Mitchell,
M. R., 1977, “Review on the Mechanical Properties of Cast Steels With Emphasis on Fatigue Behavior and Influence of Microdiscontinuities,” ASME J. Eng. Mater. Technol., 99, pp. 329–343.

Murakami, Y., 2002, *Metal Fatigue: Effect of Small Defects and Nonmetallic Inclusions*, Elsevier.

Edwards,
R. H., 1952, “Stress Concentrations Around Spherical Inclusions and Cavities,” ASME J. Appl. Mech., 19(1), 19–30.

Eshelby,
J. D., 1957, “The Determination of the Elastic Field of an Ellipsoidal Inclusion, and Related Problems,” Proc. R. Soc. London, Ser. A, 241, pp. 376–396.

Eshelby,
J. D., 1959, “The Elastic Field Outside an Ellipsoidal Inclusion,” Proc. R. Soc. London, Ser. A, 252, pp. 561–569.

Donnel, L. H., 1941, “Stress Concentration Due to Elliptical Discontinuities in Plates Under Edge Forces,” *Ann. Vol. T. Von Karman*, Calif. Inst. Tech., pp. 293–309.

Nisitani,
H., 1968, “Approximate Calculation Method of Interaction Between Notches and Its Appllications,” J. JSME,70(589), pp. 35–47, (in Japanese).

Shioya,
S., 1970, “Tension of an Infinite Thin Plate Having Two Rigid Spherical Inclusions,” Trans. JSME,36, pp. 886–897, (in Japanese).

Isida,
M., and Igawa,
H., 1994, “Some Asymtotic Behavior and Formulate of Stress Intensity Factors for a Collinear and Parallel Cracks Under Various Loadings,” Int. J. Fract., 65, pp. 247–259.

Noda,
N.-A., and Matsuo,
T., 1997, “Analysis of a Row of Elliptical Inclusions in a Plate Using Singular Integral Equations,” Int. J. Fract., 83, pp. 315–336.

Miyamoto,
H., 1957, “On the Problem of the Theory of Elasticity for a Region Containing More Than Two Sperical Cavities,” Trans. JSME,23(131), pp. 431–436, (in Japanese).

Nisitani,
H., 1963, “On the Tension of an Elastic Body Having an Infinite Row of Spheroidal Cavities,” Trans. JSME,29(200), pp. 765–768, (in Japanese).

Eubank,
R. A., 1965, “Stress Interference in Three-Dimensional Torsion,” ASME J. Appl. Mech., 32(1), pp. 21–25.

Shelly,
J. F., and Yu,
Yi-Yuan, 1966, “The Effect of Two Rigid Spherical Inclusions on the Stresses in an Infinite Elastic Solids,” ASME J. Appl. Mech., 33(1), pp. 68–74.

Noda,
N.-A., Hayashida,
H., and Tomari,
K., 2000, “Interaction Among a Row of Ellipsoidal Inclusions,” Int. J. Fract., 102, pp. 371–392.

Noda,
N.-A., Ogasawara,
N., and Matsuo,
T., 2003, “Asymmetric Problem of a Row of Revolutional Ellipsoidal Cavities Using Singular Integral Equations,” Int. J. Solids Struct., 40(8), pp. 1923–1941.

Tsuchida,
E., and Nakahara,
I., 1970, “Three-Dimensional Stress Concentration Around a Spherical Cacvity in a Semi-Infinite Elastic Body,” Bull. JSME, 13, pp. 499–508.

Tsuchida,
E., and Nakahara,
I., 1972, “Stresses in a Semi-Infinite Body Subjected to Uniform Pressure on the Surface of a Cavity and the Plane Boundary,” Bull. JSME, 15, pp. 1–10.

Tsuchida,
E., Nakahara,
I., and Kodama,
M., 1982, “Stress Concentration Around a Prolate Spheroidal Cavity in a Semi-Infinite Elastic Body Under All-Around Tension,” Bull. JSME, 25(202), pp. 493–500.

Jasiuk,
I., Sheng,
P. Y., and Tsuchida,
E., 1997, “A Sherical Inclusion in an Elastic Half-Space Under Shear,” ASME J. Appl. Mech., 64, pp. 471–479.

Erdogan,
F., and Aksogan,
O., 1974, “Bonded Half Planes Containing an Arbitrarily Oriented Crack,” Int. J. Solids Struct., 10, pp. 569–585.

Cook,
T. S., and Erdogan,
F., 1972, “Stresses in Bonded Materials With a Crack Perpendicular to the Interface,” Int. J. Eng. Sci., 10, pp. 677–697.

Isida,
M., and Noguchi,
H., 1983, “An Arbitrary Array of Cracks in Bonded Semi-Infinite Bodies Under In-Plane Loads,” Trans. Japan Society of Mechanical Engineers.,4(437), pp. 36–45, (in Japanese).

Willis,
J. R., 1972, “The Penny-Shaped Crack on an Interface,” Q. J. Mech. Appl. Math., 25, pp. 367–385.

Erdogan,
F., and Arin,
K., 1972, “Penny-Shaped Interface Crack Between an Elastic Layer and a Half-Space,” Int. J. Solids Struct., 8, pp. 893–109.

Kassir,
M. K., and Bregman,
A. M., 1972, “The Stress Intensity Factor for a Penny-Shaped Crack Between Two Dissimilar Materials,” ASME J. Appl. Mech., 39, pp. 308–301.

Shibuya,
T., Koizumi,
T., and Twamoto,
T., 1989, “Stress Analysis of the Vicinity of an Elliptical Crack at the Interface of Two Bounded Half-Spaces,” JSME Int. J.,32, pp. 485–491.

Nakamura,
T., 1991, “Three-Dimensional Stress Fields of Elastic Interfaces Cracks,” ASME J. Appl. Mech., 58, pp. 939–946.

Yuuki,
R., and Xu,
J.-Q., 1992, “A BEM Analysis of a Three-Dimensional Interfacial Crack of Bimaterials,” Trans. JSME.,58(545), pp. 39–46, (in Japanese).

Qin,
T. Y., and Noda,
N.-A., 2002, “Analysis of a Three-Dimensional Crack Terminating at an Interface Using a Hypersingular Integral Equation Method,” ASME J. Appl. Mech., 69, pp. 626–631.

Qin,
T. Y., and Noda,
N.-A., 2002, “Stress Intensity Factors of a Rectangular Crack Meeting a Bimaterial Interface,” Int. J. Solids Struct., 40(10), pp. 2473–2486.

Noda,
N.-A., Ohzono,
R., and Chen,
M.-C., 2003, “Analysis of an Elliptical Crack Parallel to a Bimaterial Interface Under Tension,” Mechanics of Materials 35, pp. 1059–1076.

Nisitani,
H., 1967, “The Two-Dimensional Stress Problem Solved Using an Electric Digital Computer,” J. JSME.,70, pp. 627–632, (in Japanese); (1969, Bulletin of JSME. 11, pp. 14–23).

Noda,
N.-A., and Matsuo,
T., 1995, “Singular Integral Equation Method in Optimization of Stress-Relieving Hole: A New Approach Based on the Body Force Method,” Int. J. Fract., 70, pp. 147–165.

Noda,
N.-A., and Matsuo,
T., 1997, “Numerical Solution of Singular Integral Equations in Stress Concentration Problems,” Int. J. Fract., 34(19), pp. 2429–2444.

Noda,
N.-A., and Matsuo,
T., 1998, “Singular Integral Equation Method for Interaction Between Elliptical Inclusions,” ASME J. Appl. Mech., 65, pp. 310–319.

Nisitani, H., and Chen, D. H., 1987, *Taisekiryokuho (The Body Force Method)*, Baifukan (in Japanese).

Chen, M.-C., and Noda, N.-A., 2002, “Force at a Point in the Interior of One of Two Jointed Semi-Infinite Solids,” *Proceedings the 2002 Annual Meeting of JSME/MMD* 02–05, pp. 307–308 (in Japanese); (2003, Kikai no Kenkyu (Science of Machine), 55 (4), pp. 468–475 (in Japanese)).

Nisitani,
H., and Noda,
N.-A., 1984, “Tension of a Cylindrical Bar Having an Infinite Row of Circumferential Cracks,” Eng. Fract. Mech., 20(4), pp. 675–686.

Nisitani,
H., and Noda,
N.-A., 1984, “Stress Concentration of a Cylindrical Bar With a V-Shaped Circumferential Groove Under Torsion, Tension or Bending,” Eng. Fract. Mech., 20(5/6), pp. 743–766.

Brooksbank,
D., and Andrews,
K. W., 1972, “Stress Fields Around Inclusions and their Relation to Mechanical Properties,” J. Iron Steel Inst., London, 210, pp. 246–255.