New approaches for the relationship between compressional wave velocity and thermal conductivity

Journal of Applied Geophysics

Volumn 76, Issue , 2012, Pages 50-55

  Gegenhuber, Nina ^a   Schoen, Juergen ^a  

^a UNIVERSITY OF LEOBEN   (Austria)

Author keywords

Compressional wave velocity; Correlation; Defect model; Inclusions model; Thermal conductivity

Indexed keywords

BOREHOLE MEASUREMENTS; COMPRESSIONAL WAVE VELOCITY; DEFECT MODEL; GEOLOGICAL APPLICATIONS; GOOD CORRELATIONS; LABORATORY TECHNIQUES; MEASURED DATA; MINERAL COMPOSITION; ROCK TYPES; SOLID MATRIXES;

ACOUSTIC WAVE VELOCITY; DEFECTS; OPTICAL CORRELATION; SILICATE MINERALS;

THERMAL CONDUCTIVITY;

BOREHOLE; CORRELATION; CRACK; FRACTURE; LABORATORY METHOD; NUMERICAL MODEL; THERMAL CONDUCTIVITY; WAVE VELOCITY;

EID: 81355138454     PISSN: 09269851     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jappgeo.2011.10.005     Document Type: Article

References (26)

1. Abdulagatova Z., Abdulagatov I., Emirov V. Effect of temperature and pressure on the thermal conductivity of sandstone. International Journal of Rock Mechanics and Mining Sciences 2009, 46:1055-1071.
2. Berryman J. Mixture theories for rock properties. American Geophysica Union Handbook of Physical Constants 1995, 205-228.
3. Biot M.A. Theory of propagation of elastic waves in a fluid-saturated porous solid (I. Low frequency range). The Journal of the Acoustical Society of America 1956, 28:168-178.
4. Biot M.A. Theory of propagation of elastic waves in a fluid-saturated porous solid (II. Higher frequency range). The Journal of the Acoustical Society of America 1956, 28:179-191.
5. Budiansky B., O'Connell R.J. Elastic moduli of a cracked solid. International Journal Solids Structure 1976, 12:81-97.
6. Burhardt H., Honarmand H., Pribnow D. First result of thermal conductivity measurements with a borehole tool for great depths. KTB Report 90-6a. Grundlagenforschung und Bohrlochgeophysik 1990, 245-258.
7. Clauser C., Huenges E. Thermal conductivity of rocks and minerals. Rock physics and phase relations - a handbook of physical constants, AGU reference shelf 3. American Geophysical Union 1995, 105-126.
8. Davis M.G., Chapman D., Van Wagoner Th., Armstrong Ph. Thermal conductivity anisotropy of metasedimentary and igneous rocks. Journal of Geophysical Research 2007, 112:B05216.
9. Eshelby J.D. The determination of the elastic field of an ellipsoidal inclusion and related problems. Proceedings of the Royal Society Series A 1957, 221:376-396.
10. Gassmann F. Elastic waves through a packing of spheres. Geophysics 1951, 16:673-685.
11. Geertsma I., Smith D.C. Some aspects of elastic wave propagation in fluid saturated porous solids. Geophysics 1961, 26:169-181.
12. Gegenhuber N.M., Schoen J.H. Anisotropy of thermal conductivity of a gneiss- experiments and models, EGU general assembly, 2010, EGU2010-1535 2010, Vienna.
13. Griffiths C., Brereton N., Beausillon R., Castillo D. Thermal conductivity prediction from petrophysical data: a case study. Geological applications of wireline logs II. Geological Society Special Publication 1992, 65:299-315.
14. Gunn D., Jones L., Raines M., Entwisle D., Hobbs P. Laboratory measurement and correction of thermal properties for application to the rock mass. Geotechnical and Geological Engineering 2005, 23:773-791.
15. Hara G. Theorie der akustischen Schwingungsausbreitung in gekoernten Substanzen und experimentelle Untersuchungen an Kohlepulver. Elektro Nachrichtentechnik 1935, 12(7):191-200.
16. Hartmann A., Rath V., Clauser C. Thermal conductivity from core and well log data. International Journal of Rock Mechanics and Mining Science 2005, 42:1042-1055.
17. Kukkonen I.T., Peltoniemi S. Relationships between thermal and other petrophysical properties of rocks in Finland. Physics and Chemistry of the Earth 1998, 23:341-349.
18. Mavko G., Mukerji T., Dvorkin J. The Rock Physics Handbook 1998, Cambridge University Press.
19. Popov Y., Tertchnyi V., Romushkevich R., Korobkov D., Pohl J. Interrelations between thermal conductivity and other physical properties of rocks: experimental data. Pure and Applied Geophysics 2003, 160:1137-1161.
20. Reuss A. Berechnung der Fließgrenze von Mischkristallen auf Grund der Plastizitätsbedingungen für Einkristalle. Zeitschrift für Angewandte Mathematik und Mechanik Band 1929, 9:49-58.
21. Rybach L., Buntebarth G. Relationships between the petrophysical properties density, seismic velocity, heat generation, and mineralogical constitution. Earth and Planetary Science Letters 1982, 57:367-376.
22. Schoen J.H. Physical Properties of Rocks - Fundamentals and Principles of Petrophysics 1996, Pergamon.
23. Sen P.N. Relation of certain geometrical features to the dielectric anomaly of rocks. Geophysics 1981, 46:1714-1720.
24. Sundberg J., Back P.-E., Ericsson L., Wrafter J. Estimation of thermal conductivity and its spatial variability in igneous rocks from in situ density logging. International Journal of Rock Mechanics and Mning Science 2009, 46:1023-1028.
25. Voigt W. Lehrbuch der Kristallphysik 1910, Teubner-Verlag, Leipzig.
26. White J.E. Underground Sound. Elsevier Publ 1983, Amsterdam, Oxford, New York.