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Non-homogeneous & non-autonomous These two characteristics of differential equations often go hand in hand. A tidal response is fundamentally a forced problem, not a free oscillation problem.... https://geoenergymath.com/2026/06/16/non-homogeneous-non-autonomous/

geoenergymath.comNon-homogeneous & non-autonomousThese two characteristics of differential equations often go hand in hand. A tidal response is fundamentally a forced problem, not a free oscillation problem. In differential-equation language, the primacy of forcing makes it both non-homogeneous and non-autonomous. In other familiar calculus terms, tidal responses are particular solutions of non-homogeneous, non-autonomous dynamical systems, forced by explicitly time-dependent lunisolar potentials, superposed on the system’s autonomous homogeneous modes.

16/6/26, 6:23 am0 reposts1 like

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