In this paper a new modeling methodology to characterize failure processes in digital computers due to hardware transients is presented. The basic assumption made is that system sensitivity to hardware transient errors is a function of critical resources usage. The failure rate of a given resource is approximated by a deterministic function of time, depending on the average workload of that resource, plus a Gaussian process. The probability density function of the time to failure obtained under this assumption has a decreasing hazard function, explaining why decreasing hazard function densities such as the Weibull fit experimental data so well. Data on transient errors obtained from several systems are analyzed. Statistical tests confirm the good fit between decreasing hazard distributions and actual data. Finally, models of common fault-tolerant redundant structures are developed using decreasing hazard function distributions. The analysis indicates significant differences between reliability predictions based on the exponential distribution and those based on decreasing hazard function distributions. Reliability differences of 0.2 and factors greater than 2 in Mission Time Improvement are seen in model results. System designers should be aware of these differences.

This is an elaboration of the paper `Synchronization and matching in redundant systems' by Davies and Wakerly (ibid., vol.27, p.531-9, 1978). The design of voters for synchronization is strongly dependent on the signaling convention used. This correspondence presents voter designs for three different signaling conventions (transition, level, and pulse). The issue of improved voter performance is also addressed.