Rotational-invariance code design for the system of TCM_CPM

Xu Zhao
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引用次数: 0

Abstract

Continuous phase modulation (CPM) is an attractive technique for digital communication, with the development of the trellis coded modulation (TCM), the combination of TCM and CPM is largely applied to improve the performance of MCPM. However, the combination of TCM and CPM cannot utilize unattached differential encoding simply to solve the problem that phase offset caused. As a result, a rotational-invariance system of TCM_CPM is needed to solve the problem. This paper based on the Corneliu Eugen D.Sterian's design of the rotational-invariance TCM_QPSK (QPSK: quad phase shift keying) and TCM_QAM (QAM: quadrature amplitude modulation am), considered the characteristic of CPM, and made a rotational-invariance code design for the system of TCM_CPM, which ensure the system invariant to rotations of the signal constellation by symmetry angles. We did the simulation of rotational-invariance system of 32 states 8CPM and 4CPM TCM_CPM, with pi/4 rotational-invariance.
TCM_CPM系统的旋转不变性代码设计
连续相位调制(CPM)是一种极具吸引力的数字通信技术,随着栅格编码调制(TCM)技术的发展,连续相位调制与栅格编码调制的结合被广泛应用于提高连续相位调制的性能。然而,TCM和CPM的结合不能简单地利用无附加差分编码来解决相位偏移带来的问题。因此,需要一个TCM_CPM的旋转不变系统来解决这个问题。本文在Corneliu Eugen D.Sterian旋转不变性TCM_QPSK (QPSK:四相移键控)和TCM_QAM (QAM:正交调幅)设计的基础上,考虑到CPM的特性,对TCM_CPM系统进行了旋转不变性编码设计,保证了系统对信号星座对称角旋转的不变性。对具有pi/4旋转不变性的32种状态8CPM和4CPM TCM_CPM的旋转不变性系统进行了仿真。
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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