A recipe for the linearization and state reduction of a general circulation model (GCM) is evaluated in a North Pacific test basin. The underlying assumption is that modern GCMs are, or will become, sufficiently accurate so that large-scale differences with the real ocean are small and have linear physics. Model Green’s functions are used to construct a reduced-order linear model that compares favorably with the large-scale response of the GCM away from the western boundary. In a numerical example, the linear model is applied to the estimation of the large-scale internal structure of a simulated ocean using pseudotomographic and altimetric measurements. The sensitivity of the solution to a priori statistical assumptions is analyzed. Several algorithmic improvements are explored to render the estimation procedure more efficient, more accurate, and easier to implement than in previous studies.
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Menemenlis et al. (1997) studied this question.
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