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Adaptive Coexistence of Delay Sensitive and Delay Tolerant MTC Devices: A Control Theoretic Approach

journal contribution
posted on 2022-02-11, 00:00 authored by Shiva PokhrelShiva Pokhrel, Jinho Choi
We consider future cellular networks and study the coexistence of delay-sensitive (DS) and delay-tolerant (DT) devices in machine-type communication (MTC). DS devices require to minimize access delay for their low delay requirements; in contrast, DT devices have flexible delay constraints. For reducing access delay, we extend our fast retrial idea 1 in the data transmissions when a group of preambles is divided into two subsets to support the time-varying nature of the traffic from DS devices. We focus on the stability dynamicsby design-we derive convergence conditions by using a control-theoretic approach in terms of variation in (i) the arrival rates, (ii) buffer sizing at the devices, (iii) the number of preambles, and (iv) the number of DS devices. More importantly, we discover a novel adaptive algorithm that dynamically allocates the number of preambles for DS, thus guaranteeing stability by design. We validate our findings with extensive simulations. Besides, we develop a novel framework that describes how the control theory idea can be applied to address the issue of how to track the buffers and handle coexistence in such a diverse network environment under realistic application constraints. Our extension to the control-theoretic idea predicts whether the overall system is stable, i.e. whether data flows are desynchronized. Given the data flows are desynchronized, small buffers are always sufficient. Our approach shows that a smaller DS buffer often promotes desynchronization-a virtuous cycle.

History

Journal

IEEE Internet of Things Journal

Volume

9

Pagination

1-11

Location

Piscataway, New Jersey

ISSN

2327-4662

eISSN

2327-4662

Language

eng

Notes

In press

Publication classification

C1 Refereed article in a scholarly journal

Issue

17

Publisher

Institute of Electrical and Electronics Engineers