Optical solitons for weakly nonlocal Schrodinger equation with parabolic law nonlinearity and external potential

This study discusses the soliton and other solutions for a weakly nonlocal Schro center dot dinger equation of the fifth order involving nonlinearity of the parabolic law and an external potential. We use solitary wave ansatz of different forms to obtain bright, dark, singular, periodic soliton and exponential solutions. The results obtained can be useful in understanding and interpreting the wave dynamics of the proposed model.

Automated summary

This study discusses the soliton and other solutions for a weakly nonlocal Schroedinger equation of the fifth order involving nonlinearity of the parabolic law and an external potential. Using solitary wave ansatz of different forms, bright, dark, singular, periodic soliton and exponential solutions were obtained, which can be useful in understanding and interpreting the wave dynamics of the proposed model.