Secrecy Analysis of Energy-Harvesting Backscatter Communications with Tag Selection in Nakagami-m Fading
Mohammad Nafees, Dharmendra Dixit, Arvind Kumar
TL;DR
This work addresses secrecy in energy-harvesting backscatter communications over Nakagami-$m$ fading by analyzing four tag-selection schemes (SOTS, METS, OTS, RTS). It derives closed-form and asymptotic expressions for secrecy outage probability and intercept probability, leveraging the non-linear EH model and Gamma-distributed fading components. The results reveal how the number of tags, node distances, and secrecy-rate thresholds shape security performance, with Rayleigh fading ($m=1$) recovered as a special case. Numerical results validate the analytical expressions and show that optimal tag selection (OTS) yields the strongest secrecy, while random selection (RTS) performs worst, providing practical guidance for secure BackCom deployments. The high-SNR asymptotics offer insightful scaling laws and verify robustness across parameter variations.
Abstract
Backscatter communication is an energy-efficient technique that enables sustainable wireless connectivity with a minimal environmental impact. In this paper, the secrecy performance of practical non-linear energy-harvesting backscatter communications with various tag selection schemes is analyzed in Nakagami-m fading channels. We consider four tag selection schemes: sub-optimal, minimal eaves-dropping, optimal, and random tag selection. Closed-form expressions for secrecy outage probability (SOP) and intercept probability (IP) are derived for each scheme, along with asymptotic expressions to provide deeper insights. The impact of system and fading parameters on SOP and IP is investigated, and simulation results are presented to validate the accuracy of the analytical expressions.
