<p>The bulk rock and geochemistry of the Kayla and Khatastyr lamproites is similar to other Aldan lamproites and lamprophyres. &#160;The ultramafic varieties are close to cratonic Ol- lamproites and alkaline Al, Si-rich varieties are closer to orogenic type.</p><p>Trace element bulk rock trace element (TRE) spider diagrams show inclined patterns with the LILE, Sr, Pb, U, peaks and Ta, Nb minima suggesting melting of originally depleted metasomatized Phl peridotites and mixed ancient (EMII, Nd, Sr isotopes) source (low crust) &#160;and later olivine and clinopyroxene fractionation. They are dated 132-134 Ma (Late Cretaceous plume) similar to Chompolo lamprophyres and many alkaline complexes.</p><p>Thermobarometry for the deep-seated xenocrysts gives the low temperature and Sp-Gar and Gar facies for Cr- diopsides and chromites. Low - Cr- clinopyroxenes derived from lamproites give hot 90 mw/m<sup>2</sup> advective branches.&#160;</p><p>The REE patterns for Cr-diopsides are more inclined for deeper varieties and reveal Ba, Th, U, Sr peaks and minima Ta, Nd and smaller in Zr-Hf. The `low Cr diopsides show flatter REE and HFSE minima TRE patterns of parental melts are lamproitic. Salites reveal hot crust conditions.</p><p>Lamproites melted from Phl peridotite eclogites mixture in the lithosphere base and interacted with mantle beneath Moho.</p><p>The work was supported by the Ministry of Science and Higher Education of the Russian Federation RBRF grants 19-05-00788a, 18-05-00073a;&#160; Government tasks for Institute of Geochemistry SB RAS and Institute of Geology and Mineralogy SB RAS and the governmental assignment in terms of Project IX. 129.1.4</p><p><img src="https://contentmanager.copernicus.org/fileStorageProxy.php?f=gnp.4ea3446a7a0068249921161/sdaolpUECMynit/12UGE&app=m&a=0&c=101ace07d05786aa80749a09f997276d&ct=x&pn=gnp.elif&d=1" alt=""></p><p><img src="https://contentmanager.copernicus.org/fileStorageProxy.php?f=gnp.7be3a47a7a0064449921161/sdaolpUECMynit/12UGE&app=m&a=0&c=58a37dd97ea8acf0b318506645b8f918&ct=x&pn=gnp.elif&d=1" alt=""></p><p><img src="https://contentmanager.copernicus.org/fileStorageProxy.php?f=gnp.911e478a7a0063649921161/sdaolpUECMynit/12UGE&app=m&a=0&c=ec045b1e85e57506c9df6f4987365dc2&ct=x&pn=gnp.elif&d=1" alt=""></p><p><img src="https://contentmanager.copernicus.org/fileStorageProxy.php?f=gnp.6b2d469a7a0068749921161/sdaolpUECMynit/12UGE&app=m&a=0&c=db2505c5dc47a12bf5bbe2da42dc4538&ct=x&pn=gnp.elif&d=1" alt=""></p>
In the subcratonic lithospheric mantle (SCLM) beneath Leningrad pipe (West Ukukit field), Yakutia garnet thermobarometry allows us to identify seven horizons (paleo subduction slab). Microprobe data for Cr-bearing amphiboles >500 grains from mantle xenoliths and concentrates reveal a broad range of compositions changing from Cr- pargasitic hornblendes to pargasites, edinites, kataforites, К-richterites with increasing pressure determined with new amphibole ther-mobarometer constructed by the first author The low pressure (LP) Cr-hornblendes and pargasites compiles the high-temperature branch (90-60 mw/m2) from 3.5 GPa to Moho traced by basaltic cumulates. In the middle part of SCLM edinites mark 35 to 40 mw/m2 geotherms. At high pres-sures kataforites also vary in thermal conditions. Richterites near the lithosphere base trace both low –and high temperature convective branches. The amphiboles reveal divisions into 9 chemical groups. The melts coexistion with amphiboles have concave patters typical for subduction related melts. LP varieties reveal Eu inflection U, Rb, Ba, Sr peaks and deep troughs in HFSE (except Zr), Pb. The pargasites show high U peaks and relativle less HFSE depressions. Encreasing in pressure for edinites, kataforites and richterise are accompanied byrise in U and Zr peak gentling of depressions in Th, Sr, Nb and Hf and less in Nb,Ta, Hf and peak in Zr and also decrease in LREE and REE. Clinopyroxenes and garnets show variable trace element patterns and divisions in groups with the plume and subduction signatures. The contrasting behaviour of Ta and Nb is regulated by the rutile partition coefficients likely for primary eclogites. Subduction and Na and K (siliceous) types of fluids percolated through the mantle with abundant eclogites possibly was accompanied by amphibolization at the different levels through all the mantle column. The plume melts produced hybridism with the mantle metasomatic assembleges which created more smooth trace element patterns in reacted minerals, clinopyroxene. The new version of monomineral amphibole thermobarometry is suggested
In the subcratonic mantle beneath Leningrad pipe, West Ukukit field, Yakutia garnet thermoba-rometry give division to 7 horizons (paleosubduction slabs). Cr-bearing amphiboles >500 reveal a broad range changing from Cr- pargasitic hornblendes to pargasites, edinites, kataforites, К-richterites with increasing pressure determined with new amphibole thermobarometer. Cr-hornblendes compiles the high-temperature branch from 3.5 GPa to Moho for basaltic melt. Amphiboles in the middle eddinites and high-pressure interval reveal different PT ranges from 35 to 40 mw/m2. Richterites near the lithosphere base both trace low –T and convective branches. The amphiboles reveal the 9 geochemical groups. The low-temperature varieties reveal Eu minima and U, Ba, Sr peaks high LILE, Sr, Rb and troughs in Nb, Pb. While high –T varieties have no Eu dips and reveal higher HFSE. Clinopyroxenes and garnets show variable trace ele-ment patterns and divisions in groups eth the plume and subduction signs. The contrasting be-haviour of Ta and Nb is regulated by the rutile partition coefficients likely for primary eclogites. Subduction and Na and K (siliceous) types of fluids percolated through the mantle with abun-dant eclogites causing amphibolization at the different levels of the mantle column. The plume melts produced hybridism and more smooth trace element patterns in reacted minerals, clino-pyroxene. monomineral thermobarometry.
<p>About&#160; >50 zicons from the kimbelite and carbonatite small bodied were analyzed&#160; Nikolaev Institute of Inorganic Chemistry SB RAS, Novosibirsk, Russi by&#160; LAM ICP MS method &#160;They shoes variation of the TYRE and REE levels and &#160;altitude of the &#160;naximunu of Zr Hf and Ta NB /&#160; The similarity of the&#160; Lu/Hf isotopy sygggest that all kimberlites and&#160; carbonatite in general are coherent&#160; but derived from the different levals in mantle columns. The ages from zircons are varying from Upper triasssic to prevailing Late Jurassic &#160;Mostrly they are transparent and have now fractures beein edial for the geochemical studioes</p><p>&#160;Graant RFBR&#160; 19-05-00788.</p><p>&#160;</p><p><img 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