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Nataliia Makedonska

Nataliia Makedonska

Email
Phone (505) 665-4716

Capabilities

  • Computational Physics and Applied Mathematics
  • Numerical modeling
  • Mathematics
  • Monte Carlo methods
  • Molecular dynamics
  • Deterministic Transport
  • Mesh generation
  • Computer and Computational Sciences
  • Open MPI development
  • Earth and Space Sciences
  • Geoscience
  • Geophysics
  • Subsurface flow and transport
  • Hydrology
  • Computer and Computational Sciences
  • High performance computing
  • Earth and Space Sciences
  • Earthquakes
  • PFLOTRAN
  • Computational Physics and Applied Mathematics
  • Discrete Fracture Networks
  • Earth and Space Sciences
  • Multi-scale, multi-phase subsurface flow simulations
  • FEHM: Finite-Element Heat and Mass-Transfer
  • Oil and gas reservoir simulations

Expertise

Subsurface flow and transport simulation in fractured media

  • Reservoir-sclae DFN modeling & prediction of natural gas production (FE)
  • Modeling & analysis of contaminant transport (UGTA, UFD)
  • CO2 sequestration (NRAP)

Development of dfnWorks software

  • Development and implementation of a particle tracking approach for transport modeling in three dimensional Discrete Fracture Networks (DFNs)
  • Development & implementation of fracture aperture variability
  • Meshing algorithms for "DFN_volume" mesh production
  • Reservoir-sclae DFN modeling & prediction of natural gas production

Granular Modeling (Doctoral Research)

  • Simulation & analysis of dry granular material behavior under external shear force
  • Modeling of cohesive bonds between grains for representing solid rock using DEM
  • Numerical modeling of pressure dissolution process, which allows granular dissolution at stressed contacts between grains, interactions with fractures, and grain sliding
  • Algorithm design for stylolites formation via localization of grains dissolution

Monte Carlo simulations of glassy systems (Doctoral Research)

  • Implementation of MC method for modeling of multicomponent glassy systems on an atomic level of particles interaction
  • Implementation of the new Multilevel Algorithm to calculate physical properties of a single-component systems at solid phase
  • Development of the Multilevel Monte Carlo Algorithm with Fast Summation method to model point-dipole lattices and to indicate a phase transition

Education

 

  • Weizmann Institute of Science, Israel, 01/2006 - 02/2011

             Ph.D. in Applied Mathematics, Dept. of Environmental Sciences & Energy Research.

            Thesis: Interplay of structure and dynamics of out of equilibrium systems: Glass and

            Granular matter.

  • Weizmann Institute of Science, Israel, 10/2002 - 06/2005

             M.Sc. in Computer Science and Applied Mathematics, Dept. of Computer Science and

             Applied Mathematics.

            Thesis: Multilevel Monte Carlo method with Fast Summation for point-dipole lattices.

 

  • Kharkiv State Polytechnical University, Ukraine,  09/1993-02/1999

             B.Sc. and Specialist Degree in Computer Science and Engineering, Faculty of Automatics

                       and Instruments.

            Thesis: Methods and algorithms of medical diagnostic systems.

 

LANL Positions

  • Postdoctoral Researcher at Computational Earth Science Group, Subsurface Flow and Transport Team, EES-16 (2012-2015)
  • Scientist 2 at Computational Earth Science Group, Subsurface Flow and Transport Team, EES-16 (2015 - present)

 

 

 

Professional Societies

 

  • American Geophysical Union (AGU)
  • American Nuclear Society (ANS)
 

Awards

 

  • R&D 100 award, 2017
  • DisrupTECH, The most fundable project, Los Alamos National Laboratoriy, 2017
  • Honorable mention at Postdoc Research Day, Los Alamos National Laboratory, 2014
 

Publications

  • Hadgu, T., Karra, S., Kalinina, E., Makedonska, N., Hyman, J.D., Klise, K., Viswanathan, H.S. and Wang, Y., 2017. A comparative study of discrete fracture network and equivalent continuum models for simulating flow and transport in the far field of a hypothetical nuclear waste repository in crystalline host rock. Journal of Hydrology, 553, pp.59-70.

  • Aldrich, G., Hyman, J., Karra, S., Gable, C., Makedonska, N., Viswanathan, H., Woodring, J., & Hamann, B. Analysis and visualization of discrete fracture networks using a flow topology graph. IEEE Transactions on Visualization and Computer Graphics PP(99), 1-14, 2016.

  • Makedonska, N., Hyman, J. D., Karra, S., Painter, S. L., Gable, C. W., & Viswanathan, H. S. Evaluating the effect of internal aperture variability on transport in kilometer scale discrete fracture networks. Advances in Water Resources94, 486-497, 2016.
  • Hyman, J. D., Aldrich, G., Viswanathan, H., Makedonska, N., & Karra, S. Fracture size and transmissivity correlations: Implications for transport simulations in sparse three‐dimensional discrete fracture networks following a truncated power law distribution of fracture size. Water Resources Research52(8), 6472-6489, 2016.

  • Hyman, J.D., Jiménez-Martínez, J., Viswanathan, H.S., Carey, J.W., Porter, M.L., Rougier, E., Karra, S., Kang, Q., Frash, L., Chen, L.,Lei, Z., O'Malley, and N. Makedonska, Understanding hydraulic fracturing: a multi-scale problem. Phil. Trans. R. Soc. A374(2078), p.20150426, 2016.

  • HS Viswanathan, JD Hyman, S Karra, JW Carey, ML Porter, E Rougier, RP Currier, Q Kang, L Zhou, J Jimenéz-Martínez, N Makedonska, L Chen, RS Middleton. Using Discovery Science To Increase Efficiency of Hydraulic Fracturing While Reducing Water Usage. In Hydraulic Fracturing: Environmental Issues (pp. 71-88). American Chemical Society, 2015.

  • O’Malley, D., Karra, S., Currier, R.P., Makedonska, N., Hyman, J.D., & Viswanathan, H. S.  Where Does Water Go During Hydraulic Fracturing? Groundwater, 54(4), 488-497, 2015.

  • Karra, S., Makedonska, N., Viswanathan, H. S., Painter, S. L., & Hyman, J. D. Effect of advective flow in fractures and matrix diffusion on natural gas production. Water Resources Research, 2015, DOI: 10.1002/2014WR016829.

  • Hyman, J. D., Painter, S. L., Viswanathan, H., Makedonska, N., & Karra, S. Influence of injection mode on transport properties in kilometer‐scale three‐dimensional discrete fracture networks. Water Resources Research, 2015, DOI:10.1002/2015WR017151.

  • Hyman, J. D., Karra, S., Makedonska, N., Gable, C. W., Painter, S. L., & Viswanathan, H. S.  dfnWorks: A discrete fracture network framework for modeling subsurface flow and transport. Computers & Geosciences, 84, 10-19, 2015.

  • Makedonska, N., Painter, S. L., Bui, Q. M., Gable, C. W., & Karra, S.  Particle tracking approach for transport in three-dimensional discrete fracture networks. Computational Geosciences, 1-15, 2015.

  • Hyman, J.D., Gable, C.W., , Painter, S.L., and Makedonska, N., Conforming Delaunay Triangulation of Stochastically Generated Three Dimensional Discrete Fracture Networks : A Feature Rejection Algorithm for Meshing Strategy, J.D Hyman, C.W. Gable, S.L.Painter, and N. Makedonska, SIAM J.Sci.Comput., 36, A1871-A1894, 2014.

  • Makedonska, N., Sparks, D., Aharonov, E., and Goren, L., Friction versus dilation revisited: insights from theoretical and numerical models, Journal of Geophysical Research - Solid Earth; 116, B09302, 2011.

  • Makedonska, N., Goren, L., Sparks, D., and Aharonov, E.,  What controls the effective friction of shearing granular media?  Meso-Scale Shear Physics in Earthquake and Landslide Mechanics; Editors: Y. H. Hatzor, J. Sulem, I. Vardoulakis. p. 191, 2009.

  • Ilyin, V., Makedonska, N., Procaccia, I., and Schupper, N., Mechanical Properties of Glass Forming Systems,  Physical  Review  E, 76, 052401, 2007.

  • Hentschel, H.G.E., Ilyin, V., Makedonska, N., Procaccia, I., and Schupper, N.,Statistical mechanics of the glass transition as revealed by a Voronoi tesselation, Physical Review E, 75, 050404(R), 2007.

  • Aharonov, E., Bouchbinder, E., Ilyin, V., Makedonska, N., Procaccia, I., and Schupper, N., Direct Identification of the Glass Transition: Growing Length Scale and the Onset of Plasticity,  Europhys. Lett, 77, 56002, 2007.

  • Brandt, A., Ilyin, V., Makedonska, N., and Suwan, I., Multilevel Summation and Monte Carlo simulations, Journal of Molecular Liquids, 127, 37-39, 2006.

  • Eremenko, V.,  Makedonska, N.,  Makedonska, P., and  Sirenko, V., Computer-aided design of nitrogen-free helium cryostats,  Cryogenics, 41, 549-555, 2001.

 
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