參考文獻 |
參考文獻
[1] Muskat M., The flow of homogeneous fluids through porous
media, New York:McGraw-Hill, 1937.
[2] Barenblatt, G. I., Yu. P. Zheltov, and I. N. Kochina, “Basic
concepts in the theory of seepage of homogeneous liquids in fissured
rock ”, Prikladna matematika i mekhanika, 24(5), 852-864, 1960.
[3] Moench, A. F., “Double-porosity models for a fissured
groundwater reservoir with fracture skin ”, Water Resources
Research, 20, 831-846,1984.
[4] Kazemi, H., “Pressure transient analysis of naturally fractured
reservoirs with uniform fracture distribution ”, Society of Petroleum
Engineers journal, 9, 451-462, 1969.
[5] Dontsov, K. M., and V. T. Boyarchuck, “Effect of characteristics
of a naturally fractured medium upon the shape of buildup curves ”,
Izvestiya Vysshikh Uchebnykh Zavedenii, Neft Gaz, 1, 42-46, 1971.
[6] de Swaan O. A., “Analytic solutions for determining naturally
fractured reservoir properties by well testing ”, Society of Petroleum
Engineers journal, 16, 117-122, 1976.
[7] Boulton, N. S., and T. D. Streltsova, “Unsteady flow to a
pumpws well in a fissured water-bearing formation ”, Journal of
Hydrology, 35, 257-269, 1977.
[8] Boulton, N. S., and T. D. Streltsova, “Unsteady flow to a pumped
well in a fissured aquifer with a free surface level maintained
constant ”, Water Resources Research, 14, 527-532,1978.
[9] Najurieta, H. L., “A theory for pressure transient analysis in
naturally fractured reservoirs”, Journal of Petroleum Technology, 32,
1241-1250, 1980.
[10] Serra, K., A. C. Reynolds, and R. Raghavan, “New pressure
transient analysis methods for naturally fractured reservoirs ”,
Journal of Petroleum Technology, 35, 1902-1914, 1983.
[11] Streltsova, T. D., “Well pressure behavior of a naturally fractured
reservoir ”, Society of Petroleum Engineers journal, 23, 769-780,
1983.
[12] Gringarten, A. C., “Interpretation of tests in fissured and
multilayered reservoirs with double-porosity behavior:Theory and
practice ”, Journal of Petroleum Technology, 36, 549-564, 1984.
[13] Barker, J.A., ”A generalized radial flow model for hydraulic
tests in fractured rock. ”, Water Resources Research , 24 (10),
1796–1804, 1988.
[14] Leveinen, J., ”Composite model with fractional flow dimensions
for well test analysis in fractured rocks. ”, Journal of Hydrology, 234
(3–4), 116–141,2000.
[15] Kuusela-Lahtinen, A., Niemi, A.and Luukkonen, A., ”Flow dimension as an indicator of hydraulic behavior in site characterization of fractured rock. ” , Ground Water , 41 (3), 333–341, 2003.
[16] Le Borgne, T., Bour, O., De Dreuzy, J.-R., Davy, P. and Touchard, F.,”Equivalent mean flow models for fractured aquifers: insights from a pumping tests scaling interpretation.”, Water Resources Research , 40, W03512, 2004.
[17] Walker, D.D. and Roberts, R.M., ”Flow dimensions corresponding
to hydrogeologic conditions. ”, Water Resources Research , 39 (12),
1349,2003.
[18] Audouin, O. and Bodin, J., ”Cross-borehole slug test analysis in a
fractured limestone aquifer”, Journal of Hydrology, 348, 510-523, 2008.
[19] Butler Jr., J.J., Zhan, X.,” Hydraulic tests in highly permeable
aquifers. ”, Water Resources Research , 40, W12402, 2004.
[20] Ramey H. J. Jr., R. G. Agarwal, and I. Martin, “Analysis of ‘slug test’ or DST flow period data”, Journal of Canadian Petroleum Technology, 14,53,1975.
[21] Sageev A., “Slug test analysis”, Water Resources Research, 22(8), 1323-1333, 1986.
[22] Peres A. M. M., M. Onur, and A. C. Reynolds, “A new analysis
procedure for determining aquifer properties from slug test data” ,
Water Resources Research, 25(7), 1591-1602, 1989.
[23] Brons, F., and W.C., Miller, “A simple method for correcting spot
pressure readings”, Journal of Petroleum Technology, 13(8), 803-805, 1961.
[24] Streltsova, T. D., Well Testing in Heterogeneous Formations., John Wiley and Sons, Inc., New York, 1988.
[25] Chen, C. S. and C. C. Chang, “Use of cumulative volume of
constant-head injection test to estimate aquifer parameters with skin
effect: Field experiment and data analysis”, Water Resources Research, 38(5), 1056, doi: 10. 1029/2001WR000300, 2002.
[26] Chen, C. S. and C. G. Lan, “A simple data analysis method for a
pumping test with the skin and wellbore storage effects”, Terrestrial
Atmospheric and Oceanic Sciences, 20(3), 557-562, June, 2009.
[27] Faust C. R. and J. W. Mercer, “evaluation of slug test in wells containing a finite-thickness skin”, Water Resources Research, 20(4), 504-506, 1984.
Butler Jr., J.J., ”The Design, Performance, and Analysis of Slug
Tests. ”, Lewis Publishers, pp. 252, 1997.
[28] Moench, A. F. and P. A. Hsieh, “Comment on “Evaluation of slug
tests in wells containing a finite-thickness skin” by C. R. Faust and J. W.
Mercer”, Water Resources Research, 21(9), 1459-1461, 1985.
[29] Yang, Y. J. and T. M. Gates, “Wellbore skin effect in slug-test data
analysis for low-permeability geologic materials”, Ground Water, 35(6),
931-937, 1997.
[30] Yeh, H. D. and S. Y. Yang, “A novel analytical solution for a slug test
conducted in a well with a finite thickness skin”, Water Resources
Research, 29(10), 1479-1489, 2006.
[31] Hyder, Z., J. J. Butler, Jr., C. D. McElwee, and W. Liu, “Slug test in
partially penetrating well”, Water Resources Research, 30(11), 2945
-2957, 1994.
[32] Malama, B., K. L. Kuhlman, W. Barrash, M. Cardiff, and M. Thoma,
“Modelingslug tests in unconfined aquifers taking into account water
table kinematics, wellbore skin and inertial effects”, Journal of
Hydrology, 408, 113-126, 2011.
[33] Cooper Jr., H.H., Bredehoeft, J.D. and Papadopulos, I.S.,
”Response of a finite-diameter well to an instantaneous charge
of water. ”, Water Resources Research, 3 (1), 263–269, 1967.
[34] Butler Jr., J.J.,” A simple correction for slug tests in smalldiameter
wells. ”, Ground Water, 40 (3), 303–307, 2002.
[35] Chen, C.-S., ”An analytic data analysis method for oscillatory
slug tests. ”, Ground Water, 44 (4), 604–608, 2006.
[36] Cooper Jr., H.H. and Jacob, C.E., ”A generalized graphical
method for evaluating formation constants and summarizing
well field history. ”, American Geophysics Union Transaction, 27,
526–534, 1946. |