On the Latency, Rate and Reliability Tradeoff in Wireless Networked Control Systems for IIoT
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arXiv
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| Main Authors: | , , , , , |
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| Format: | Preprint |
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2020
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| _version_ | 1866913566356930560 |
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| author | Liu, Wanchun Nair, Girish Li, Yonghui Nesic, Dragan Vucetic, Branka Poor, H. Vincent |
| author_facet | Liu, Wanchun Nair, Girish Li, Yonghui Nesic, Dragan Vucetic, Branka Poor, H. Vincent |
| contents | Wireless networked control systems (WNCSs) provide a key enabling technique for Industry Internet of Things (IIoT). However, in the literature of WNCSs, most of the research focuses on the control perspective, and has considered oversimplified models of wireless communications which do not capture the key parameters of a practical wireless communication system, such as latency, data rate and reliability. In this paper, we focus on a WNCS, where a controller transmits quantized and encoded control codewords to a remote actuator through a wireless channel, and adopt a detailed model of the wireless communication system, which jointly considers the inter-related communication parameters. We derive the stability region of the WNCS. If and only if the tuple of the communication parameters lies in the region, the average cost function, i.e., a performance metric of the WNCS, is bounded. We further obtain a necessary and sufficient condition under which the stability region is $n$-bounded, where $n$ is the control codeword blocklength. We also analyze the average cost function of the WNCS. Such analysis is non-trivial because the finite-bit control-signal quantizer introduces a non-linear and discontinuous quantization function which makes the performance analysis very difficult. We derive tight upper and lower bounds on the average cost function in terms of latency, data rate and reliability. Our analytical results provide important insights into the design of the optimal parameters to minimize the average cost within the stability region. |
| format | Preprint |
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arxiv_https___arxiv_org_abs_2007_00256 |
| institution | arXiv |
| publishDate | 2020 |
| record_format | arxiv |
| spellingShingle | On the Latency, Rate and Reliability Tradeoff in Wireless Networked Control Systems for IIoT Liu, Wanchun Nair, Girish Li, Yonghui Nesic, Dragan Vucetic, Branka Poor, H. Vincent Information Theory Systems and Control Wireless networked control systems (WNCSs) provide a key enabling technique for Industry Internet of Things (IIoT). However, in the literature of WNCSs, most of the research focuses on the control perspective, and has considered oversimplified models of wireless communications which do not capture the key parameters of a practical wireless communication system, such as latency, data rate and reliability. In this paper, we focus on a WNCS, where a controller transmits quantized and encoded control codewords to a remote actuator through a wireless channel, and adopt a detailed model of the wireless communication system, which jointly considers the inter-related communication parameters. We derive the stability region of the WNCS. If and only if the tuple of the communication parameters lies in the region, the average cost function, i.e., a performance metric of the WNCS, is bounded. We further obtain a necessary and sufficient condition under which the stability region is $n$-bounded, where $n$ is the control codeword blocklength. We also analyze the average cost function of the WNCS. Such analysis is non-trivial because the finite-bit control-signal quantizer introduces a non-linear and discontinuous quantization function which makes the performance analysis very difficult. We derive tight upper and lower bounds on the average cost function in terms of latency, data rate and reliability. Our analytical results provide important insights into the design of the optimal parameters to minimize the average cost within the stability region. |
| title | On the Latency, Rate and Reliability Tradeoff in Wireless Networked Control Systems for IIoT |
| topic | Information Theory Systems and Control |
| url | https://arxiv.org/abs/2007.00256 |