems, in the ISSN: 2367-8887 34 Volume 1, 2016

proceeding of the IEEE GLOBCOM 05, 2005, pp. 2807 2811. ISSN: 2367-8887 35 Volume 1, 2016