A.V. Dem-yanenko - Ph.D. (Eng.), Associate Professor, Department of Antennas and Radio Transmitting Equipments, Southern Federal University (Taganrog). E-mail: demalex@inbox.ru

It is known that in nonlinear dynamical system it is possible to appear of various oscillating modes including chaotic modes. Furthermore these modes can be stable and unstable and composing in aggregate more complex oscillating processes. Thereupon problem of solution acceptance with certain characteristics under various research systems - parameters is interesting both for theoretical and practical points of view. It is need to note that in nonlinear dynamics especially in chaotic dynamics investigation of changing phase space structure for example under system primary parameters free changing is one of the actual problems. In this work solution of IMPATT oscillators - equation with a glance of the own reflected from the load signal. For transformation system to the chaotic mode it is need to introduce into oscillators - structure of inertial feedback that allow supplying to the systems - input own delayed signal. In microwave band for this it is need to introduce into the output transmission line of discontinuity that will provokes appearance of output signal reflecting with a certain reflection rate k and this signal will come back to the system with a certain phase delay. Possibility of microwave IMPATT generator oscillating states control with a glance of discontinuity that is mismatching output transmission line with an oscillators - load.

 

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