Summary: | With the realization that the Arctic Ocean was covered with enormous quantities of the aquatic floating fern Azolla 49 Myrs ago, new questions regarding the Eocene conditions facilitating these blooms arose. This dissertation describes the reconstruction of paleo-environmental conditions facilitating the large-scale occurrence of the freshwater fern Azolla in the Early/Middle Eocene Arctic and how this bloom might have affected global climate. Comparison of organic geochemical analyses of Eocene Arctic sediments and extant Azolla filiculoides resulted in the discovery of unique biomarkers for both Azolla and its nitrogen fixating cyanobacterial symbiont Anabaena azollae. Lipids identified as 1,?20 C30–C36 diols and structurally related mid-chain hydroxy compounds can now serve as palaeo-environmental indicators for the Arctic Azolla interval and as markers for past occurrences of Azolla in general. The finding of heterocyst glycolipids in the Eocene sediments indicates that diazotrophic cyanobacteria played a major role in adding newly fixed nitrogen to surface waters in the past-stratified Arctic. Moreover, the similar distribution of heterocyst glycolipids in the Eocene Arctic sediments and extant Azolla suggests that the symbiotic relationship between Azolla and diazotrophic cyanobacteria of the family of Nostocaceae was already established in the Early/Middle Eocene and that Azolla arctica production mainly depended on phosphorus supply. Through analyses of the hydrogen isotopic composition (?D) of the novel biomarkers for Azolla and isotope modeling the water sources for and the salinity of the Eocene Arctic basin could be constrained. Model simulations using an isotope-enabled atmospheric general circulation model were validated using ?D values of paleo-precipitation obtained through ?D analyses of terrestrially derived n-alkanes found in sediments from the Azolla interval. The Eocene simulation accurately predicted the occurrence of less depleted precipitation, with ?D values ranging only between 0 and ...
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