25 research outputs found

    Low terrestrial carbon storage at the Last Glacial Maximum: constraints from multi-proxy data

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    Past changes in the inventory of carbon stored in vegetation and soils remain uncertain. Earlier studies inferred the increase in the land carbon inventory (Δland) between the Last Glacial Maximum (LGM) and the preindustrial period (PI) based on marine and atmospheric stable carbon isotope reconstructions, with recent estimates yielding 300–400&thinsp;GtC. Surprisingly, however, earlier studies considered a mass balance for the ocean–atmosphere–land biosphere system only. Notably, these studies neglect carbon exchange with marine sediments, weathering–burial flux imbalances, and the influence of the transient deglacial reorganization on the isotopic budgets. We show this simplification to significantly reduce Δland in simulations using the Bern3D Earth System Model of Intermediate Complexity v.2.0s. We constrain Δland to ∌850&thinsp;GtC (median estimate; 450 to 1250&thinsp;GtC ±1SD) by using reconstructed changes in atmospheric ÎŽ13C, marine ÎŽ13C, deep Pacific carbonate ion concentration, and atmospheric CO2 as observational targets in a Monte Carlo ensemble with half a million members. It is highly unlikely that the land carbon inventory was larger at LGM than PI. Sensitivities of the target variables to changes in individual deglacial carbon cycle processes are established from transient factorial simulations with the Bern3D model. These are used in the Monte Carlo ensemble and provide forcing–response relationships for future model–model and model–data comparisons. Our study demonstrates the importance of ocean–sediment interactions and burial as well as weathering fluxes involving marine organic matter to explain deglacial change and suggests a major upward revision of earlier isotope-based estimates of Δland.</p

    Farkas lemma

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    A szakdolgozatom a Farkas lemma kĂŒlönbözƑ bizonyĂ­tĂĄsait tartalmazza. Melyek a Komornik Vilmos fĂ©le, a Hahn-Banach tĂ©tellel Ă©s a Motzkin transzpozĂ­ciĂł tĂ©tellel valĂł bizonyĂ­tĂĄs.BSc/BAmatematikag
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