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GRAPH THEORETIC QUANTUM FIELD SYSTEM MODELLING FOR QUANTUM INFORMATION COMPUTATION CIRCUITS AND ALGORITHMS

Dayal Pyari Srivastava

Published Mar 9, 2013• 2 citations
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Microwave circuits play a crucial role in modern communication systems, with nonlinearities being a critical aspect of their operation. The advent of continuous-variable quantum computation has opened new avenues for modelling and analyzing such circuits, offering promising solutions to longstanding challenges. In this study, we leverage continuous-variable quantum computation techniques to model, analyze, and design nonlinear microwave circuits. We develop novel methodologies that harness the power of quantum algorithms to simulate the behavior of complex microwave circuits accurately. Our work contributes to the intersection of microwave engineering and quantum computation by offering innovative approaches for understanding nonlinear behavior in microwave circuits. We bridge the gap between theoretical quantum concepts and practical microwave circuit design, enabling more efficient and reliable circuit implementations. Through simulations, we demonstrate the effectiveness of our proposed methodologies in accurately capturing the nonlinear behavior of microwave circuits. Our findings showcase significant improvements in circuit performance, paving the way for advanced designs with enhanced functionality and efficiency.

ICTACT Journal on Microelectronics•Apr 1, 2024•0 citations
Microwave circuits play a crucial role in modern communication systems, with nonlinearities being a critical aspect of their operation. The advent of continuous-variable quantum computation has opened new avenues for modelling and analyzing such circuits, offering promising solutions to longstanding challenges. In this study, we leverage continuous-variable quantum computation techniques to model, analyze, and design nonlinear microwave circuits. We develop novel methodologies that harness the power of quantum algorithms to simulate the behavior of complex microwave circuits accurately. Our work contributes to the intersection of microwave engineering and quantum computation by offering innovative approaches for understanding nonlinear behavior in microwave circuits. We bridge the gap between theoretical quantum concepts and practical microwave circuit design, enabling more efficient and reliable circuit implementations. Through simulations, we demonstrate the effectiveness of our proposed methodologies in accurately capturing the nonlinear behavior of microwave circuits. Our findings showcase significant improvements in circuit performance, paving the way for advanced designs with enhanced functionality and efficiency.