EM and Power SCA-Resilient AES-256 Through >350× Current-Domain Signature Attenuation and Local Lower Metal Routing

Abstract

Mathematically secure cryptographic algorithms, when implemented on a physical substrate, leak critical “side-channel” information, leading to power and electromagnetic (EM) analysis attacks. Circuit-level protections involve switched capacitor, buck converter, or series low-dropout (LDO) regulator-based implementations, each of which suffers from significant power, area, or performance tradeoffs and has only achieved a minimum traces to disclosure (MTD) of $10M$ till date. Utilizing an in-depth white-box model, this work, for the first time, focuses on signature suppression in the current domain, which provides an $Attenuation^{2}$ enhancement in MTD, leading to orders of magnitude improvement in both power and EM side-channel analysis (SCA) immunities. Using a combination of current-domain “signature attenuation” (CDSA) along with local lower level metal routing, the critical correlated information in the crypto current is significantly suppressed before it reaches the supply pin. Especially, to prevent the EM leakage from its source (metal layers carrying the correlated crypto current acting as antennas), this work embraces lower level metal routing of the CDSA embedding the crypto-IP so that the signature becomes highly suppressed before it passes through the higher metal layers (which radiates significantly) to connect to the external pin. The 65-nm CMOS test chip contains both protected and unprotected parallel AES-256 implementations, running at a clock frequency of 50 MHz. Test vector leakage assessment (TVLA) on the protected CDSA-AES, demonstrated with on-chip measurements for the first time, shows that the higher level metal layers leak significantly more compared with the lower level metal routing. Correlational power and EM analysis (CPA/CEMA) attacks on the unprotected implementation were able to extract the secret key within $8k$ and $12k$ traces, respectively, while the protected CDSA-AES could not be broken even after $1B$ encryptions for both power and EM SCA, evaluated both in the time and frequency domains, showing an improvement of $100\times $ over the prior state-of-the-art countermeasures with comparable power and area overheads.