Strongly nonlinear effects on determining internal solitary wave
parameters from remote sensing signatures
Abstract
The inversion of remote sensing signatures of internal solitary waves
(ISWs) can retrieve dynamic characteristics in the ocean interior. The
ubiquitous large-amplitude ISWs limit the weakly nonlinear methods
commonly used to retrieve wave parameters. We establish the relationship
between surface features and internal characteristics of ISWs in
laboratory experiments through the correspondence of the remote sensing
signatures and the surface velocities of ISWs. The results show that the
strong nonlinearity makes the solution of wave-induced velocity
inseparable, and ISW theories under the weakly nonlinear assumption are
inappropriate to describe strongly nonlinear ISWs from the surface.
Therefore, the fully nonlinear model Dubreil–Jacotin–Long equation is
used in the retrievals and has been well verified in both the laboratory
and oceans. Mooring observations and the model show that stratification
conditions differentiate the relationship between remote sensing
signatures and ISW parameters in deep and shallow seas.