Main Papers
and Patents |
[1] M. Ishida, D.H. Chen, H. Nisitani. Plane Problems of an Arbitrary Array of Cracks Emanating from the Edge of an Elliptical Hole. Engineering Fracture Mechanics, 21, pp.983-995.
[2] D.H. Chen. Elastic-Plastic Analysis of Crack and Notch by Extended Body Force Method. Role of Fracture Mechanics in Modern Technology (1986), pp.153-171
[3] H. Nisitani, D.H. Chen. Body Force Method. Advances in Boundary Element Methods for Fracture Mechanics, 113-72
[4] D.H. Chen, H. Nisitani. Analytical and Experimental Study of Crack Closure Behavior Based on an 'S' Shaped Unloading Curve. ASTM STP 982, Mechanics of Fatigue Crack Closure, pp.475-488
[5] D.H. Chen, H. Nisitani. Analysis of Plasticity-Induced Crack Closure by the Extended Body Force Method (Comparison of Various Analytical Results Based on Dugdale Hypothesis). JSME International Journal, Series I, 31(3), pp.598-605
[6] D.H. Chen, H. Nisitani, H. Noguchi. Analysis of Elastodynamic Problems Based on the Principle of Superposition (Extension of the Body Force Method to Elastodynamic Problems). JSME International Journal, Series I, 33(2), pp.193-201
[7] D.H. Chen, H. Nisitani. Analysis of the Delaying Effects of Overloads on Fatigue Crack Propagation. Engineering Fracture Mechanics, 39(2), pp.287-298
[8] D.H. Chen, H. Nisitani. Analysis of Elastic-Plastic Problems Based on the Principle of Superposition (I. Basic Theory: Extension of the Body Force Method to Elastic-Plastic Problems). Inter. J. Plasticity 8(1), pp.75-89
[9] D.H. Chen, H. Nisitani. Analysis of Elastic-Plastic Problems Based on the Principle of Superposition (II. Elastic-Plastic Analysis of an Infinite Plate with an Elliptic Hole or a Crack). Inter. J. Plasticity 8(2), pp.245-269
[10] H. Nisitani, A. Saimoto, H. Noguchi, D.H. Chen. Method of Analysis for Two-Dimensional Stationary Thermo-Elastic Problems by Body Force Method. Advances in Electronic Packaging, ASME 1992, pp.437-446.
[11] D.H. Chen, H. Nisitani. Mode I and Mode II Singular Stress Fields near a Corner of Jointed Dissimilar Materials. JSME International Journal, Series I, 35(4), pp.392-398.
[12] D.H. Chen, H. Nisitani. Singular Stress Fields near a Corner of Jointed Dissimilar Materials under Antiplane Loads. JSME International Journal, Series I, 35(4), pp.399-403.
[13] D.H. Chen, H. Nisitani. Detection of a Crack by Body Force Method. Engineering Fracture Mechanics, 45(5), pp.671-685
[14] D.H. Chen, H. Nisitani. Singular Stress Field near the Corner of Jointed Dissimilar Materials. J. Applied Mechanics, 60, pp.607-613.
[15] D.H. Chen, H. Nisitani. Elastic Parameters Influencing Stress Fields in Multiphase Composite. JSME International Journal, Series A, 36(4), pp.390-394
[16] H. Nisitani, D.H. Chen. Body Force Method and its Application. Computational and Experimental Fracture Mechanics, Computational Mechanics, Publication, U.K.
[17] D.H. Chen, H. Nisitani, T. Mura. Effect of Elastic Constants on Stress in Multi-Phases Under Plane Deformation. Engineering Fracture Mechanics, 48(3), pp.347-357.
[18] D.H. Chen. General Singular Stress Field in Fracture Mechanics. Computational and Experimental Fracture Mechanics, Developments in Japan(A 94-28194 09-39), Computational Mechanics Publications, UK, pp.213-262.
[19] D.H.Chen, N.A.Noda, K.Oda, S.Harada. An Application of the Body Force Method to the Measurement of Internal Shape of 3-D Surface Crack. AMD-Vol.186, ASME, pp.37-42
[20] D.H. Chen. Analysis of Singular Stress Field around Inclusion Corner Tip. Engineering Fracture Mechanics, 49(4), pp.533-546
[21] D.H. Chen. A Crack Normal to and Terminating at a Bimaterial Interface. Engineering Fracture Mechanics, 49(4), pp.517-532
[22] H. Nisitani, A. Saimoto, D.H. Chen. Application of Body Force Method to an Interface Crack Problem. ACTA MECHANICA SOLIDA SINICA, 8, pp.553-558
[23] D.H. Chen . Force and Dislocation in an Isotropic Semi-Infinite Plate Joined to an Anisotropic Semi-Infinite Plate. Engineering Fracture Mechanics, 51(4), pp.603-613
[24] D.H. Chen. Stress Intensity Factors for V-Notched Strip under Tension or In-Plane Bending. International Journal of Fracture, 70, pp.81-97.
[25] D.H. Chen. Antiplane Strain Problem of Diamond Inclusion. International Journal of Fracture, 71(3), pp.197-212.
[26] D.H. Chen. A Point Force and an Edge Dislocation in an Elliptical Inclusion Embedded in an Infinite Medium. International Journal of Fracture, 71(4), pp.311-322.
[27] D.H. Chen. Force and Dislocation in an Anisotropic Semi-Infinite Plate Joined to an Isotropic Semi-Infinite Plate. Engineering Fracture Mechanics, 52(1), pp.95-106.
[28] D.H. Chen, H. Nisitani, K. Mori. Stress-Intensity Factors for an internal Semi-Elliptical Surface Crack in Cylindrical Pressure Vessels. Journal of Pressure Vessel Technology Transactions of the ASME, 117(3), pp.213-221.
[29] M.Murata, M.B.Utzinger, D.H.Chen, H.Nisitani. Stress Analysis on Rectangular Cross-Sectional Ring Headers. Journal of Pressure Vessel Technology Transactions of the ASME, 117(4), pp.293-297.
[30] D.H. Chen, N.A. Noda, K. Oda, S. Harada. Efficient and Accurate Determination of Mode I Type 3-D Surface Crack by Measuring Strain Around the Crack on the Idea of the Body Force Method. International Journal of Fracture, 72, pp.343-358.
[31] H. Nisitani, D.H. Chen, A. Saimoto. Interaction Betweeen an Elliptic Inclusion and a Crack. Local Damage IV, Computer-Aided Assessment and Control, pp.325-332
[32] D.H. Chen. Logarithmic Singular stress Field in a Semi-Infinite Plate Consisting of Two Edge Bonded Wedge Subjected to Surface Tractions. International Journal of Fracture, 75, pp.357-378.
[33] D.H. Chen. Green's Functions for a Point Force and Dislocation Outside an Elliptic Inclusion in Plane Elasticity. Z ANGEW MATH PHYS, 47, pp.894-905
[34] D.H. Chen. Point Force and Edge Dislocation in a Two-Phase Anisotropic Medium. Z ANGEW MATH PHYS, 47, pp.617-630
[35] D.H. Chen, K. Harada. Stress Singularities for Crack Normal to and Terminating at Bimaterial Interface on Orthotropic Half-Plates. International Journal of Fracture, 81, pp.147-162
[36] D.H. Chen, S. Nakamichi. Stress Intensity Factors for an Interface Crack along an Elliptical Inclusion. International Journal of Fracture, 82, pp.131-152
[37] H. Nisitani, D.H. Chen. Body Force Method and Its Applications to Numerical and Theoretical Problems in Fracture and Damage. Computational Mechanics, 19, pp.470-480
[38] D.H.Chen. Condition for Occurrence of Logarithmic Stress Singularity. JSME International Journal, Series I, 40(3), pp.298-305
[39] D.H. Chen, S. Nakamichi. Plane Problem of Cracks Generated from the Interface of an Elliptical Inclusion. JSME International Journal, Series I, 40(3), pp.275-282
[40] D.H. Chen. The Effect of an Elliptical Inclusion on a Crack. International Journal of Fracture, 85, pp.351-364
[41] D.H. Chen, H. Nisitani. Body Force Method. International Journal of Fracture, 86, pp.161-189
[42] D.H. Chen, H. Nisitani. Effect of Poisson's Ratio on Elastic-Plastic Stress under Plane Deformation. Engineering Analysis with Boundary Element, 20, pp.17-24
[43] D.H. Chen, K. Nonomura. Elastic-Plastic Stress Singularity near the Tip of V-Notch. Key Engineering Materials, Volumes 145-149, pp.95-100
[44] D.H.Chen, K. Ushijima. Intensity of Singular Stress Field at the Interface Edge Point of a Bonded Beam. Key Engineering Materials, Volumes 145-149, pp.577-582
[45] D.H. Chen. Evaluation of Static Strength by the Application of Stress Intensity Factor for a V-Shaped Notch. Experimental Mechanics: Advances in Design, Testing and Analysis (1998), pp.1161 -1166.
[46] D.H. Chen. Stress Intensity Factor for a Crack Normal to an Interface Between Two Orthotropic Materials. International Journal of Fracture, 88, pp.19-39
[47] D.H. Chen. Plane Elastic Problem of a Crack Normal to and Terminating at Bimaterial Interface of Isotropic and Orthotropic Half Plates. International Journal of Fracture, 88，pp.393-406
[48] D.H. Chen, K. Ushijima. Plastic Stress Singularity near the Tip of V-notch. International Journal of Fracture, 106，pp.117-134
[49] D.H. Chen, K.Nonomura, K. Ushijima. Stress Intensity Factor at the Edge Ponit of a Bonded Strip under Thermal Loading. JSME International Journal, Series A, 44(4), pp.550-555
[50] D.H. Chen, K. Ushijima. Elastic-plastic Stress Singularity near a Bonded Interface. Solid Mechanics and Its Applications, 97, pp.19-23
[51] K. Ushijima, D.H. Chen, N. Kitte. Intensity of a Plastic Singular Stress Field at the Notch Tip. JSME International Journal, Series A, 45(2), pp.170-176
[52] K. Ushijima, D.H. Chen, N. Kitte. Study of the Plastic Stress Intensity Factor for V-shaped Notch Problems. Key Engineering Materials, Vol. 243-244, pp.303-308
[53] K. Ushijima, S.Haruyama H. Hanawa, D.H. Chen. Study on Strain Concentration for Cylindrical Tubes under Axial Compressive Loading. PVP-Vol.482, Computer Technology and Applications, pp.125-131.
[54] S.Haruyama, K. Ushijima, D.H. Chen, H. Tanaka. Crack in Collapse Process of Circular Tubes under Axially Compressive Load. Fracture and Damage of Advanced Materials-FDAM2004, pp.158-166
[55] D.H. Chen, K. Masuda, M. Takano, K. Ushijima. Effect of impact velocity on circular tubes subjected to axial loading. J. Phys. Ⅳ France, ISBN: 2-86883-945-2, Vol.134 (2006), pp. 493-499
[56] S. Ozaki, K. Hashiguchi, T. Okayasu, D.H. Chen. Finite element analysis of a wheel-soil interaction phenomenon by unconventional elastoplastic and friction models. Japanese Society of Automobile Engineering, 38(4), pp.9-16.
[57] S. Ozaki, K. Hashiguchi, T. Okayasu, D.H. Chen. Finite element analysis of particle assembly-water coupled frictional contact problem. Computer Modeling in Engineering & Sciences, 18(2), pp.101-119(2007)
[58] D.H. Chen, S. Ozaki. eneral solution of stresses due to adhesion crack for T-shaped junction of two plates. International Journal of Fracture, 148, pp.195-203
[59] S. Ozaki, D.H. Chen, K.Hashiguchi. Analysis of stick-slip motion by the rate-dependent friction model. Advanced Materials Research, Vols. 33-37, pp.867-874.
[60] H. Nisitani, K.Ushijima, D.H. Chen, A. Saimoto. Effective Use of Commercial FEM Software in 2-Dimensional Crack Problems. Advanced Materials Research, Vols. 33-37, pp.103-108.
[61] K. Masuda, D.H. Chen, S. Ozaki, K. Ushijima. Prediction of Maximum Moment of Circular Tubes Subjected to Pure Bending in Consideration of the Length Effect. International Journal of Modern Physics B. Vol. 22, Nos. 9/11, pp.1724-1729
[62] K. Ushijima, N. Nishitani, D.H. Chen. Energy absorption efficiency in cellular solids. International Journal of Modern Physics B. Vol. 22, Nos. 9/11, pp.1730-1735
[63] D.H. Chen, A. Uchisawa, S. Ozaki. Study on a Dent Phenomena of Spherical Shells. Journal of Solid Mechanics and Material s Engineering, Vol.2(2008) No.10, pp.1265-1274
[64] D.H. Chen, S. Ozaki. Circumferential Strain Concentration of Corrugated Tubes Subjected to Axial Collapse. Journal of Computational Science and Technology, Vol. 2 (2008) No. 4 pp.632-642
[65] D.H. Chen, T. Matsumoto, S. Ozaki. Analysis of Equivalent Elastic Modulus of a Honeycomb Sandwich Considering Interference Effect with Face Sheet. Journal of Computational Science and Technology, Vol. 2 (2008) No. 4 pp.597-608
[66] D.H. Chen, S. Ozaki. Investigation of Failure Criteria for a Sharp Notch. International Journal of Fracture, 152(2), pp. 63-74
[67] D.H. Chen, S. Ozaki. Analysis of in-plane elastic modulus for a hexagonal honeycomb core: Effect of core height and proposed analytical method. Composite Structures, 88(1), pp.17-25
[68] D.H. Chen, H. Horii, S. Ozaki. Analysis of in-plane elastic modulus for a hexagonal honeycomb core: Analysis of Young's modulus and shear modulus. Journal of Computational Science and Technology, Vol. 3, No.1, pp.1-12, 2009
[69] D.H. Chen, S. Ozaki. Circumferential Strain Concentration in Axial Crushing of Cylindrical and Square Tubes with Corrugated Surfaces. Thin Walled Structures，47(5), pp.547-554
[70] D.H. Chen, S. Ozaki. Stress concentration due to defects in a honeycomb structure. Composite Structures, 89(1), pp.52-59
[71] D.H. Chen, S. Ozaki. Theoretical Analysis of Axial Crushing of Cylindrical Tubes with Corrugated Surfaces. Journal of Computational Science and Technology, Vol.3, No. 1, pp.327-338
[72] D.H. Chen, K. Masuda, K. Ushijima, S. Ozaki. Deformation Modes for Axial Crushing of Cylindrical Tubes Considering the Edge Effect. Journal of Computational Science and Technology, Vol.3, No. 1, pp.339-350
[73] D.H. Chen, D. Tanaka, S. Ozaki. Telescopic Deformation of Stepped Circular Tube Subjected to Axial Crushing. Journal of Computational Science and Technology, Vol.3, No. 1, pp.351-362
[74] D.H. Chen, S. Ozaki. On the collapse condition for a thin-plate subjected to axial compression. ICCES, Vol.9, No. 2, pp.109-115
[75] D.H. Chen, S. Ozaki. Numerical study of axially crushed cylindrical tubes with corrugated surfaces. Thin Walled Structures，47(11), pp.1387-1396
[76] D.H. Chen, K. Hattori, S. Ozaki. Axial Crushing Characteristics of Circular Tubes with Radial Corrugation. Journal of Computational Science and Technology, Vol.3, No.2, pp.437-448
[77] D.H. Chen, S. Yoshida, S. Ozaki. Deformation Behavior for axial Crushing of Three-Fold Point Corner. Journal of Computational Science and Technology, Vol.3, No.2, pp.426-436
[78] D.H. Chen, S. Ozaki. Axial Collapse Behavior of Plate. Thin Walled Structures，48(2), pp.77-88
[79] K. Ushijima, W.J. Cantwell, D.H. Chen. Evaluation of the Mechanical Properties of Lightweight Lattice Structures Subjected to Compressive Loading; Part I : Analytical Approach for the Initial Stiffness and Plastic Collapse Strength. Journal of Computational Science and Technology, Vol.4, No.3, pp.159-171
[80] D.H. Chen, L.. Yang. Analysis of equivalent elastic modulus of asymmetrical honeycomb. Composite Structures, 93, pp.767-773.
[81] K. Ushijima, W.J. Cantwell, D.H. Chen. Shear Response of Three-Dimensional Micro-Lattice Structures. Key Engineering Materials, Volumes 452-453, pp.713-716
[82] D.H. Chen. Bending Deformation of Honeycomb Consisting of Regular Hexagonal Cells. Composite Structures, 93, pp.736-746.
[83] K. Ushijima, W.J. Cantwell, D.H. Chen. Mechanical Behavior of Three Dimensional Lattice Structures. Key Engineering Materials, Volumes 462-463, pp.1302-1307
[84] L. Yang, D.H. Chen, H. Zheng. The Analysis on Coefficient of Horizontal Subgrade Reaction of the Guardrail in the Highway. Advanced Materials Research, Volumes 168-170, pp.1552-1555
[85] D.H. Chen, K. Ushijima. Evaluation of Quasi-Static Axial Crushing Characteristics of Laterally Grooved Square Tube. Journal of Solid Mechanics and Materials Engineering, Vol.5(2011) No. 3 pp.151-163
[86] L.. Yang, S. Li, D.H. Chen, Z. W. Research on Deformation Localization of Double Notched Concrete Beam Under Four-Point-Shear Loading. Advanced Materials Research, Volumes 250-253, pp.2238-2241
[87] L.. Yang, X. Shen, H. Zheng, D.H. Chen. Rolling Stones Under the Action of the Numerical Simulation Research Shed Holes. Advanced Materials Research, Volumes 250-253, pp.238-241
[88] D.H. Chen, K. Masuda. Crushing Behavior of Thin-Walled Hexagonal Tubes with Partition Plates. ISRN Mechanical Engineering, vol. 2011, Article ID 503973, 8 pages, doi:10.5402/2011/503973
[89] D.H. Chen, K. Masuda. Prediction of Maximum Moment of Rectangular Tubes Subjected to Pure Bending. Journal of Environment and Engineering, 6(3), pp.554-566
[90] D.H. Chen. Equivalent Flexural and Torsional Rigidity of Hexagonal Honeycomb. Composite Structures, 93, pp.1910-1917.
[91] D.H. Chen, K. Masuda. Equivalent Elastic Modulus of Asymmetrical Honeycomb. ISRN Mechanical Engineering, vol. 2011, Article ID 570140, 10 pages, doi:10.5402/2011/570140
[92] D.H. Chen, K. Ushijima. Eccentricity in the Progressive Crushing of Circular Tubes. Journal of Solid Mechanics and Materials Engineering, 5(5), pp.219-229
[93] D.H. Chen. Flexural Rigidity of Honeycomb Consisting of Hexagonal Cells. Acta Mechanica Sinica, 27(5), pp.840-844
[94] D.H. Chen, K. Ushijima. Estimation of the Initial Peak Load for Circular Tubes Subjected to Axial Impact. Thin Walled Structures，49(7), pp.889-898
[95] K. Ushijima, W.J. Cantwell, D.H. Chen. Estimation of the Compressive and Shear responses of Three-dimensional micro-lattice structures. Procedia Engineering, Vols.10, pp.2441-2446.
[96] D.H. Chen, K. Masuda. Numerical Study on the Strength of Pipe Joints. ISRN Mechanical Engineering, vol. 2011, Article ID 795764, 9 pages, doi:10.5402/2011/795764
[97] D.H. Chen, K. Ushijima. Crushing Behavior of Combined Honeycomb Structure. Journal of Solid Mechanics and Materials Engineering, 5(9), pp.445-458
[98] D.H. Chen, L. Yang. Numerical Simulation of the Collapse of Stepped Circular Tube Subjected to Oblique Load. Applied Mechanics and Materials, Volumes 117-119, pp.531-538
[99] D.H. Chen. The Collapse Mechanism of Corrugated Cross Section Beams Subjected to Three-Point Bending. Thin Walled Structures，51, pp.82-86
[100] D.H. Chen. Elastic Problem of an Adhesion Crack in T-junction of Two Orthotropic Thin Plates. International Journal of Fracture, 172 (2), pp. 121-129
[101] D.H. Chen. Stresses due to an Adhesion Crack in T-shaped Junction of Two Orthotropic Plates. Acta Mechanica Sinica, 28(2), pp.419–423
[102] K. Ushijima, W.J. Cantwell, D.H. Chen. Prediction of the mechanical properties of micro-lattice structures subjected to multi-axial loading. International Journal of Mechanical Sciences, Vol. 68, 2013, pp.47-65.
[103] D.H. Chen, L. Yang. Inversion Behavior for Cylindrical Tubes under Axial Compression. Advanced Materials Research, 430, pp.512-516
[104] K. Ushijima, D.H. Chen, W. Cantwell. Evaluation of Torsional Rigidity for Micro-Lattice Plates. Key Engineering Materials (Vol. 577-578), pp.425-428
[105] S.Haruyama, D. Nurhadiyanto, K. Ushijima, K. Kaminishi, D.H. Chen. Deformation Characteristic of Thin Stainless Gasket Material. Applied Mechanics and Materials, Vol. 392, pp.3-8
[106] D.H. Chen, K. Ushijima. Prediction of mechanical performance for McKibben actuator. International Journal of Mechanical Sciences, 78 (2014) 183-192
[107] D.H. Chen a, K.Ushijima. Singular stresses due to adhesion defect on intersection line along which a semi-infinite thin plate is attached to an infinite thin plate by eigenfunction expansion method. Theoretical and Applied Fracture Mechanics, 69 (2014) 71–79.
[108] D.H. Chen, K. Masuda. Estimation of Collapse Load for Thin-Walled Rectangular Tubes Under Bending. Journal of Applied Mechanics, Transactions ASME, 2016, 83(3).
[109] D.H. Chen, K. Masuda. Rectangular hollow section in bending: Part I - Cross-sectional flattening deformation. THIN-WALLED STRUCTURES, 2016 , 106 :495-507.
[110] D.H. Chen. Investigation on Filippi's stress equation for V-shaped notch with rounded vertex Part I: Mode I stresses. ENGINEERING FRACTURE MECHANICS, 2017, 172:61–72.
[111] D.H. Chen, K Ushijima. Estimation of maximum torsional moment for multicorner tubes Zaifuddin SAM. THIN-WALLED STRUCTURES, 2017, 112: 66-77.
[112] D.H. Chen. Investigation on Filippi's stress equation for V-shaped notch with rounded vertex Part II: Mode II stresses. ENGINEERING FRACTURE MECHANICS, 2017, 178:318-332.
[113] D. H. Chen, K Ushijima. Brittle failure criteria for components containing U-notches under Mode I loading. ENGINEERING FRACTURE MECHANICS, 2018, 200:86-103.
[114] D. H. Chen, K Ushijima. Effects of honeycomb geometry on stress concentration due to defects Composite Structures. ENGINEERING FRACTURE MECHANICS, 2018. 188: 55-63.
[115] D.H. Chen, L. Chen. The admissible range of notch root radius for applying the singular stress field to its fracture analysis. ENGINEERING FRACTURE MECHANICS, 2018, 202:202-213. |
