In the case of irradiating an object to be identified by ultrashort-pulse antennas, the goal of the most efficient reception of reflected signals arises. In this case, it is necessary to provide the most consistent time diagrams for both the signal being reflected from the object and the signal at the input of a receiver. It is well known that the characteristics of a receiver can be described in terms of a linear stationary dynamic transformation linking input and output signals. Therefore, we need to find the functional description of the corresponding pulsed transition function that ensures the minimal divergence of the signal being reflected from that at the receiver output. In addition, it is desirable to provide operation conditions for the receiver that correspond to the minimization of residual radiation. This radiation arises by virtue of both a certain time stretching of a signal emitted by the antenna and dynamic distortions occurring while the signal propagates through the medium prior to reaching the object, as well as after the reflection. To this aim, it is rather reasonable to apply a supplementary correcting signal to the input of the receiver along with the signal reflected from the object under study. This correcting signal provides partially or complete quenching of a signal at the receiver output at a prescribed moment of time.
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