1. Performance Analysis of uRLLC in scalable Cell-free RAN System
- Author
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Zhang, Ziyang, Wang, Dongming, Guo, Yunxiang, Cao, Yang, and You, Xiaohu
- Subjects
Computer Science - Information Theory ,Statistics - Applications - Abstract
As an essential part of mobile communication systems that beyond the fifth generation (B5G) and sixth generation (6G), ultra reliable low latency communication (uRLLC) places strict requirements on latency and reliability. In recent years, with the improvement of mobile communication network performance, centralized and distributed processing of cell-free mMIMO has been widely studied, and wireless access networks (RAN) have also become a widely studied topic in academia. This paper analyzes the performance of a novel scalable cell-free RAN (CF-RAN) architecture with multiple edge distributed units (EDUs) in the scenario of finite block length. The upper and lower bounds on its spectral efficiency (SE) performance are derived, and the complete set's formula and distributed processing can be used as their two exceptional cases, respectively. Secondly, the paper further considers the distribution of users and large-scale fading models and studies the position distribution of remote radio units (RRUs). It is found that a uniform distribution of RRUs is beneficial for improving the SE of finite block length under specific error rate performance, and RRUs need to be interwoven as much as possible under multiple EDUs. This is different from traditional multi-node clustering centralized collaborative processing. The paper compares the performance of Monte Carlo simulation and multi-RRU clustering group collaborative processing. At the same time, this article verifies the accuracy of the space-time exchange theory in the CF-RAN scenario. Through scalable EDU deployment, a trade-off between latency and reliability can be achieved in practical systems and exchanged with spatial degrees of freedom. This implementation can be seen as a distributed and scalable implementation of the space-time exchange theory.
- Published
- 2024