Efficient chip design for pulse shaping

M. Rupp, J. Balakrishnan
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引用次数: 8

Abstract

Pulse shaping is a crucial operation for every modem transceiver. It usually requires a large portion of the modem's computational power and, therefore, an efficient implementation can be very beneficial to the overall modem design. In particular, in the transmitter part where well defined signals are to be computed, the typical pulse shaping operation can be greatly simplified. While a standard filter design requires many mult/add operations, the transmitter pulse shaping filter could also be designed by a pure look-up table. However, for higher constellations and large pulse shaping filter lengths the look-up table can become too large to implement. This paper presents a new idea for implementing the pulse shaping filter for a modem transmitter. It is shown that for QPSK and other higher order modulations, like 16/32/64 QAM, no multiplication is required at all. Further, the number of multiplications for 8PSK (and 16/32 PSK) can be reduced to a very small number that is independent of the number of coefficients necessary for implementing the filter function.
高效的脉冲整形芯片设计
脉冲整形是每个调制解调器收发器的关键操作。它通常需要很大一部分调制解调器的计算能力,因此,高效的实现对整个调制解调器设计非常有益。特别是在要计算定义良好的信号的发射机部分,典型的脉冲整形操作可以大大简化。虽然标准滤波器设计需要许多多/加运算,但发射机脉冲整形滤波器也可以通过纯查找表来设计。然而,对于较高的星座和较大的脉冲整形滤波器长度,查找表可能变得太大而无法实现。本文提出了一种实现调制解调器发射机脉冲整形滤波器的新思路。结果表明,对于QPSK和其他高阶调制,如16/32/64 QAM,根本不需要乘法。此外,8PSK(和16/32 PSK)的乘法次数可以减少到一个非常小的数字,该数字与实现滤波器函数所需的系数的数量无关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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