Quantum Fourier Transformation and Clifford Gate-Driven Secure Communication Model for Smart Grid Environments
Pooja Rani, Ashutosh Kumar Singh, Anshu Parashar +1 more
The intermittent communication of power usage information in smart grids (SGs) is highly susceptible to potential cyberattacks, which is protected by classical public-key cryptosystems. However, recent advancements in the field of quantum computing have rendered these cryptosystems trivially insecure, triggering the immediate requirement for a highly resilient data communication scheme. This paper addresses the above-mentioned issue by designing a Quantum Encryption and Quantum Fourier Transformation (QFT) based secure data communication and aggregation model (QC-EAM) for SG environments. QC-EAM enables the power consumption data of the users to be encrypted using truly random encryption keys, ensuring unconditional security, while group homomorphism of Clifford Gates is utilized to achieve homomorphic evaluation of the encrypted quantum states. Moreover, a quantum-based data aggregation circuit is developed that performs QFT over the encrypted quantum states, yielding a secure and aggregated state. Furthermore, entanglement swaps-based quantum networking is considered as an enabling infrastructure for the proposed scenario, ensuring preservation of highly susceptible quantum states. The experimental evaluation of QC-EAM is achieved through classical computer-based simulations and tested on actual quantum system, provisioned through the IBM Qiskit platform. Statistical measurements of quantum circuits yield significantly accurate results, proving the validity of QC-EAM. Moreover, a thorough security analysis is also provided that confirms the perfect security achieved through maximally mixed states.
IEEE Transactions on Dependable and Secure Computing•Dec 3, 2025•0 citations