Abstract
This paper investigates the dynamic behavior of a system of two multivibrators. It is shown that the characteristics of synchronization states of multivibrators are coupled in a particular manner and their approach to synchronization can be tackled analytically without approximations. This can be regarded as an advancement, since most of the analytical work on coupled oscillators attain results only by resorting to an approximate mathematical method.It has been shown that the results obtained for coupled multivibrators are similar to those of sinusiodai oscillators.Such systems are important in the fields of theoretical biology, communication, radar system technology, and coupled solar cells.