Abstract
The short length effect on the electromigration (EM) lifetime is a valuable resource to increase current limits in advanced circuits. We model the effect with variable (current density j sensitive) current exponent n for short leads and calculate how much lifetime margin should be observed for a certain EM rule relaxation. The shorter leads have larger (variable) n so that the EM lifetime decreases faster as the current density increases. We utilize an empirical relationship for the dependence of n on j, which includes a parameter nBS for short leads. We find that to achieve a 2times EM rule relaxation, we must confirm > 25times EM lifetime for nBS = 3 and > 125times for nBS = 5. We illustrate an empirical approach for determining nBS
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