| Abstract: | In this paper, we propose an efficient and promising soft error tolerance approach for arithmetic circuits with high performance and low area overhead. The technique is applied for designing soft error tolerant adders and is based on the use of a fault tolerant C-element connecting a given adder output to one input of the C-element while connecting a delayed version of that output to the second input. It exploits the variability of the delay of the adder output bits, in which the most significant bits (MSBs) have longer delay than the least significant bits (LSBs), by adding larger delay to the LSBs and smaller delay to the MSBs to guarantee full fault tolerance against the largest pulse width of transient error (soft error) for the available technology with minimum impact on performance. To guarantee fault protections for transistors feeding outputs with smaller added delay, the technique utilizes transistor scaling to ensure that the injected fault pulse width is less than the added delay of the second output of the C-element. Simulation results reveal that the proposed technique takes precedence over other techniques in terms of failure rate, area overhead, and delay overhead. The evaluation experiments have been done based on simulations at the transistor level using HSPICE to take care of temporal masking combined with electrical masking. In comparison to TMR, the technique achieves 100% reliability with 31% reduction in area overhead without impacting performance in the case of a 32-bit adder, and 42% reduction in area overhead and 5% reduction in performance overhead in the case of a 64-bit adder. While our proposed technique achieves area reduction of 4.95% and 9.23% in comparison to CE-based DMR and Feedback-based DMR techniques in the case of a 32-bit adder, it achieves area reduction of 19.58% and 23.24% in the case of a 64-bit adder. |
