Discrete-time signal processing
Discrete-time signal processing
Notes on the interpolation of discrete periodic signals using sincfunction related approaches
IEEE Transactions on Signal Processing
Comments on “Sinc interpolation of discrete periodicsignals”
IEEE Transactions on Signal Processing
Sinc interpolation of discrete periodic signals
IEEE Transactions on Signal Processing
Characterization of single-carrier block transmission under the precoded OFDM architecture
ISWPC'10 Proceedings of the 5th IEEE international conference on Wireless pervasive computing
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For real bandlimited periodic signals, the author in [2] derives the realizable ideal D/C converter that is composed of finite number of finite-duration periodic pulses. However, we can not apply the results in [2] for complex bandlimited periodic signals, such as the baseband signals in the orthogonal frequency-division multiplexing (OFDM) system. In this paper, we first derive the realizable ideal D/C converter for the complex baseband signals of the OFDM system. The proposed D/C converter is composed of only finite-number of finite-duration complex periodic pulses, and therefore is realizable within one period of the signal. Based on the orthogonality among the circularly-shifted interpolation pulses, we also propose a realizable ideal C/D converter that could implement the ideal sampling for the OFDM signals. Due to the complex interpolation pulse, the signals in the I- and Q-channels are coupled together in the ideal D/C (or C/D) converter, and we can not decouple the ideal D/C (or C/D) converter into two independent D/C (or C/D) converters in the I- and Q-channels.