This work shows the linear symmetric one-way synchronization of two chemical systems of different nature, whose individual dynamics is described by a system of nonlinear differential equations. Shows the evolution of the dynamics of synchronization solutions periodical as it increases the coupling, and certain value for parameter particular emerges a state of intermittent chaos that is corroborated by Fast Transformed of Fourier, autocorrelation function, the maximum Lyapunov exponent, fractal dimension and diagram of recurrence of the time series obtained from numerical coupled system solution. Is methodology could help to understand the complex dynamics of those rhythms circadian in mammals.