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Shaping a distributed-RC line to minimize Elmore delay | IEEE Journals & Magazine | IEEE Xplore

Shaping a distributed-RC line to minimize Elmore delay


Abstract:

Euler's differential equation of the calculus of variations is used to determine the shape of a distributed-RC wire that minimizes Elmore delay. In two dimensions the opt...Show More

Abstract:

Euler's differential equation of the calculus of variations is used to determine the shape of a distributed-RC wire that minimizes Elmore delay. In two dimensions the optimal shape is an exponential taper. In three dimensions the optimal shape is a frustum of a cone.
Page(s): 1020 - 1022
Date of Publication: 31 December 1995

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