Abstract
The nonlinear characteristic of subsonic Langmuir collapsing waves and energy has been explored using a mathematical system for plasma fluids. New electrostatic Langmuir structures such as supersolitary, breather dissipative, and supersoliton structures have been obtained via a mathematical robust solver. The obtained structures become important in constrained relation between the nonlinearity, dispersion, and dissipative effects in the model. It was discovered that the type of Langmuir structures controlled the collapsing energy for density turbulence. Breather shock forms in time are used to characterize the collapsing Langmuir dissipative waves. This structure mainly affects the electric field and related densities in the subsonic case. Finally, the results explored here may be applicable to the observation of energy collapsing Langmuir solar wind waves.