Criteria of the mantle metasomatism intensity and diamond grades of kimberliotes
Authors: Ivanov Alexander , Spetsius Zdislav , Vavilov Mikhail 
Published: March 2020

&lt;p&gt;We proposed an assessment of the intensity of metasomatic processes in mantle sampled by kimberlites on the example of samples of pyrope compositions from kimberlites with a known diamond grade. The intensity of metasomatic dissolution was estimated on the Ti correlations, &amp;#160;for low and high- Cr &amp;#160;pyropes.&lt;/p&gt;&lt;p&gt;For the titanium content in the pyrope compositions, positive high correlation coefficients were determined for such elements as&amp;#160; Hf, Zr, .Na&amp;#160; typical for the processes of alkaline H&lt;sub&gt;2&lt;/sub&gt;O metasomatism. Binary diagrams makes it possible to determine the main relationship between the mineral-forming elements in the compositions of pyropes and its mineral impurities. Weconcluded that this metasomatism leads to the dissolution of low-chromic pyropes but diamonds still remain and may continue to grow. A higher degree of metasomatism the pyropes are characterized by a high content of titanium, &amp;#160;for pyropes with high chromium contents. High degree of metasomatosis, brings to dissolution of pyropes and diamonds.&lt;/p&gt;&lt;p&gt;Burren &amp;#160;kimberlite pipe Dennis, Pobeda, and Zarnotsa &amp;#160;contains more than 14 %&amp;#160; pyrope grains ad diamond affinity according to&amp;#160; to N. V. Sobolev . Dennis ans dimond bearing thhe Pobeda is burren and Zarnitsa ~0.3 crt/t&amp;#160;&lt;/p&gt;&lt;p&gt;It is considered [1-5] that if the sample contains grains from diamond-bearing eclogical parageneses, or creased percentage of grains from diamond-bearing parageneses according to N. V. Sobolev [1],should contain diamonds. &amp;#160;But&amp;#160; for pyropes containing chromium oxides, Cr pyropes with TIO&lt;sub&gt;2&lt;/sub&gt; &gt; 0.6 weight&amp;#160; %, should be burren. &amp;#160;As well &amp;#160;even if &amp;#160;there is &amp;#160;high grain content o from th cluster group G10 according to the classification Dawson J. B., Stephens W. E. [2] . Grant RFBR 19-05-00788.&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Sobolev N. V., on mineralogical criteria of diamond-bearing kimberlites / / Geology and Geophysics. 1971. No. 3. - Pp. 70-80.&lt;/li&gt;
&lt;li&gt;Garanin V. K., Kudryavtseva G. P., Marfunin A. S., Mikhailichenko O. A. Inclusions in diamond and dia-mond-bearing rocks. // Moscow, Moscow state University Publishing house, 1991, 240 p.&lt;/li&gt;
&lt;li&gt;Dawson J. B., Stephens W. E. Statistical classification of garnets from kimberlites and xenoliths. J. Geol. 1975. Vol. 83. No. 5. P. 589-607&lt;/li&gt;
&lt;li&gt;J. Gurney, R. O. Moore. Geochemical correlation between the minerals of kimberlites and diamonds of the Kalahari Craton, Journal. Geology and Geophysics, Moscow, 1994, p. 12-24&lt;/li&gt;
&lt;li&gt;Ivanov A. S., a New criterion for diamond-bearing kimberlites. Proceedings of the XII all-Russian (with in-ternational participation) Fersman session. KSC RAS Apatity, p. 268 -270, 2015.&lt;/li&gt;
&lt;/ol&gt;&lt;p&gt;&amp;#160;&lt;/p&gt;&lt;p&gt;&amp;#160;&lt;/p&gt;&lt;p&gt;&lt;img src=&quot;data:image/png;base64,%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&quot; alt=&quot;&quot;&gt;&amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160; &amp;#160;&lt;/p&gt;