Cognitive radio networks (CRNs) and millimeter wave (mmWave) communications are two major technologies to enhance the spectrum efficiency (SE). Considering that the SE improvement in the CRNs is limited due to the interference temperature imposed on the primary user (PU), and the severe path loss and high directivity in mmWave communications make it vulnerable to blockage events, we introduce an intelligent reflecting surface (IRS) into mmWave CRNs. Due to the estimation mismatch and the passivity of Eavesdroppers (Eves), perfect channel state information (CSI) of wiretap links is challenging to obtain, which promotes our research on robust secure beamforming (BF) design in the IRS-assisted mmWave CRNs. This paper considers the collaborate scenario of Eves, which allows us to investigate the BF design in the harsh eavesdropping environment. Specifically, by using a uniform linear array (ULA) at the cognitive base station (CBS) and a uniform planar array (UPA) at the IRS, and supposing that imperfect CSIs of angle-of-departures for wiretap links are known, we formulate a constrained problem to maximize the worst-case achievable secrecy rate (ASR) of the secondary user (SU) by jointly designing the transmit BF at the CBS and reflect BF at the IRS. To solve the non-convex problem with coupled variables, an efficient alternating optimization algorithm is proposed. Finally, simulation results indicate that the ASR performance of our proposed algorithm has a small gap with that of the optimal solution with perfect CSI compared with the other benchmarks.
翻译:认知式无线电网络(CRNs)和毫米波波(mmWave)通信是提高频谱效率的两个主要技术。考虑到CRNS的SE改进有限,因为对主用户(PU)的干扰温度,以及毫米Wave通信中严重路径丢失和高度直接性使其容易受到阻塞事件的影响,我们将智能反射表面(IRS)引入mmWave CRNs。由于Eaves(Eves)的估算不匹配和被动性,窃听器连接的完美频道状态信息(CSI)很难获得,这促进了我们对IRS-辅助的毫米Wave CRNs中稳健的安全波成型设计的研究。本文考虑了Eveos的合作情景,这使我们能够在严酷的eaveslopping环境中调查BF设计。具体来说,由于在IRS的认知基站(CBS)使用统一的线性阵列(ULA)和统一计划阵列(UPA)在IRS(I)的精确度差距上,以及SIS(SU)的拟议不完善的CSI-SLial-Silalal-dealalalal-Lislational)的Slational-Lislick 和Sildal-Lisl)的Slental-Lisl)建议, 在我们所的Sleval-SLismax(Sl)的Sl)的SLisal-SLismax的Sl 和最不完善的SLisal-Sl)的Sildalisalisaltialisl 的Sladal 和最接近性分析式的SLisl 的SLisal-laxxxx 的S)建议,这是我们所的SLisal-labal-ladal-ladal-ladal-ladal-ladal-ladal-ladal-ladal-ladal-ladal-ladal-lad 的Sl 的Sladal-lad-lad 的Slad-ladal-ladal-lad 的Slad 和最不完善的SLisal-ladal-lad 的Sla