Stochastic generation in a Josephson-like antiferromagnetic spin Hall oscillator driven by a pure AC current

We demonstrate numerically that a pure time-harmonic bias AC current of some particular amplitude $\tau_f$ and angular frequency $\omega_f$ can excite the chaotic magnetization dynamics in a Josephson-like antiferromagnetic (AFM) spin Hall oscillator (SHO) having a biaxial magnetic anisotropy of an AFM layer. The nature of such a stochastic generation regime in a Josephson-like AFM SHO could be explained by the random hopping of the SHO's work point between several quasi-stable states under the action of applied AC current. We revealed that depending on the $\omega_f/\tau_f$ ratio several stochastic generation regimes interspersed with regular generation regimes can be achieved in an AFM SHO that can be used in spintronic sources of random signals and various nano-scale devices utilizing random signals including the spintronic p-bit device considered in this paper. The obtained results are important for the development and optimization of spintronic devices able to generate and process (sub-)THz-frequency random signals promising for ultra-fast probabilistic computing, cryptography, secure communications, etc.