In this paper

we analyze some general features of the nonlinear dynamic activities of the Coupled Logistic Map.We find that

for the difference of the selected values of the three control parameters

chaotic patterns of the Coupled Logistic Map may emerge out of Feigenbaum route

the Ruelle Takens Newhouse Scenario and Pomeau Manneville route respectively.However

there exist large regions of control parameter space where the approaches to chaos have something to do with Hope bifurcation and we can observe phase locking and quasiperiodic motion on these routes.At the same time

the researches on the fractal images of the Coupled Logistic Map make it clear that when the control parameters are different

the fractal images are different from each other and these fractal images exhibit the fractal property of self similarity.