A comparative study of low-temperature dolomite formation driven by exopolymers from hypersaline microbial mats and clays
Authors: Diloreto Zach , Liu Huan , Lu Xiancai , Bontognali Tomaso , Dittrich Maria 
Published: March 2021

&lt;p&gt;Recent studies have shown that surfaces rich in functional groups can facilitate nucleation of low-temperature (low-T) dolomite. However, to date few experiments have investigated the details of the nucleation mechanisms nor determined how naturally occurring substances influence crystallization pathways of low-T dolomite. In this study we isolated and characterized extracellular polymers (EPS) from a hypersaline sabkha, as well as clay standards and performed mineralization experiments with these surfaces as seed material. Mineralization experiments were carried out in batch reactors in a solution supersaturated with respect to dolomite. Our results showed that over a five-month period the rate of low-t dolomite formation in samples seeded with EPS was significantly higher compared to those seeded with clay. The observed rates were also shorter than previously published experiments using bacterial cultures (e.g., Kenward et al., 2013, Deng et al., 2019). Precipitates from samples seeded with EPS show crystallization of dolomite pre-cursors after several days and assemblages of dolomite crystals from 10-days forward &lt;strong&gt;[Figure 1]&lt;/strong&gt;. Measurements from EPS seeded samples showed significant depletion of Ca and Mg in solution within one week as well as elevated alkalinity that coincided with dolomite crystallization. Samples seeded with clay and control samples without seed materials showed little and no dolomite crystallization, respectively, during the same time-frame. Overall, the results of this work shows that EPS isolated from microbial mats are preferential nucleation surfaces for carbonate precipitation when compared to clays. Additionally, the findings reveal that the properties of nucleation surfaces such as functional group type and concentration are a key factor driving low-T dolomite precipitation.&lt;/p&gt;&lt;p&gt;&lt;img src=&quot;data:image/jpeg;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Figure 1:&lt;/strong&gt; Dolomite like phases and representative EDS spectra from a solution seeded with EPS.&lt;/p&gt;&lt;p&gt;&amp;#160;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;References:&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;Kenward PA, Fowle DA, Goldstein RH, Ueshima M, Gonz&amp;#225;lez LA, Roberts JA. Ordered low-temperature dolomite mediated by carboxyl-group density of microbial cell walls. AAPG bulletin. 2013 Nov 1;97(11):2113-25.&lt;/p&gt;&lt;p&gt;Liu D, Xu Y, Papineau D, Yu N, Fan Q, Qiu X, Wang H. Experimental evidence for abiotic formation of low-temperature proto-dolomite facilitated by clay minerals. Geochimica et Cosmochimica Acta. 2019 Feb 15;247:83-95.&lt;/p&gt;&lt;p&gt;&amp;#160;&lt;/p&gt;