The Ecology of Antarctic Blue Ice: The BIOICE Project
Authors: Nowak Aga , Hodson Andy , Hudson Stephen , Isaksson Elisabeth , Edwards Arwyn , Pearce David , Rassner Sara 
Published: March 2020

&lt;p&gt;This poster describes new studies into the microbial ecosystems found in Blue Ice Areas (BIA) around the periphery of the Antarctic Ice Sheet. These habitats are located on the Antarctic fringe, often at high elevation, and therefore represent the first opportunity for cells entombed in old glacier ice advected from Antarctic interior, to be revived by the increased availability of solar radiation (blue ice) and water (subsurface melt).&lt;/p&gt;&lt;p&gt;Our study is the first to consider how two different types of BIA host two different habitats; those associated with nunataks or mountain ranges, and those associated with ice surfaces only. The difference between them is the availability of debris and water for microbial processes. In the former scenario, debris is blown onto the blue ice from local sources to provide a source of both microorganisms and energy. In the latter case, the lack of an external debris source is compensated by the possibility subsurface melting due to the optical properties of blue ice. In these systems a far greater proportion of the cells are liberated from ancient glacier ice.&lt;/p&gt;&lt;p&gt;To explore these overlooked ecosystems, we visited high elevation (c.1200m) BIAs in Dronning Maud Land, near Troll Research Station. Our expedition during Antarctic summer season 2019-2020 yielded microbial and biogeochemical data from both debris-free and debris-rich BIAs, as well as shallow glacier ice cores of different ages. In addition, we explored a variety of cryoconite holes entombed within the above BIAs.&lt;/p&gt;&lt;p&gt;Our results show that BIA ecosystems are characterized by tremendous heterogeneity between their cryoconite holes. While some show signs of photosynthesis, others are dominated by bacterial production. Furthermore, optical properties of the BIA and physical properties of the ice itself (fracturing) control subsurface meltwater production and water movement, influencing the sub-ice ecosystems and their biogeochemistry. &amp;#160;The poster will present how we are exploring the revival of these ice bound organisms on their way from the Antarctic Ice Sheet interior towards the coast.&lt;/p&gt;&lt;p&gt;&lt;img 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&quot;&gt;&lt;/p&gt;