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S. S. Shakin
S. S. Shakin

Co-authors

Articles

Without section
  • Date submitted
    1996-06-08
  • Date accepted
    1996-07-07
  • Date published
    1997-09-30

Deterministic fractal models. Application experience

Article preview

On the material of the thoroughly studied Deputatskoye tin ore deposit (Yakutia) the research aimed at revealing the possibility of describing the structure of the deposit by a deterministic fractal model has been carried out. The essence of the study is the search for a function mapping a large structure to its part. The properties of such a mapping were checked by dividing the investigated area into M x N equal-sized elements (cells), and M and N were taken equal to 8,16,32,64,128. In each cell, the average tin reserves in metric percent were calculated and the similarity between the reference (8 x 8 cell) and the object as a whole was assessed, taking into account the possible rotation of small-sized structures relative to large ones. It was found that the maximum number of cells similar to the etalon is revealed when using the 64 x 64 network, and the 64 x 128 network identifies as "etalon-like" the most morphologically complex nodes that are most enriched in tin.

How to cite: Lir Y.V., Shakin S.S. Deterministic fractal models. Application experience // Journal of Mining Institute. 1997. Vol. 143 . p. 83-92.
Geology
  • Date submitted
    1994-09-18
  • Date accepted
    1994-11-28
  • Date published
    1995-09-12

Discreteness of compression and injection discontinuity zones

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The definition of compression and injection zones (disjunctives) and methods of their field diagnostics are given. The internal structure of such disjunctives in the form of similar elements - cells - is established. Typical structure of cells, dependence of structure on viscosity of medium, orientation of permeability areas in cells are considered. Examples of deposits with such structures are given.

How to cite: Shakin S.S. Discreteness of compression and injection discontinuity zones // Journal of Mining Institute. 1995. Vol. 142 . p. 48-61.
Without section
  • Date submitted
    1992-08-04
  • Date accepted
    1992-10-20
  • Date published
    1993-12-06

Fractal models and prospects for their use in geology

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Deterministic, random and random-deterministic fractal mathematical models are described. Examples of geological objects and processes that can be described by such models are given. Methods of measuring fractal parameters are given.

How to cite: Shakin S.S. Fractal models and prospects for their use in geology // Journal of Mining Institute. 1993. Vol. 137 . p. 84-89.
Without section
  • Date submitted
    1989-07-06
  • Date accepted
    1989-09-17
  • Date published
    1990-12-24

Моделирование пространственного распределения железных руд в зонах разрывных нарушений

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Рассматривается вопрос об исследовании параметров дизъюнктива с использованием опрежаюших дизъюнктив трещин по неориентированному керну разведочных скважин. Автор добивался максимальной сходимости расчетной и фактической картин и таким образом определял параметры дизъюнктива. В результате выяснено, что по данным трещиноватости керна можно определить только либо положение, либо геологический тип, дибо форму разрывного нарушения, вызвавшего трешиноватость.

How to cite: Shakin S.S. // Journal of Mining Institute. 1990. Vol. 121 . p. 56.