PhD Thesis Defense

Title: Studies of Parametric Devices: Josephson Parametric Amplifier and Josephson Parametric Converter for Amplification and  Two-Mode Correlations

Speaker: Ms. Lipi Arvind Bhai Patel

Supervisor: Prof. Baladitya Suri (IAP)

Time/Date:   10:30 AM / 21st April 2026

Venue: S V Narasaiah Auditorium, IAP Department

Abstract:

Quantum Computing and Quantum Information rely on quantum mechanical  principles to gain advantages over classical systems. The basic unit of  information is the

qubit, which is the quantum analog of the classical bit. Accurate qubit  readout is a key requirement for dependable gate operations and the implementation of  quantum algorithms. To enable this, Josephson parametric devices such as JPAs,  JPCs, and TWPAs are widely used.

This thesis presents detailed theoretical and experimental studies of  Josephson Para-

metric Amplifiers (JPAs), Josephson Parametric Converters (JPCs), and  their engineer-

ing. The first part of the thesis focuses on JPAs with full sine  nonlinearity. This is followed by the introduction of the Impedance-Engineered Josephson  Parametric Am-

plifier with Single-Step Lithography. Here, we develop a  first-principles theoretical model to compute the gain of an impedance-engineered JPA, explicitly  accounting for

the full nonlinearity of both the JPA and the impedance transformer.  This work marks a significant advancement over earlier models, which were restricted to  lowest-order

nonlinearities and linear transformers. Furthermore, the complete device  is experimentally realized using a single-step e-beam lithography process.

In the second part of the thesis, we discuss the three-wave mixing  non-degenerate amplification mode of the Josephson Parametric Converter (JPC).  Experimental results from the fabricated device are presented, followed by the development of  a theoretical model for impedance engineering in JPCs. This approach enables broadband  amplification at two distinct frequencies. The impedance engineering is carried  out using the self-energy formalism, extending the earlier work of Tanay Roy.

In the final part of the thesis, we discuss the generation of Two-Mode  Squeezed (TMS) states using the JPC. We experimentally demonstrate the two-mode  correlations in the quantum noise generated by the device. This section further  discusses the key factors that can degrade or destroy TMS, and concludes with possible  directions for improvement to achieve robust TMS state generation.