New perspectives of hybrid granular chaotic systems and their significance

Abstract

This work investigates the nonlinear differential equations which have emerged as a substantial concentration of research within a multifariousness of nonlinear disciplines of science and the model computations elucidate the chaotic-coherence radiations with their corresponding convection parameters. The solution for droplets, temperature and chaotic properties of the systems is drawn using the nonlinear dynamics procedure and thus the graphical interpretation is carried out for the system controlling parameters. The significance of pertinent chaotic systems with correlations and their parameters is visualized graphically through the hybrid granular model. In particular, the chaotic-coherent profile is described with the statistical analysis for various system peculiarities and certain nonlinear equations explored in the current methodology through the feasible interferences transformation approach. The discussion part provides a detailed explanation of the schematic methods and certain conclusion observations based on the results of the present research. The findings of this research probe the new specific perceptiveness which commensurable to the system performance of incoherent material with peculiar aspects and such contemplation divulges the remunerative significance in engineering fields.