On synthesis of reactance network shaping a monocycle pulse

This paper describes a synthesis procedure to yield a network that has a monocycle pulse (monopulse) step response. In this paper, the monopulse is considered as a sinusoid pulse having the step function envelope with duration equal to one period of this sinusoid. The Laplace transform of this monopulse is approximated using the expansions of sinusoidal functions in infinite products in the real and imaginary parts of the transform. Then, using a finite number of terms in these products one can obtain a realizable transfer function. An example of realization is given in the paper.