Mantle xenoliths from Zapolyarnayay pipe comparison to Novinka pipe Upper Muna freld Yakutia
Authors: Ashchepkov Igor , Ivanov Alexander , Medvedev Nikolai , Vladykin Nikolay 
Published: March 2020

&lt;p&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; The PT estimates and geochemistry minerals for 50 xenoliths from Zapolyarnaya pipe, Upper Muna field, Yakutia were obtained fist. This pipe contain good quality diamonds and now extensively mining. The garnet geotherm for the pipe is relatively high temperature and extends to 8 GPa as well as Cpx referring mainly to refertillization type give more HT&lt;sup&gt;o&lt;/sup&gt; geotherm tracing convective branch, HT&lt;sup&gt;o&lt;/sup&gt; also exists.&amp;#160; Deeper part SCLM is essentially more oxidized in upper mantle section which accompany heating and fertilization of the lower part of the mantle column. Cpx refer to the garnet trend (10-20%CO&lt;sub&gt;3&lt;/sub&gt; in melt). Mantle section is layered according to garnets showing 6 Ca-rich jets in P-CaO trend and the same for subCa garnets starting from 2 GPa in mantle section. Cr-rich (to 5% ) ilmenites found from 6 to 3 GPa suggest intensive protokimberlite metasomatism n mantle column.&amp;#160;The structure of Novinka pipe despite on similarity contain more fertile material. Cr-Di samples show Mg# from 0.92 to 0.84. and Al &amp;#8211;Cr-NA as well giving Ht and Lt branches. Garnets demonstrated also depletion sturting from 2 to 8 GPA and mostly LAB level. Spectra REE for garnets from xenoliths determined by (LA ICP MS) of Zapolyarnaya pipe show S type for 50 % and rarely pyroxenitic concave up patterns. The have HFSE enrichment &amp;#160;(mainly Zr&gt;Hf and asynchronous Nb, Ta) LILE) for those with high REE level suggesting hydrous Phl bearing metasomatism accompanied (and before) protokimberlites. Garnets from concentrate show less HFSE enrichments. HFSE enrichment of garnets heavy concentrate and S specrums is less suggesting Cpx growth in originally dunitic varieties serving as melt feeders. Clinopyroxenes are characterized by conform REE spectrums dividing in 3 groups in REE level (100 to 10/C1). half of TRE spectra have Zr Hf, Nb maxima and often Pb Ba peaks and varying Pb. The parental melts are closer to protokimberlites. The first low REE Zr-Hf, Pb,Cr and were oxidized and high T Cr diopsides&amp;#160; which indicates the reduction in FO&lt;sub&gt;2&lt;/sub&gt; during risinf and reaction of protokimberlite with the mantle. &amp;#160;The TERE patterns from concentrates are more variable and contain Rb, Ba,Th U peaks suggesting alkaline carbonatitic metasomatism. Amph and mica show Rb, Ba,Sr, U peaks. Garnets from Novinka pipe show less variation in HFSE and sometimes U peaks suggesting less reactions with the protokimberlites and more subduction related features. There much more hydrous metasomatic clinopyroxenes also. General, this reflects the process of polybaric interaction of the evolving proto-kimberlite melt with the depleted peridotite mantle. The focus of the interaction was in Upper Muna beneath the Zapolyarnaya pipe. Supported by &amp;#160;RFBR grant 19-05-00788&amp;#160;&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;