5123导航取五湖之利取四-欢迎莅临

Professor

Tel:86-10-62783014

E-mail address:zhuangz@tsinghua.edu.cn

Introduction

Zhuo ZHUANG, Professor, Former Dean, School of Aerospace Engineering, Tsinghua University. Ph.D, University College Dublin, Ireland, 1995; Honorary Doctorate Degree (EngD) of Swansea University, UK, 2017. Vice President of International Association for Computational Mechanics (IACM); Supervisor, Chinese Society of Theoretical and Applied Mechanics (CSTAM); The chief scientist of national fundamental research project of China; Publish 360 papers, Publish 8 books in Chinese and 2 books in English by Elsevier and Possess 14 patents and 6 software copyrights.

Research interest:

Aircraft strength and structure, Fracture mechanics, Computational mechanics, Hydraulic fracture, Crystal plasticity

Education background

1991-1995, Ph.D. at Dept. of Civil Engineering, University College Dublin, Ireland.

1984-1988, M.S. at Dept. of Civil Engineering, Chongqing University, China.

1978-1982, B.S. at Dept. of Civil Engineering, Shenyang Architecture University, China.

Experience

2004-present, Professor at School of Aerospace Engineering, Tsinghua University, China;

2005-2012, Dean at School of Aerospace Engineering, Tsinghua University, China;

2000-2004, Professor at Dept. of Engineering Mechanics, Tsinghua University, China;

1996-2000, Associate Professor at Dept. of Engineering Mechanics, Tsinghua University, China;

1982-1991, Assistant Professor at Dept. of Civil Engineering, Shenyang Architecture University, China.

Concurrent Academic

2023-present, Invited Expert of International Science Council-China (ISC-China).

2022-present, Vice President, International Association for Computational Mechanics (IACM).

2020-present, Executive Council Member, International Association for Computational Mechanics (IACM).

2019-2022, Executive Council Member, Asian-Pacific Association for Computational Mechanics (APACM).

2017-2022, Committee Member, Beijing Association for Science and Technology.

2015-2019, The chief scientist of national fundamental research project of China;

2013-present, Executive Council Member, Chinese Society of Theoretical and Applied Mechanics (CSTAM).

2013-2021, President, Beijing Society of Theoretical and Applied Mechanics (BSTAM).

2013-2020, President, Chinese Association for Computational Mechanics (CACM).

Areas of Research Interests/ Research Projects

2021-present, Data-driving based mechanics theory, computation and experiment for the bone defect reconstruction/project of National Natural Science Foundation of China;

2020-present, Microscale computational Investigation of Polymer for Shock-Wave Energy-Attenuation/project of National Natural Science Foundation of China;

2016-2020, Hydraulic fracture in shale/key project of National Natural Science Foundation of China

Research Status

Professor Zhuang has been working in fracture mechanics, computation mechanics and aerospace structures for 40 years. He collaborated closely with aerospace industry and petroleum industry. The major achievements are given below.

(1) Propose the unified computational theory of continuum-based shell fracture mechanics

For a long time, the study of plate and shell fracture had been limited by Kirchhoff thin plate theory and Mindlin medium-thick plate theory. The two theories controlled different subsections, but not universal, which was a challenge problem in the field of engineering mechanics. He proposed the continuum-based shell fracture mechanics and implemented in finite element, which was a unified computational theory of thin and medium-thick shells. The enrichment function was constructed to describe the discontinuous displacement field. The crack propagation or arrest criterion was established based on the maximum energy release rate (Int. J. Fracture, 2011 and Int. J. Numer. Meth. Engng, 2016). Commented by Professor KJ Bathe, MIT, USA, in Computers & Structures (2014): "It's possible to apply an extended function to a plate and shell, and it can be applied to all kinds of shell structures"; and by Professor E Onate, UPC, Spain, in Computers and Geotechnics (2018): "The extended finite element method has gained a lot of attention over the last few years, with Zhuang et al. using an extended function to describe discontinuations in the displacement field...". As first author published a book on “Extended Finite Element Method”, Elsevier, 2014, ISBN: 978-0-12-407717-1, (Google citation: 98). This new unified computational theory of fractured shells has been used in the design of aerospace structures. He received Lingxi Qian Award for Achievement in Computational Mechanics, 2012, which is the highest award by Chinese Association for Computational Mechanics.

(2) Design of core cabin shell of Chinese Space Station “Tianhe”

He led a group to design the core cabin structure of Chinese Space Station “Tianhe” by using the unified computational shell fracture theory proposed by him. It was completed by 16.6m length × 4.2m diameter and only 15,680N structure weight. The reinforcement geometry and distribution form were optimized. The stress concentration was decreased at the junction of large and small cylindrical subsections and fatigue source was also reduced. The shell structure was manufactured by integral milling technology. Compared with the original spotwelding shell and reinforcing ribs scheme with structure weight 17,150N, the weight was reduced by at least 1,470N under the same strength with a weight reduction rate of 8.57%. The ground tests simulating space environment verified that the fatigue life of in-orbit flight was more than 22.5 years under the alternating stress with a temperature difference of 200 degrees (Invention Patent of China: ZL 202110657166.0). The “Tianhe” Space Station was successfully launched and put into orbit in April 2021. These achievements won the First-Class Prize of Science and Technology Award of the China Aeronautical Society in 2020 (as ranking first).

(3) Reliability assessment for dynamic crack propagation in gas pipelines

He developed the nonlinear finite element theory and program by coupling fluid/solid/fracture to integrate the large deformations of fractured pipe walls, moving cracked boundary, gas decompression release and elastic-plastic material (Chinese Software Copyright: 2007SRBJ1878). It has been used to the reliability assessment for 4,000km distance X70 and X80 steel gas pipelines (Eng. Fract. Mech. 1999(64); Int J. Fract., 2000(101)). Commented by P Leevers, Imperial College London, in Eng. Fract. Mech., 2012(96) that "The cost of small-scale rapid crack experiments is high, and the simulation experimental tools based on crack growth are urgently needed. There are at least two well-developed works in this field, both of which are based on large and complex computational programs. One of them is the rapid crack simulation method developed by Zhuang et al. for coupling shell finite elements with fluid finite volume development". This achievement was awarded by the Beijing Science and Technology Award, 2015, China (as ranking first).

(4) Propose theory and computation method for fracking in shale for green energy exploitation

He developed the fracture mechanics and extended finite element program to simulate hydraulic fracture in shale by coupling fracture/fluid/rock (Chinese Software Copyright: 2019SR0222260) and proposed the crack branching computation method in rocks, (Computational Mechanics, 2014, 54(2), Google citation: 74). This work is to support solving a top challenge issue of green energy extraction of shale gas buried 3,000 meters underground. The program and method are successfully applied by PetroChina and Sinopec in the design of hydraulic fracture treatment for shale gas extraction in Sichuan and Chongqing areas of China.

(5) Propose the dislocation mechanism-based crystal plasticity theory and computation

He proposed the dislocation mechanism-based crystal plasticity flow stress theory and computation method to reveal the size effects of strength and deformation without strain gradient at micron and submicron scale (200nm-10μm), (Int. J. of Plasticity, 2009(25), (Google citation: 104) and Int. J. Plasticity, 2014(55), (Google citation: 93)). It made up the blank of crystal plasticity theory beyond macroscopic size (>1.0mm) and mesoscopic size (10μm-1.0mm). A finite deformation calculation method for coupled discrete dislocation dynamics with finite element was established. The strength of crystal predicted by the theoretical model was verified by the experiments of Prof. WD Nix and HJ Gao of Stanford University (Acta Materialia, 2015(95)). As the first author, he published a monograph on “Dislocation Mechanism-Based Crystal Plasticity Theory and Computation” by Elsevier, 2019, ISBN:978-0-12-814591-3. It was the first book on the theory of crystal plasticity at micron and submicron scale in the world. The proposed theory was then proved by the other researchers in Europe and USA, as well as widely used in the analysis of small-scale crystal plasticity. The content of this work, alongside other following-up works had been the object of two plenary lectures in International Conference on Computational Plasticity, such as Complas2015 and Complas2019. This achievement won the First-Class Prize of Natural Science Award of Ministry of Education, China in 2018 (as ranking first).

Honors And Awards

2020, First Class Prize, Science and Technology Award of China Aeronautical Society.

2018, First Class prize, Natural Science Award of Ministry of Education, China.

2018, Second Class Prize, National Defence Science and Technology Award, China.

2017, Honorary Doctor Degree (EngD) at Swansea University, UK.

2016, The Special Government Allowance, The Chinese State Council.

2016, National Excellent Science and Technology Workers, China Association for Science and Technology.

2015, Third Class Prize, Science and Technology Award, Beijing City Government.

2012, Lingxi Qian Award for Achievement in Computational Mechanics, which is the highest award by Chinese Association for Computational Mechanics.

2012, President Award, Tokyo University of Science, Japan.

2009, First Class Prize, National Teaching Achievement Award, China.

2007, First Class Prize, National Defense Science and Technology Award, China.

2001, Second Class Prize, Natural Science Award of Ministry of Education, China.

Academic Achievement

An author of more than 360 scientific papers and 10 monographs (2 in English by Elsevier and 8 in Chinese), which cited more than 13,000 times, as well as 14 patents and 6 software copyrights.

Selected Books

[1]Y Gao, ZL Liu, Z Zhuang, KC Hwang, The fluid-saturated poro-elastic medium and borehole failure problem, Tsinghua University Press, 2020 (in Chinese).

[2]Zhuo Zhuang, Zhanli Liu, Yinan Cui, Dislocation mechanism-based crystal plasticity theory and computation at the micron and submicron scale, Elsevier Inc./Tsinghua University Press, 2019.

[3]Zhuo Zhuang, Zhanli Liu, Binbin Cheng, Jianhui Liao, Extended finite element method, Elsevier Inc./Tsinghua University Press, 2014.

[4]Zhuo Zhuang, Chiping Jiang, Engineering fracture and damage, China Machine Press, 2004 (in Chinese).

Selected Papers

Crystal plastic mechanics:

[1]Jiang H., Huang Y., Zhuang Z., Hwang K.C., 2001, Fracture in mechanism-based strain gradient plasticity, J. Mech. Phys. Solids, 49(5) 979-993

[2]Guo Y, Huang Y, Gao H, Zhuang Z, Hwang KC, 2001, Taylor-based nonlocal theory of plasticity: Numerical studies of the micro-indentation experiments and crack tip fields, Int. J. of Solids and Structures, 38(42-43), 7447-7460

[3]Hwang K.C., Guo Y., Jiang H., Huang Y., Zhuang Z., 2004, The finite deformation theory of Taylor-based non-local plasticity, Int. J. of Plasticity, 20 (4-5): 831-839

[4]Guo, Y., Zhuang, Z., Li, X.Y., Chen, Z., 2007. An investigation of the combined size and rate effects on the mechanical responses of FCC metals. Int J Solids Struct 44, 1180-1195

[5]Z.L. Liu, X.C.You, Z. Zhuang, 2008, A mesoscale investigation of strain rate effect on dynamic deformation of single-crystal copper, Int. J. of Solid and Structure, 45: 3674-3687

[6]Liu, Z.L., Liu, X., Zhuang, Z., You, X., 2009. A multi-scale computational model of crystal plasticity at submicron-to-nanometer scales. Int. J. of Plasticity, 25, 1436-1455

[7]Liu, Z.L., Liu, X., Zhuang, Z., You, X., 2009. Atypical three-stage-hardening mechanical behavior of Cu single-crystal micropillars. Scripta Materialia 60, 594-597

[8]JF. Nie, Z.L. Liu, XM. Liu, XC. You, Z. Zhuang, 2009, Investigation of the size effect of nickel-base superalloy single crystals based on strain gradient crystal plasticity. Int. Journal of Multiscale Computational Engineering, 7(3)227–236

[9]X.M. Liu X.C. You, Z.L. Liu, J.F. Nie, Z. Zhuang, 2009, Atomistic simulations of tension properties for bi-crystal copper with twist grain boundary, J. Phys. D: Appl. Phys., 42:035404

[10]XM Liu, ZL Liu, XC You, JF Nie, Z Zhuang, 2009, Theoretical strength of face-centred-cubic single crystal copper based on a continuum model, Chinese Physical letter, 26(2) 026103

[11]XM. Liu, ZL. Liu, XC. You, JF. Nie, Z. Zhuang, 2009, The stability of FCC crystal Cu under uniaxial loading in [001] direction, Modern Physics Letters B, 23(15): 1871-1880

[12]J.F. Nie, Z.L. Liu, X.M. Liu, Z. Zhuang, 2009, Size effects of γ’ precipitate on the creep properties of directionally solidified nickel-base super-alloys at middle temperature, Computational Materials Science, 46: 400-406

[13]Z.L. Liu, X.M. Liu, Z. Zhuang, Y. G.ao, X.C. You, 2009, A micropillar compression simulation by a multiscale plastic model based on 3-D discrete dislocation dynamics, Int. J. of Multiscale Computational Engineering. 7(3)217–226

[14]Y. Gao, Z.L. Liu, X.C. You, Z. Zhuang, 2010, A hybrid multiscale computational framework of crystal plasticity at submicron scales, Computational Materials Science, 49: 672–681

[15]Gao Y., Zhuang Z., Liu ZL, Zhao XC, Zhang ZH, 2010, Characteristic Sizes for Exhaustion-Hardening Mechanism of Compressed Cu Single-Crystal Micropillars, Chinese Physical Letter, 27( 8): 086103

[16]Gao, Y., Liu, Z., You, X., Zhuang, Z., 2010. A hybrid multiscale computational framework of crystal plasticity at submicron scales. Computational Materials Science 49, 672-681

[17]Zhao XC, Liu XM, Zhuang Z, Liu ZL, Gao Y, 2010, Inhomogenous dislocation nucleation based on atom potential in hexagonal noncentro-symmetric crystal sheet, Chinese Physical Letter, 27(1), 016201

[18]Zhao XC, Liu XM, Gao Y, Zhuang Z, 2010, Molecular dynamical investigation on plastic behavior of Cu(100) twist-grain boundary under shear load, ACTA PHYSICA SINICA, 59 (09) 6362-6367

[19]Liu, Z.L., Zhuang, Z., Liu, X.M., Zhao, X.C., Zhang, Z.H., 2011, A dislocation-dynamics based higher-order crystal plasticity model and applications on confined thin-film plasticity. Int. J. of Plasticity, 27, 201-216

[20]Gao, Y., Zhuang, Z., Liu, Z.L., You, X.C., Zhao, X.C., Zhang, Z.H., 2011. Investigations of pipe-diffusion-based dislocation climb by discrete dislocation dynamics. Int. J. of Plasticity 27, 1055-1071

[21]ZH. Zhang, Z. Zhuang, Y. Gao, ZL. Liu, JF. Nie, 2011, Cyclic plastic behavior analysis based on the micromorphic mixed hardening plasticity model, Computational Materials Science, 50: 1136-1144

[22]ZH. Zhang, Z. Zhuang, 2011, Wedge indentation of a thin film on a substrate based on micromorphic plasticity, Acta Mechanica, 221, 133-145

[23]ZH. Zhang, ZL. Liu, Y. Gao, JF. Nie, Z. Zhuang, 2011, Analytical and numerical investigations of two special classes of generalized continuum media, Acta Mechanica Solida Sinica, 24(4): 326-339

[24]ZL. Liu, Z. Zhuang, X.M. Liu, X.C. Zhao, Y. Gao, 2011, Bauschinger and size effects in thin-film plasticity due to defect-energy of geometrical necessary dislocations, Acta Mechanica Sinica, 27(2):266-276

[25]Gao, Y., Zhuang, Z., You, X., 2011. A hierarchical dislocation-grain boundary interaction model based on 3D discrete dislocation dynamics and molecular dynamics. Science China Physics, Mechanics and Astronomy 54(4), 625-632

[26]Zhuang Z, Magfereti M, 2012, The recent research progress in computation solid mechanics at multi-scales. Chinese Science Bulletin, 57(36), 4683-4688

[27]Z.H. Zhang, J.F. Nie, Z.L. Liu, Y. Gao, Z. Zhuang, 2012, Analytical and numerical studies on simple shear of a bimaterial strip by using elastic micromorphic theory, Mechanics Research Communications, 39: 44-50

[28]Zhao XC, Zhuang Z, Liu ZL, Gao Y, 2012, The study of grain boundary density effect on multi-grain thin film under tension, Computational Materials Science, 53, 175-186

[29]Anmin Nie, Jiabin Liu, Peng Wang, Hongtao Wang, Wei Yang, Chuan Lin, Yanping Cao, Yuan Gao, Zhuo Zhuang, 2012, Nano-fingers Pulled from Bulk Silver, Scripta Materialia, 66(5), 247-249

[30]ZH. Zhang, Z. Zhuang, YC. You, ZL. Liu, JF. Nie, Y. Gao, 2013, Multiscale micromorphic model for the plastic response of Cu thin film, Int. J. of Multiscale Computational Engineering, 11(1), 45-57

[31]Gao, Y., Zhuang, Z., You, X., 2013. A study of dislocation climb model based on coupling the vacancy diffusion theory with 3D discrete dislocation dynamics. International Journal for Multiscale Computational Engineering 11, 59-69

[32]Cui, Y.N., Liu, Z.L., Zhuang, Z., 2013. Dislocation Multiplication by Single Cross Slip for FCC at Submicron Scales. Chin. Phys. Lett. 30, 046103

[33]XM Liu, ZL LIU, ZQ Zhang, Z Zhuang, YG Wei, 2013, Nanoindentation Size Effect Interpreted by the Dislocation Nucleation Mechanism, Journal of Computational and Theoretical Nanoscience, 10:714-718

[34]Hu, J.Q., Liu, Z.L., Cui, Y.N., Wang, Z.J., Shan, Z.W., Zhuang, Z., 2014. Sensitive Material Behavior: Theoretical Model and Experiment for Compression Collapse of Gold Particles at Submicron Scale. Journal of Applied Mechanics 81, 091007

[35]Hu JQ, Liu ZL, Cui YN, Wang Z.J., Shan Z.W., Zhuang Z., 2014, Sensitive material behavior: Theoretical model and experiment for compression collapse of gold particles at submicron scale. Journal of Applied Mechanics-Transactions of the ASME, 81(9): 091007

[36]Cui, Y.N., Lin, P., Liu, Z.L., Zhuang, Z., 2014. Theoretical and numerical investigations of single arm dislocation source controlled plastic flow in FCC micropillars. Int. J. of Plasticity, 55: 279-292

[37]Cui, Y., Liu, Z., Zhuang, Z., 2015, Quantitative investigations on dislocation based discrete-continuous model of crystal plasticity at submicron scale. Int. J. of Plasticity 69, 54-72

[38]Cui, Y.N., Liu, Z.L., Zhuang, Z., 2015. Theoretical and numerical investigations on confined plasticity in micropillars. J. Mech. Phys. Solids 76, 127–143

[39]Lin, P., Liu, Z.L., Cui, Y.N., Zhuang, Z., 2015. A stochastic crystal plasticity model with size-dependent and intermittent strain bursts characteristics at micron scale. Int. J. of Solids and Structures 69-70, 267-276

[40]Cui, Y.N., Liu, Z.L., Wang, Z.J., Zhuang, Z., 2016. Mechanical annealing under low-amplitude cyclic loading in micropillars. J. Mech. Phys. Solids 89, 1-15

[41]Lin, P., Liu, Z., Zhuang, Z., 2016. Numerical study of the size-dependent deformation morphology in micropillar compressions by a dislocation-based crystal plasticity model. Int. J. of Plasticity 87, 32-47.

[42]Hu J.Q., Liu Z.L., Zhuang Z., 2017, Investigations of shock-induced deformation and dislocation mechanism by a multiscale discrete dislocation plasticity model. Computational Materials Science, 131: 78-85.

[43]Liu F.X., Liu Z.L., Zhuang Z., 2017, Numerical Investigations of Helical Dislocations based on Coupled Glide-climb Model, Int. J. of Plasticity, 92:2-18.

[44]Liu F.X., Liu Z.L., Pei X.Y., Hu J.Q., Zhuang Z., 2017, Modeling high temperature anneal hardening in Au submicron pillar by developing coupled dislocation glide-climb model, Int. J. of Plasticity, 99:102-119.

[45]J.Q. Hu, Z.L. Liu, Y.N. Cui, F.X. Liu, Z. Zhuang, 2017, A new view of incipient plastic instability during nanoindentation, Chinese physics letters, 2017, 34(4), 046101

[46]Liyuan Wang, Zhanli Liu, Zhuo Zhuang, 2017, A continuum model based on phase field theory for surface roughening in heteroepitaxial structures, Computational Materials Science, 2017.08, 136:109-117

[47]Hu, Jianqiao; Chen, Zhen; Liu, Zhanli; Zhuang, Z, 2018, Pressure sensitivity of dislocation density in copper single crystals at submicron scale, Materials Research Express, 5(1), 016504

[48]Peng Wang, Fengxian Liu, Yinan Cui, Zhanli Liu, Shaoxing Qu, Zhuo Zhuang, 2018, Interpreting strsin burst in micropillar compression through instability of loading system, Int. J. of Plasticity, 107, 150-163

[49]Peng Lin, Junfeng Nie, Zhanli Liu, Zhuo Zhuang, 2019, Study of two hardening mechanism caused by geometrically necessary dislocations in thin films with passivation layer, Int. J. of Solids and Structures, 160: 59-67

[50]Hu, Jianqiao, Zhuang, Zhuo, Liu, Fengxian, Liu, Xiaoming, Liu, Zhanli, 2019, Investigation of grain boundary and orientation effects in polycrystalline metals by a dislocation-based crystal plasticity model, Computational Materials Science, 159, 86-94

[51]P. Wang, Y. Xiang, X. Wang, Z. Liu, S. Qu, Z. Zhuang, 2019, New insight for mechanical properties of metals processed by severe plastic deformation, Int. J. of Plasticity, 123:22-37

Fracture mechanics:

[52]Zhuo Zhuang, PE. O´Donoghue, 1997, Material Fracture Toughness Determination for Polyethylene Pipe Materials Using Small Scale Test Results, Acta Mechanica Sinica,13(1): 63-80

[53]Zhuo Zhuang, PE. O´Donoghue, 1997, Driving Force and Deformation Analysis for Dynamic Crack Propagation in Gas Pipelines under Different Boundary Conditions, Acta Mechanica Solida Sinica, 10(1): 86-94

[54]Zhuo Zhuang, PE. O´Donoghue, 1997, Analysis and Design of Mechanical Crack Arrestors in Gas Pipelines, Acta Mechanica Solida Sinica, 10(4), 283-298

[55]Zhuo Zhuang, PE. O´Donoghue, 1998, Analysis Model to Simulate the Cracked Pipe Buried in Soil, Acta Mechanica Sinica, 14(2), 147-156

[56]PE. O´Donoghue, Zhuo Zhuang, 1999, A finite element model for crack arrestor design in gas pipelines, Fatigue and Fracture of Engineering Materials and Structures, 22(1), 59-66

[57]Zhuo Zhuang, Yongjin Guo, 1999, Analysis of Dynamic Fracture Mechanism in Gas Pipelines, Engineering. Fracture Mechanics 64: 271-289

[58]Zhuo Zhuang, PE. O´Donoghue, 2000, Determination of Material Fracture Toughness by a Computational/Experimental Approach for Rapid Crack Propagation in PE Pipes, Int. J. of Fracture, 101(3) 251-268

[59]Zhuo Zhuang, PE. O´Donoghue, 2000, The recent development of analysis methodology for crack propagation and arrest in the gas pipelines, Int. J. of Fracture, 101(3) 269-290

[60]X.C. You, Z. Zhuang, C.Y. Huo, Y.R. Feng, C.J. Zhuang, 2003, Crack Arrest in a Rupturing Steel Gas Pipelines, Int. J. of Fracture, 123(1-2) 1-14

[61]XB Yang, Z. Zhuang, XC You, YR. Feng, CY. Huo, CJ Zhuang, 2008, Dynamic fracture study by a experiment/simulation method for rich gas transmission X80 steel pipelines, Engineering Fracture Mechanics, 75: 5018-5028

[62]Z. Zhuang, BB. Cheng, 2011, Development of X-FEM methodology and study on mixed-mode crack propagation, Acta Mechanica Sinica, 27(3):406-415

[63]Z. Zhuang, BB. Cheng, 2011, Equilibrium state of mode-I sub-interfacial crack growth in bi-materials, Int. J. of Fracture, 170:27-36

[64]Z. Zhuang, BB. Cheng, 2011, A novel enriched CB shell element method for simulating arbitrary crack growth in pipes, Science China Physics, Mechanics & Astronomy, 54(8): 1520-1531

[65]Liao Jianhui, Zhuang Zhuo, 2012, A Lagrange-multiplier-based XFEM to solve pressure Poisson equations in problems with quasi-static interfaces, Science China Physics, Mechanics & Astronomy, 55(2), 693-705

[66]ZJ. Lin, Z. Zhuang, XC. You, H. Wang, DD. Xu, 2012, Enriched goal-oriented error estimation applied to fracture mechanics problems solved by XFEM, Acta Mechanica Solida Sinica, 25(4), 393-403

[67]Zhuang Z, Magfereti M, 2012, The recent research progress in computation solid mechanics at multi-scales. Chinese Science Bulletin, 57(36), 4683-4688

[68]Z.J. Lin, Z. Zhuang, 2014, Enriched goal-oriented error estimation for fracture problems solved by continuum-based shell extended finite element method, Applied Methematics and Mechanics, 35(1):33-48

[69]Zeng Qinglei, Liu Zhanli, Xu Dandan, Zhuang Zhuo, 2014, Modeling stationary and moving cracks in shells by X-FEM with CB shell elements, Science China Technological Sciences, 57(7):1276-1284

[70]Dandan Xu, Zhanli Liu, Xiaoming Liu, Qinglei Zeng, Zhuo Zhuang, 2014, Modeling of dynamic crack branching by enhanced extended finite element method, Computational Mechanics, 54(2) 489-502

[71]Dandan Xu, Zhanli Liu, Xiaoming Liu, Zhuo Zhuang, 2016, A numerical study on dynamic shear rupture along frictional faults, Int. J. of Damage Mechanics, 25(1) 69-86

[72]Heng Wang, Zhanli Liu, Dandan Xu, Qinglei Zeng, Zhuo Zhuang, 2016, Extended finite element method analysis for shielding and amplification effect of a main crack interacted with a group of nearby parallel micro cracks, Int. J. of Damage Mechanics, 25(1) 4-25

[73]QL Zeng ZL Liu, DD Xu, H Wang, Z Zhuang, 2016, Modeling arbitrary crack propagation in coupled shell/solid structures with X-FEM, Int. J. Numer. Meth. Engng, 106:1018–1040

[74]DD Xu, ZL Liu, Z Zhuang, QL Zeng, T Wang, 2017, Study on interaction between induced and natural fractures by extended finite element method, Science China Physics, Mechanics & Astronomy, 60(2): 024611

[75]Qinglei Zeng, Tao Wang, Zhanli Liu, Zhuo Zhuang, 2017, Simulation based unitary fracking condition and multi-scale self-consistent fracture network formation in shale, J. Applied Mechanics, 84: 051004-1

[76]Tao Wang, Zhanli Liu, Qinglie Zeng, Yue Gao, Zhuo Zhuang, 2017, XFEM modeling of hydraulic fracture in porous rocks with natural fractures, Science China Physics, Mechanics & Astronomy, 2017.08, 60(8):084612

[77]Gao Yue, Liu Zhanli, Zeng, Qinglei, Wang, Tao, Zhuang Zhuo, Hwang, Keh-Chih, 2017, Theoretical and numerical predication of crack path in the material with anisotropic fracture toughness, Engineering Fracture Mechanics, 180:330-347

[78]Xiaoyi Hu, Zhanli Liu; Zhuo Zhuang, 2017, XFEM study of crack propagation in logs after growth stress relaxation and drying stress accumulation, Wood Science and Technology, 51(6):1447-1468

[79]Qinglei Zeng, Zhanli Liu, Tao Wang, Yue Gao, Zhuo Zhuang, 2017, Stability analysis of the propagation of periodic parallel hydraulic fractures, Int. J. of Fracture, 208(1-2) 191-201

[80]Tao Wang, Zhanli Liu, Yue Gao, Qinglei Zeng, Zhuo Zhuang, 2018, Theoretical and numerical models to predict fracking debonding zone and optimize perforation cluster spacing in layered shale, J. Applied Mechanics, 85(1)011001

[81]Yue Gao, Zhanli Liu, Tao Wang, Qinglei Zeng, Xiang Li, Zhuo Zhuang, 2018, Crack forbidden area in the anisotropic fracture toughness medium, Extreme Mechanics Letters, 22, 172-175

[82]Qinglei Zeng, Zhanli Liu, Tao Wang, Yue Gao, Zhuo Zhuang, 2019, Numerical modeling of the simultaneous propagation of multiple hydraulic fractures with fluid lags, Engineering Computations, 36(8), 2694-2713

[83]Tao Wang, Zhanli Liu, Yue Gao, Zhuo Zhuang, 2019, Theoretical and numerical models for the influence of debonding on the interaction between hydraulic fracture and natural fracture, Engineering Computations, 36(8), 2673-2693

[84]Yue Gao, Zhanli Liu, Zhuo Zhuang, Keh-Chih Hwang, 2019, On the material constants measurement method of a fluid-saturated transversely isotropic poroelastic medium, Science China Physics, Mechanics & Astronomy, 62(1): 014611-7

[85]Dongyang Chu, Xiang Li, Zhanli Liu, Junbo Cheng, Tao Wang, Zhijie Li, Zhuo Zhuang, 2019, A unified phase field damage model for modeling the brittle-ductile dynamic failure mode transition in metals, Engineering Fracture Mechanics, 212, 197-209

[86]Gao, Y., Liu, Z., Wang, T., Zeng, Q., Li, X., Zhuang, Z., 2019, XFEM modeling for curved fracture in the anisotropic fracture toughness medium, Computational Mechanics, 63(5), 869-883

[87]Ziming Yan, Minjin Tang, Gang Chen, Tao Wang, Xiang Li, Zhuo Zhuang, 2019, Development of analogy method for thermal-fatigue crack propagation in pressurized cylinder by using permeation diffusion-fracture model, Engineering Fracture Mechanics, 222, 106710

[88]T. Wang, Z.L. Liu, Y.N. Cui1, X. Ye, X.M. Liu, R. Tian, Z. Zhuang, 2020, A thermo-elastic-plastic phase-field model for simulating the evolution and transition of adiabatic shear band. Part I. Theory and model calibration, Engineering Fracture Mechanics, 232, 107028

Engineering mechanics:

[89]D.P Huang, Z. Zhuang, S.W. Bi, 2002, Dynamic Simulation of Stress and Displacement Field for Tsinghai-Tibet Plateau Lithosphere, Acta Mechanica Solida Sinica, 15(3), 259-269

[90]SY. Dong, Z. Zhuang, SM. Xiong, BC. Liu, 2002, Preliminary study on simulation of microporosity evolution and fatigue life of aluminium alloy casting, Int. J. of Cast Metals Research, 15 (4): 309-314

[91]T. Zhang, Z. Zhuang, 2006, Multi-dimensional self-affine fractal interpolation model, Advanced in Complex Systems, 9(1/2): 133-146

[92]T. Zhang , J.L. Liu, Z. Zhuang, 2006, Multi-dimensional Piece-wise Self-affine Fractal Interpolation Model in Tensor Form,Advances in Complex Systems, (3): 287-293

[93]Tong Zhang, Zhuo Zhuang, 2007, Representation of discrete sequences with high-dimensional iterated function systems,Nonlinear Dynamics,49(1-2):49-57

[94]Y. Zou, G. Yun, Z. Zhuang, 2007, Development of combined hardening model for the metal material under cyclic loading, Int. J. of Computational Methods in Engineering Science and Mechanics, 8(4):181-187

[95]J. Teng, Z. Zhuang, B.T. Li, 2007, A Study on Low-velocity Impact Damage of Z-pin Reinforced Laminates, J. of Mechanical Science and Technology, 21:2125-2132

[96]Tong Zhang, JianLin Liu, Zhuo Zhuang, 2008, Multi-dimensional Self-affine Fractal Interpolation Model in Tensor Form, Nonlinear Dynamics, 52(1-2): 83 – 87

[97]Tong Zhang, JianLin Liu, Zhuo Zhuang, 2008, Representation of discrete sequences with N-dimensional iterated function systems in Tensor Form, Nonlinear Dynamics, 52(1-2):89-93

[98]Tang T, Qiu J, Zhang M, Zhuang Z. 2009, Finite element analysis of cardiac myocyte debonding and reorientation during cyclic substrate stretch experiment. Acta Mechanica Solida Sinica, 22(4), 307-319

[99]Qiu J, Baik A.D, Lu XL, Zhuang Z, Guo XE, 2010, Combined Finite Element (FE) Modeling and Fluid Shear Experiment to Determine the Viscoelastic Material Properties of Osteocytes, 2010 IEEE 36th Annual Northeast Bioengineering Conference, Columbia Univ, New York, NY, MAR 26-28

[100]Jun Qiu, Andrew D. Baik, Xin L. Lu, Zhuo Zhuang, X. Edward Guo, 2010, Combined Finite Element (FE) Modeling and Fluid Shear Experiment to Determine the Viscoelastic Material Properties of Osteocytes, Proc. 2010 IEEE 36th Annual Northeast Bioengineering Conference, ABS-153, New York, NY, March 26-28

[101]Z.J. Lin, X.C. You, Z. Zhuang, 2012, Goal-oriented error estimation applied to direct solution of steady-state analysis with frequency domain finite element method, Applied Methematics and Mechanics, 33(5), 539-552

[102]LIAO Jianhui, ZHUANG Zhuo, 2012, A consistent projection-based SUPG/PSPG XFEM for incompressible two-phase flows, Acta Mechanica Sinica, 28(5) 1309-1322

[103]Qiu, Jun, Baik, Andrew D., Lu, X. Lucas, Hillman, Elizabeth M. C., Zhuang, Zhuo, Dong, Cheng, Guo, X. Edward, 2012, Theoretical Analysis of Novel Quasi-3D Microscopy of Cell Deformation Cellular and Molecular Bioengineering, 5(2), pp 165-172

[104]LD. Zhou, Z. Zhuang, 2013, Strength analysis of three-dimensional braided T-shaped composite structure, Composite Structures, 104:162-168

[105]J Qiu, Z Zhuang, B Huo, 2013, The regulation of cellular adhesion geometry on apoptosis of mesenchymal stem cell, Applied Mechanics and Materials, 2013, 378: 235-238

[106]SHANG Bing, LIU ZhanLi, ZHUANG Zhuo, 2014, Damage evaluation of reinforced concrete frame based on a combined fiber beam model, Science China Physics, Mechanics & Astronomy, 57(4): 723-730

[107]J. Qiu, Andrew Baik, X. Lucas Lu, Hillman, Elizabeth, Z. Zhuang, C. Dong, X. Edward Guo, 2014, A noninvasive approach to determine viscoelastic properties of an individual adherent cell under fluid flow, Journal of Biomechanics, 47(6):1537-1541

[108]Zhou LD, Zhuang Z, 2014, Prediction of elastic constants on 3D four-directional braided composites, Polymers & Polymer Composites. 22(9): 817-823

[109]Chengyu Wang, Zhanli Liu, Biao Xia, Shihui Duan, Xiaohua Nie, Zhuo Zhuang, 2015, Development of a new constitutive model considering the shearing effect for anisotropic progressive damage in fiber-reinforced composites, Composites Part B, (75):288-297

[110]Yue Gao, Zhanli Liu, Zhuo Zhuang, Keh-Chih Hwang, Yonghui Wang, Lifeng Yang, Henglin Yang, 2016, Cylindrical borehole failure in a poro-elastic medium, J. Applied Mechanics, 83, 061005, 1-12

[111]Yue Gao, Zhanli Liu, Zhuo Zhuang, Keh-Chih Hwang, 2017, A reexamination of the equations of anisotropic poroelasticity, J. Applied Mechanics, 84:051008-1

[112]Chengyu Wang, Zhanli Liu, Lijun Gao, Dandan Xu, Zhuo Zhuang, 2017, Analytical and numerical modeling on resonant response of particles in polymer matrix under blast wave, Computational Materials Science, 140:70-81

[113]Yue Gao, Zhanli Liu, Zhuo Zhuang, Keh-Chih Hwang, 2017, Cylindrical Borehole Failure in a Transversely Isotropic Poroelastic Medium, J. Applied Mechanics, 84 (11):111008

[114]Wang YongLiang, Zhuang Zhuo, Liu ZhanLi, Yang HengLin, Li ChenFeng, 2017, Finite element analysis for inclined wellbore stability of transversely iso-tropic rock with HMCD coupling based on weak plane strength criterion, Science China Technological Sciences, 60(4):624-637

[115]Gao Lijun; Wang Chengyu; Liu Zhanli, Zhuang Zhuo, 2017, Theoretical aspects of selecting repeated unit cell model in micromechanical analysis using displacement-based finite element method, Chinese Journal of Aeronautics, 30(4): 1417-1426

[116]Wang, YL, Ju, Y, Zhuang, Z, Li, CF, 2018, Adaptive finite element analysis for damage detection of non-uniform Euler-Bernoulli beams with multiple cracks based on natural frequencies, ENGINEERING COMPUTATIONS, 35(3)1203-1229

[117]Liu Zhanfang; Guo Yuan; Tang Shaoqiang, Zhuang Zhuo, 2018, Dual Pulse Wave Structure of Elastic Stress Waves and Plate Impact Verification, Applied Mathematics and Mechanics, 39(3): 249-265

[118]Yue Gao, Zhanli Liu, Zhuo Zhuang, Keh-Chih Hwang, 2019, On the material constants measurement method of a fluid-saturated transversely isotropic poroelastic medium, Sci. China-Phys. Mech. Astron, 62, 014611

[119]Xiang Li, Zhanli Liu, Shaoqing Cui, Chengcheng Luo, Chenfeng Li, Zhuo Zhuang, 2019, Predicting the effective mechanical property of heterogeneous materials by image based modeling and deep learning, Computer Methods in Applied Mechanics and Engineering, 347:735-753

[120]Jian CHENG, Zhan-li LIU, Kai-li YAO, Zhuo ZHUANG, 2019, Correspondence Established between Frequency Ultrasonic and Constant Strain Rate Experiments, Proceedings of the 13th Symposium on Piezoelectricity, Acoustic Waves, and Device Applications, IEEE, 1-10

[121]Ting Li, Tianze Zheng, Jiarui Han, Zhanli Liu, Zhao-Xia Guo, Zhuo Zhuang, Jun Xu, and Bao-Hua Guo, 2019, Effects of Diisocyanate Structure and Disulfide Chain Extender on Hard Segmental Packing and SelfHealing Property of Polyurea Elastomers, Polymers, 11(5), 838

[122]Xiang Li, Zhanli Liu, Shaowu Ning, Ziming Yan, Chengcheng Luo, Zhuo Zhuang, 2020, Designing phononic crystal with anticipated band gap through a deep learning based data-driven method, Computer Methods in Applied Mechanics and Engineering, 361:112737

[123]Cheng Jian, Liu Zhanli, Luo Chengcheng, Li Ting, Lin Zhijie, Kang, Yue, Zhuang, Zhuo, 2020, Revealing the high-frequency attenuation mechanism of polyurea-matrix composites, Acta Mechanica Sinica, 36(1):130-142

[124]Shaowu Ning, Fengyuan Yang, Chengcheng Luo, Zhanli Liu, Zhuo Zhuang, 2020, Low-frequency tunable locally resonant band gaps in acoustic metamaterials through large deformation, Extreme Mechanics Letters, 35, 100623

Baidu
sogou
Baidu
sogou