Abstract

Abstract. Ocean warming is now reducing dissolved oxygen concentrations, which can pose challenges to marine life. Oxygen limits are traditionally reported simply as a static concentration threshold with no temperature, pressure or flow rate dependency. Here we treat the oceanic oxygen supply potential for heterotrophic consumption as a dynamic molecular exchange problem analogous to familiar gas exchange processes at the sea surface. A combination of the purely physico-chemical oceanic properties temperature, hydrostatic pressure, and oxygen concentration defines the ability of the ocean to provide the oxygen supply to the external surface of a respiratory membrane. This general oceanic oxygen supply potential is modulated by further properties such as the diffusive boundary layer thickness to define an upper limit to oxygen supply rates. While the true maximal oxygen uptake rate of any organism is limited by gas transport either across the respiratory interface of the organism itself or across the diffusive boundary layer around an organism, controlled by physico-chemical oceanic properties, it can never be larger than the latter. Here, we define and calculate quantities that describe this upper limit to oxygen uptake posed by physico-chemical properties around an organism and show examples of their oceanic profiles.

Highlights

  • The quantities we define here are meant to be used in ties that describe this upper limit to oxygen uptake posed by physico-chemical models of the ocean, for mapping the

  • In this publication we define new quantities that describe the ocean’s ability to supply oxygen, based on diffusive boundary transport rate limitations. These quantities subsume well-known oceanic physical properties relevant to diffusive boundary transport into functions that may be used for various purposes, including estimating the impacts of ocean warming and declines in dissolved O2

  • The limit for oxygen concentration Cf supporting a given demand rate E is the quantity that explicitly expresses the effects of temperature, flow and hydrostatic pressure, without the visual obstruction by the dominant oxygen concentration signal

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Summary

Objectives

Since our aim is to calculate an upper boundary for oxygen flux into an organism, we can simplify Eq (5) by combining it with Eq (7) to

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