On synthesis of pulse-transforming linear networks

The paper demonstrates how the pulse h(t), the Laplace transform H(s) of which is an algebraic ratio with poles and zeros located in the left half of the s-plane, can be transformed into a pulse described by the first semi-period of the function sin^mt (0 ≤ t ≤ π) where t is normalized time. A realizable transfer function of the network which makes this transformation possible is calculated. The examples given describe the calculation procedure and demonstrate some pitfalls of the approach.