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for testability are discussed in detail. These include techniques which can be applied to today's tehnologies and techniques which have been recently introduced and will soon appear in new designs.
On discrete hazard functions A. A. SALVIA and R. C. BOLLINGER IEEE Trans. Reliab. R-31 (5), 458 (1982) This paper describes basic results about discrete hazard functions. Several of these results have parallels in the continuous case. Two theorems in section three are presented. The first provides a basis for selecting hazard functions; the cumulative hazard must become infinite. The second describes the limiting behaviour of residual lifetime. Several open questions are posed in section four.
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normal ageing trend is a stead), increase in resistance at a rate influenced by various factors such as manufacturing. origin, resistivity, electrical bias, environment, and encapsulation. The majority of the increases vary with the square-root of time, consistent with a diffusion-controlled degrada