Entangled microwave photons generation using cryogenic low noise amplifier (transistor nonlinearity effects)

This article mainly focuses on important quantum phenomenon called entanglement arising the nonlinearity property. This study uses a unique approach in which transistor nonlinearity effect (third-order nonlinearity) entangled microwave photons are created in a cryogenic low-noise amplifier (LNA). For entanglement analysis, the Hamiltonian of the designed cryogenic LNA (containing two coupled oscillators) is derived, and then, using the dynamic equation of motion, the oscillator's number of photons and the phase-sensitive cross-correlation factor are calculated in the Fourier domain to calculate the entanglement metric. The oscillators are coupled to each other through the gate-drain capacitor, and nonlinear transconductance is as an important factor strongly manipulating the entanglement. As a main conclusion, the study shows that the designed circuit using transistor third-order nonlinearity has the ability to generate the entangled microwave photons at very low intrinsic transconductance and more importantly when the noise figure (NF) is strongly minimized. As a complementary task, the printed circuit board of the cryogenic LNA is designed and simulated to verify the ability of the circuit to achieve an ultralow NF, by which the probability of the generation of entangled microwave photons is increased.

Automated summary

This article focuses on the entanglement phenomenon in quantum physics and its nonlinearity property. It presents a unique approach to create entangled microwave photons using the third-order nonlinearity effect in a cryogenic low-noise amplifier (LNA). The study shows that the designed circuit with transistor third-order nonlinearity can generate entangled microwave photons at low intrinsic transconductance and minimized noise figure (NF).