Also known as: Harriet741
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What is Schamel's famous for?
The Schamel equation (S-equation) is a nonlinear partial differential equation of first order in time and third order in space. Similar to a Korteweg de Vries equation (KdV), it describes the development of a localized, coherent wave structure that propagates in a nonlinear dispersive medium. It was first derived in 1973 by Hans Schamel to describe the effects of electron trapping in the trough of the potential of a solitary electrostatic wave structure travelling with ion acoustic speed in a two-component plasma. It now applies to various localized pulse dynamics such as:electron and ion holes or phase space vortices in collision-free plasmas such as space plasmas, axisymmetric pulse propagation in physically stiffened nonlinear cylindrical shells, "Soliton" propagation in nonlinear transmission lines or in fiber optics and laser physics.. You can find more here.
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