Robust secure charge-sharing symmetric adiabatic logic against side-channel attacks

摘要

This paper implements our proposed charge-sharing symmetric adiabatic logic (CSSAL) into the cellular multiplier used in finite field over GF(2^m) arithmetic using secure system for resistant against side-channel attacks. To validate our proposed logic, we have evaluated the current traces and energy dissipation of the individual secure adiabatic logics; proposed CSSAL, secure adiabatic logic, symmetric adiabatic logic, 2N-2N2P, and the conventional three-phase dual-rail pre-charged logic. Furthermore, the thoroughly investigation and comparative study on the logic's resistance and the energy efficiency in the multiplier over GF(2^m) have been conducted. Based on the obtained SPICE simulation results, we deduce that, the proposed typical logics is stronger against differential power analysis and more robust for differential electromagnetic analysis attacks, because it consumes constant low power and uniformly low peak current since ever in the literature.