Abstract

Heavside's classical condition for distortionless signalling, g/c=r/l, is generalized to nonuniform transmission lines. The resulting class of nonuniform lines possesses several interesting properties, which are investigated in some detail. For instance, there exists a preferred direction for distortionless signalling, a phenomenon not observed with uniform lines. We also show that closed-form solutions to quite general wave propagation problems can be derived directly in the time domain.

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