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Slicing Resource Allocation for eMBB and URLLC in 5G RAN

机译:在5G ran中切割embb和urllc的资源分配

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This paper investigates the network slicing in the virtualized wireless network. We consider a downlink orthogonal frequency division multiple access system in which physical resources of base stations are virtualized and divided into enhanced mobile broadband (eMBB) and ultrareliable low latency communication (URLLC) slices. We take the network slicing technology to solve the problems of network spectral efficiency and URLLC reliability. A mixed-integer programming problem is formulated by maximizing the spectral efficiency of the system in the constraint of users’ requirements for two slices, i.e., the requirement of the eMBB slice and the requirement of the URLLC slice with a high probability for each user. By transforming and relaxing integer variables, the original problem is approximated to a convex optimization problem. Then, we combine the objective function and the constraint conditions through dual variables to form an augmented Lagrangian function, and the optimal solution of this function is the upper bound of the original problem. In addition, we propose a resource allocation algorithm that allocates the network slicing by applying the Powell–Hestenes–Rockafellar method and the branch and bound method, obtaining the optimal solution. The simulation results show that the proposed resource allocation algorithm can significantly improve the spectral efficiency of the system and URLLC reliability, compared with the adaptive particle swarm optimization (APSO), the equal power allocation (EPA), and the equal subcarrier allocation (ESA) algorithm. Furthermore, we analyze the spectral efficiency of the proposed algorithm with the users’ requirements change of two slices and get better spectral efficiency performance.
机译:本文调查了虚拟化无线网络中的网络切片。我们考虑一个下行链路正交频分多址系统,其中基站的物理资源被虚拟化,并分为增强的移动宽带(embb)和超可泡的低延迟通信(URLLC)切片。我们采用网络切片技术解决网络谱效率和URLLC可靠性问题。通过在两个切片的用户要求的约束中最大化系统的频谱效率,即emb切片的要求以及每个用户的高概率的Urllc切片的要求来制定混合整数的编程问题。通过转换和松弛整数变量,原始问题近似于凸优化问题。然后,我们将客观函数和约束条件组合通过双变量来形成增强拉格朗日函数,并且该函数的最佳解决方案是原始问题的上限。此外,我们提出了一种资源分配算法,通过应用Powell-hestenes-Rockafellar方法和分支和绑定方法来分配网络切片,获得最佳解决方案。仿真结果表明,与自适应粒子群优化(APSO),等功率分配(EPA)和相等的子载波分配(ESA)相比,模拟结果表明,建议的资源分配算法可以显着提高系统和URLLC可靠性的频谱效率和URLLC可靠性。算法。此外,我们分析了所提出的算法的频谱效率,用户的要求改变了两个切片,并获得了更好的光谱效率性能。

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