Impressive and innovative soliton shapes for nonlinear Konno-Oono system relating to electromagnetic field

The study of waves emerged in magnetic field bears worth mentioning roles for describing the nematic liquid crystal and the chiral soliton lattice. This exploration deals with the nonlinear coupled Konno-Oono model relating to the magnetic field. The solitary wave solutions relating to the magnetic field have great importance for better understanding the relevant physical characteristics like the nematic liquid crystal, the chiral soliton lattice, etc. The adaptation of two competent schemes namely rational (G'/G)-expansion and improved tanh celebrates numerous wave solutions of the advised governing system. A variety of solitons are appeared when we represent the constructed solutions graphically in contour, three and two-dimensional frames. The displayed profiles clarify the underlying characteristics of mathematical and physical significance of the waves. The competency of the adopted techniques fascinates the researchers for more utilization to extract any nonlinear models.