Time and Frequency Domain Description of Gilbert-Elliott Data Loss Models

András Palkó, L. Sujbert
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引用次数: 2

Abstract

Nowadays, the usage radio channel or Internet connection grows for real-time transmission of measurement data or signals. For these applications, not reliable communication needs to be analyzed from a signal processing point of view. Our paper contributes to this topic with the analysis of data loss as a signal distorting phenomenon. The paper contains a possible mathematical description of the data loss via the indicator function. Moreover, the Gilbert-Elliott data loss model class is presented, which gives a framework to analyse numerous data loss phenomena in general. In order to analyse the data loss in the frequency domain, the spectrum of the indicator function is required. This paper presents the derivation of the power spectral density of the Gilbert-Elliott model. The paper reviews a possible identification method for the simpler models derived from the Gilbert-Elliott model. Theoretical analysis and simulations are supported by measurements. The measurement results are used to show how the data loss models function in practice.
吉尔伯特-艾略特数据丢失模型的时频域描述
如今,为了实时传输测量数据或信号,越来越多地使用无线电信道或互联网连接。对于这些应用,不可靠的通信需要从信号处理的角度进行分析。本文通过分析作为信号失真现象的数据丢失,为这一主题做出了贡献。本文通过指标函数对数据丢失进行了可能的数学描述。此外,还提出了吉尔伯特-艾略特数据丢失模型类,它为分析一般的数据丢失现象提供了一个框架。为了分析频域上的数据丢失,需要对指示函数的谱进行分析。本文给出了吉尔伯特-艾略特模型的功率谱密度的推导。本文综述了一种可能的识别方法,用于从吉尔伯特-艾略特模型推导出的简单模型。理论分析和仿真得到了实测数据的支持。测量结果说明了数据丢失模型在实际应用中的作用。
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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