Topographic Factor and Limit Transitions in the Equations for Subinertial Waves

In this paper, sub-inertial waves propagating on the Kuril shelf and oceanic trench are considered. Against background of a historical review beginning study topographic appearance relevant terms, description features wave propagation derivation main dispersion equations given. We show that all variants solutions presented in article basically based same relation: is relation for Rossby waves. Two separate classes localized have been constructed: one shelf, second, fact, also but which commonly called demonstrate transverse number not independent, as waves, function longitudinal number. other words, two–dimensional while quasi-one-dimensional solutions. The analytical novelty work consists fact we can make crosslinking This was previous articles topic.