:
:
:
  





-
...

 

,



. - ; . . - . . - , , , . . , , , : , . , , .

( 16-17-10181).


: 2
: 2017
: 552.1
: . ., . ., . ., . .

:
,
,
-
, . , e-mail: evgeny.vinnikov@gmail.com,
,
,
ѻ.

:
; ; - ; --
; ; .

:

1. Lingtao Mao, Jianping Zuo, Zexun Yuan, Fu-Pen Chiang. Full-field mapping of internal strain distribution in red sand stones specimen under compression using digital volumetric speckle photography and X-ray computed

tomography // Journal of Rock Mechanics and Geotechnical Engineering.

2015, v. 7, P. 136–146.

2. Adam J., Schreurs G., Kinkmuller M., Wieneke M. 2D/3D strain localization and fault simulation in analogue experiments: insights from X-ray computed tomography and tomographic image correlation // Bolletino di Geofisica Teorica ed Applicata. 2008, 49 (Supp.2):21–2.

3. Haskin L. A. et al. Raman spectroscopy for mineral identification and quantification for in situ planetary surface analysis: A point count method. Journal of Geophysical Research 102:19293, 2007.

4. Ying G. Automated scanning electron microscope based mineral liberation analysis, Journal of Minerals and Materials Characterization and Engineering

2:33-41, 2003.

5. Bruyndonckx P. et al. Progress in development of a laboratory microXRF-microCT system. Proceedings of SPIE: Developments in X-ray Tomography

VII:7804–7845, 2010.

6. Mutina A., Koroteev D., Using D. X-Ray microtomography for the 3D mapping of minerals. Microscopy and Analysis, 26(2), March 2012.

7. . ., . ., . ., . . (.), . ., . ., . . - // . – 2012. – 3 (83). – . 10–20.

8. Karabutov A. A., Podymova N. B., Cherepetskaya E. B., Makarov V. A., Sokolovskaya Yu. G. Laser-Ultrasonic Method for Measuring the Local Elastic Moduli of Porous Isotropic Composite Materials // International Journal of Chemical, Molecular, Nuclear, Materials and Metallurgical Engineering,

v. 9, 10, P. 1168–1171.

9. Burov V. A., Darialashvili P. I., Evtukhov S. N., Rumyantseva O. D. New informative possibilities of active-passive thermoacoustic tomography // Acoust. Imaging. Ed. W.Arnold and S. Hirsekorn, 2004, v. 27, P. 305–313.



10. Stanke F. E., Kino G. S. A unified theory for elastic wave propagation in polycrystalline materials. // J. Acoust. Soc. Am., 1984, V. 75, P. 234–238.

11. Goebbels K., Hirsek S. A new ultrasonic method for stress determination in textured materials // NDT International, Volume 17, Issue 6, December

1984, P. 337–341.

12. Dascha Dobrovolskij, Sigrun Hirsekorn, Martin Spies. Simulation of Ultrasonic Materials Evaluation Experiments Including Scattering Phenomena

due to Polycrystalline Microstructure // Physics Procedia 70:644–647. December 2015.