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Compander Design for OFDM PAPR Reduction Using Optimal Perturbation of Piecewise Linear Segments

机译:使用分段线性段的最优摄动的OFDM PAPR降低压缩扩展器设计

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摘要

In this paper, we develop an optimal perturbation approach to design companders to mitigate the peak-to-average power ratio problem experienced by orthogonal frequency division multiplexing (OFDM) signals. Specifically, we generalize single-linear component design approaches, which modify the Rayleigh-distributed OFDM signal amplitude tail, to use of multiple contiguous piecewise linear components. The new compander design approach defines and solves a constrained optimization problem to optimally perturb a given proposed multicomponent piecewise linear segment set to meet the power and probability density function constraints. The use of multiple piecewise linear components provides greater design flexibility to meet the constraints, thus providing solutions for pairs of inflection points and cutoff values where more rigidly designed companders fail to exist. We present examples of compander design, and demonstrate compander performance through numerical simulation. The new compander design approach can generate companders that offer performance improvements over current companders.
机译:在本文中,我们开发了一种最佳的扰动方法来设计压缩扩展器,以减轻正交频分复用(OFDM)信号遇到的峰均功率比问题。具体而言,我们推广了单线性分量设计方法,该方法将瑞利分布的OFDM信号幅度尾部修改为使用多个连续的分段线性分量。新的压缩扩展器设计方法定义并解决了约束优化问题,以最佳地扰动给定的拟议多分量分段线性段集,以满足幂和概率密度函数约束。多个分段线性组件的使用提供了更大的设计灵活性来满足约束条件,从而为无法提供更严格设计的压扩器的拐点和临界值对提供了解决方案。我们提供压缩扩展器设计的示例,并通过数值模拟演示压缩扩展器的性能。新的压缩扩展器设计方法可以生成与现有压缩扩展器相比性能有所提高的压缩扩展器。

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