Boussinesq-type equations with variable coefficients for narrow-banded wave propagation from arbitrary depths to shallow waters

HIGHLIGHTS

• who: Some one et. al. (2012) from the (UNIVERSITY) have published the research: Boussinesq-type equations with variable coefficients for narrow-banded wave propagation from arbitrary depths to shallow waters, in the Journal: (JOURNAL)
• what: Thinking in a dimensional way, the coefficients α, δ and γ ( the authors focus on linear dispersion) will be functions of gravity g, local water depth h and the limits of the angular frequencies in deep waters, ωmin and ωmax.

SUMMARY

Water wave propagation does not depend on water depth in deep waters. Because each wave period has a . . .

 



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