Erasure信道上闭环系统的多重描述编码

Jan Østergaard, D. Quevedo
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引用次数: 3

摘要

本文研究了闭环系统中的鲁棒源编码问题。特别地,我们考虑一个(可能)不稳定的LTI系统,它将通过网络来稳定。网络在编码器(控制器)和解码器(设备)之间的数据速率有限(数字)前向信道上具有随机延迟和擦除。假设从解码器到编码器的反馈通道是无噪声的。由于前向信道是数字化的,我们需要采用量化。我们结合了两种技术来提高系统的可靠性。首先,为了保证系统在丢包和延迟期间保持稳定,我们传输量化控制向量,其中包含解码器的当前控制值以及未来预测的控制值。其次,我们利用基于前向纠错码的多重描述编码来进一步增强对数据包擦除的鲁棒性。特别地,我们传输了M个冗余数据包,这样当接收到任意J个数据包时,当前控制信号以及J-1个未来控制信号可以在解码器上可靠地重建。我们通过证明系统可以被转换为马尔可夫跳变线性系统来证明受量化约束、随机丢失和延迟影响的稳定性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multiple Description Coding for Closed Loop Systems over Erasure Channels
In this paper, we consider robust source coding in closed-loop systems. In particular, we consider a (possibly) unstable LTI system, which is to be stabilized via a network. The network has random delays and erasures on the data-rate limited (digital) forward channel between the encoder (controller) and the decoder (plant). The feedback channel from the decoder to the encoder is assumed noiseless. Since the forward channel is digital, we need to employ quantization. We combine two techniques to enhance the reliability of the system. First, in order to guarantee that the system remains stable during packet dropouts and delays, we transmit quantized control vectors containing current control values for the decoder as well as future predicted control values. Second, we utilize multiple description coding based on forward error correction codes to further aid in the robustness towards packet erasures. In particular, we transmit M redundant packets, which are constructed such that when receiving any J packets, the current control signal as well as J-1 future control signals can be reliably reconstructed at the decoder. We prove stability subject to quantization constraints, random dropouts, and delays by showing that the system can be cast as a Markov jump linear system.
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