The article explores chaotic patterns in a new mathematical model that combines fractional order differential logistic maps with spatial connections. By using nonlinear chaotic maps to link different areas, the model can create complex and unpredictable behaviors. The researchers found that this model can break traditional limits and exhibit chaotic states beyond what was previously thought possible. They used various methods to study the chaotic dynamics and found that the model could be useful for encryption, as demonstrated in a color image encryption scheme.