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Daiheng Chen

Name

Daiheng Chen

Date of Birth

1947/11

Title

Professor

Degree

Ph.D.

Position

Discipline

Solid mechanics

Education and
Professional
Experience

Education：
Ph.D. Kyushu University, 1986
M.S. Institute of Mechanics，Chinese Academy of Sciences, 1978
B.S. Tsinghua University, 1970
Professional Experience：
2014 Professor Jiangsu University
1996 Professor Science University of Tokyo
1989 Associate Professor Kyushu Institute of Technology
1987 Associate Professor Jiangnan University

Scientific
Research Field

Solid mechanics

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.

Email

dhchen@ujs.edu.cn