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For the normal water level, an ideal solitary wave is surplus.
This is the characteristic shape of the solitary wave solution.
The motion, interaction and generation of solitary waves are studied using the method.
Large amplitude features including solitary waves may be present.
This model shows peaked solitary waves are consistent solutions along with the known smooth ones.
Solitons are solitary waves; the Severn bore is a good example.
The initial impulse can acquire a stable shape under such circumstances, in general known as a solitary wave.
These expansions to finite order N converged to solitary waves.
In particular, he conjectured that sharp crested solitary waves can arise.
Apart from this nonlinearity, barchans behave rather like solitary waves.
In fluid dynamics the wave is now called Russell's solitary wave.
First, solitary waves are unique up to translations.
A soliton is a type of self-reinforcing solitary wave.
We call such solution a solitary wave.
Abdullah's research interests included cloud stratification, solitary waves, and pressure pumps.
Contrary to previous beliefs, it has also been shown that multi-hump solitary waves can be stable.
In this case, solitary waves of least energy are characterized as minimums of an action functional $F$.
Solitary waves (solitons) are a possible physical mechanism for the creation of hot spots in nuclear interactions.
An examination of solitary waves in hydrostatic, Boussinesq numerical models is presented.
Experiments on mixing due to internal solitary waves breaking on uniform slopes.
Observations of internal solitary waves near the Oregon coast with an inverted echo sounder.
This wave system exhibits a solitary wave referred to as the embedded soliton.
Meanwhile, the solitary wave motion was also used to address the internal motion during microtubule growth.
Numerical modeling of solitary waves under the hydrostatic and Boussinesq approximations.
Kennedy 98.11 Solitary waves in nonlinear beam equations; stability, fission and fusion.