余寿文
固体力学、断裂损伤力学、细观力学
个性化签名
- 姓名:余寿文
- 目前身份:
- 担任导师情况:
- 学位:
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学术头衔:
博士生导师
- 职称:-
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学科领域:
固体力学
- 研究兴趣:固体力学、断裂损伤力学、细观力学
清华大学工程力学系教授, 博士生导师. 清华大学工程力学研究班固体力学专业研究生毕业.现兼任国际断裂大会(ICF)副主席、《固体力学学报》和“Acta Mechanica Solid Sinica”主编、中国工程院教育委员会委员、中国高等教育研究会副理事长。华中科技大学、同济大学等六院校兼职教授。长年从事固体力学、断裂损伤力学、细观力学的教学与研究工作。出版专著“损伤力学”、“弹塑性断裂力学”等五部,在断裂力学、损伤力学、细观力学、微力-电系统力学等方面在国内、外发表学术论文300余篇。获国家自然科学奖三等奖二次(1988,1995)、国家教委科技进步一等奖二次(1987,1994)、二等奖(1986)、三等奖(1993)、高等学校自然科学二等奖二次(2001,2002)等多项奖励。现从事智能材料力学与微接触力学的研究及结构与材料的损伤失效分析与识别的研究工作。
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2507
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499
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成果数
12
【期刊论文】A triggering criterion of dislocation sourcesunder Mode-Isingular stresses
余寿文, ZHI-XING LU, SHOU-WEN YU and XI-QIAO FENG
International Journal of Fracture 0: 1-6, 2004.,-0001,():
-1年11月30日
A triggering criterion is suggested to determine the instability of a dislocation source under Mode-I singular stresses. Two kinds of configurations are considered, including a crack and a wedge formed by climbing dislocations pileup. Numerical results are given and discussed for both the cases.
Brittle-to-ductile transition, crack, dislocation, wedge
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【期刊论文】ANTI-PLANE VIBRATION OF RACKED PIEZOELECTRIC MATERIALS
余寿文, Zeng-tao CHEN, and Shou-wen YU
Mechanics Research Communications, Vol. 25, No.3, pp. 321-327. 1998,-0001,():
-1年11月30日
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【期刊论文】BOUNDARY LAYERS NEAR INTERFACES BETWEEN CRYSTALS WITH STRAIN GRADIENT EFFECTS
余寿文, Gang-Feng Wang, Shou-Wen Yu, and Xi-Qiao Feng
Mechamcs Research CommumcatJons, Vol. 28, No.1, pp 87-95, 2001,-0001,():
-1年11月30日
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余寿文, Wang Xuyue, Yu Shouwen
Key Engineering Materials Vols. 251-252 (2003) pp. 215-220,-0001,():
-1年11月30日
The wave function expansion method and singular integral equations are used to investigate the scattering of SH waves by a cylindrical piezoelectric inclusion partially debonded from piezoelectric matrix. For impermeable crack case, dynamic stress intensity factors are obtained and numerical results show the phenomenon of low frequency resonance for various debonding sizes and incident angles.
Scattering of waves, Piezoelectric inclusion, Near fields
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【期刊论文】Micro-scale adhesive contact of a spherical rigid punch on a piezoelectric half-space
余寿文, Z.R. Chen, S.W. Yu*
,-0001,():
-1年11月30日
The micro-scale adhesive contact behavior of a spherical rigid punch on a piezoelectric half-space is investigated in this paper. The governing equations describing the adhesive contact behavior are obtained by using the Maugis-Dugdale (M-D) elastic adhesive contact theory [J. Colloid Interface Sci. 150 (1992) 243]. The solutions for indentation of piezoelectric materials and for elastic adhesive contact can be reduced from the present results in the absence of adhesion effect and piezoelectric effect, respectively. The effect of the electric load on the adhesive contact behavior is analyzed. It is shown that the piezoelectric effect has a significant effect on the adhesive contact behavior of piezoelectric materials. The obtained results will be helpful to understand the micro-indentation properties of piezoelectric materials.
Adhesion, Micro-contact, Piezoelectric materials, Surface effect, Size effect, couple, indentation
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余寿文, Bin Gu, Shou-Wen Yu and Xi-Qiao Feng
International Journal of Fracture 116: L29-L34, 2002.,-0001,():
-1年11月30日
The scattering problem of a plane elastic wave by an interface crack between a piezoelectric layer and an elastic substrate is analyzed by means of the integral transform and the Cauchy singular integral equation methods. The effects of the crack configuration, the incident direction of the wave and the material combinations are examined.
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余寿文, Bin Gu, Shou-Wen Yu*
Computational Materials Science 28 (2003) 628-632,-0001,():
-1年11月30日
In present paper, the anti-plane problem of thermal effect near crack tipregion of piezoelectric material subjected to electrical impact loading is investigated by means of the integral transforms and the singular integral equations. By introducing the thermal power, the temperature field near crack tip is finally obtained on the basis of the hypotheses of the uncoupling between the thermal field and the electro-mechanical fields and the adiabatic approximation. The numerical results indicate that a high temperature field of small region near crack tip is deduced when high electrical impact load is applied. Moreover, the results show that the temperature field strongly depends on crack size. However, the thermal effect of mechanical impact comparing with electrical impact may almost be neglected.
Thermal effect, Piezoelectric medium, Anti-plane problem, Electricimpact
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引用
余寿文, Bin Gu a, Xuyue Wang a, Shouwen Yu a, Ditmar Gross b, *
Engineering Fracture Mechanics 69(2002)565-576,-0001,():
-1年11月30日
The problem of an interface crack between dissimilar piezoelectric layers under mechanical and electrical impacts is formulated by using integral transform and Cauchy singular integral equation methods. The dynamic stress intensity factor and dynamic energy release rate (DERR) are determined through use of the obtained solutions and the effects of the loading ratio, the geometry of crack configuration and the combination of material parameters on the above two quantities are discussed. The numerical calculations indicate that the electrical load can promote or retard the crack growth depending on its magnitude, direction and the existence of the mechanical load and that with the increase of the value of ratio of two material parameters, some material parameters will inhibit the crack growth. On the other hand, some material parameters play the contrary roles. In addition, the geometry of the crack configuration has the significant effects on the DERR. Finally the results are compared with those obtained in a previous investigation.
Dynamic energy release rate, Interfacial crack, Piezoelectric layers, Integral transform, Singular integral equation
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【期刊论文】The growth simulation of circular buckling-driven delamination
余寿文, Xiangyang Zhang, Shouwen Yu*
International Journal of Solids and Structures 36(1999)1799-1821,-0001,():
-1年11月30日
Some closed-form equations for the coupling problem of buckling and growth of circular delamination are derived by recourse to the moving boundary variational principle The axisymmetric buckling of a circular delamination subjected to an equal bi-axial compression is analysed by using high-order perturbation expansion The axisymmetric buckled delamination has the following properties: under a certain residual pressure, there exist two characteristic radii, namely the critical radius Rc and growing radius Rg; for a certain interface toughness, the blister has three configuration of stationary, stable growth and unstable growth with increasing the loads Under a higher edge thrust, the nonaxisymmetric secondary buckling will occur on the base of axisymmetric buckling and then the toughness and the driving force of the interface crack will be different along the delamination front. So the growth of circular delamination will not be self-similar. Without any assumption regarding the delamination front, the cogfigurations of the blister with several nonaxisymmetric buckling modes n=2, 3, 6, 8, are simulated. The nonaxisymmetric growth process for the nonaxisymmetric buckling mode n=2 is simulated also under a sequence of loads.
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【期刊论文】A micromechanics model for estimating the effective thermoelastic properties of layered media
余寿文, Zuo-Rong Chen a, Shou-Wen Yu a, Xi-Qiao Feng a, *, Meng Lu b
Composites Science and Technology 62(2002)441-449,-0001,():
-1年11月30日
A micromechanics model is presented for estimating the effective thermoelastic properties of layered media. The continuity condition across a perfectly bonded interface between two dissimilar materials is introduced by decomposing the stress and strain tensors into two orthogonal complementary parts, an interior part and an exterior part that are tangential and normal to the interface, respectively. This model follows from the fact that the exterior part of the stress tensor and the interior part of the strain tensor are each continuous across the perfect interface. Thereby, the interaction between different phases of composites is accounted for. The exact expressions for the effective thermoelastic properties of layered media are derived, and the connections between the present scheme and some conventional micromechanics models are examined.
A., Layered structures, B., Interface, B., Thermomechanical properties, C., Elastic properties, Micromechanics
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