Zheng Quanshui
#151,541
Most Influential Person Now
Chinese scientist
Zheng Quanshui's AcademicInfluence.com Rankings
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Physics
Zheng Quanshui's Degrees
- Bachelors Physics Peking University
- Masters Physics Tsinghua University
- PhD Physics Fudan University
Why Is Zheng Quanshui Influential?
(Suggest an Edit or Addition)According to Wikipedia, Zheng Quanshui is a Chinese scientist currently serving as a professor and doctoral supervisor at Tsinghua University. Education Zheng was born in the town of , Jinxi County, Jiangxi in March 1961. He holds a number of degrees starting with bachelor's degree in Industrial and civil buildings from Jiangxi Institute of Technology , then a master's degree in applied mathematics from Beijing University , a master's degree in solid mechanics from Hunan University , and a doctor's degree from Tsinghua University .
Zheng Quanshui's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Effects of hydraulic pressure on the stability and transition of wetting modes of superhydrophobic surfaces. (2005) (331)
- Eshelby's problem of non-elliptical inclusions (2010) (123)
- Tensors which characterize anisotropies (1993) (100)
- On the representations for isotropic vector-valued, symmetric tensor-valued and skew-symmetric tensor-valued functions (1993) (81)
- Micropolar continuum modelling of bi-dimensional tetrachiral lattices (2014) (69)
- On transversely isotropic, orthotropic and relative isotropic functions of symmetric tensors, skew-symmetric tensors and vectors. Part I: Two dimensional orthotropic and relative isotropic functions and three dimensional relative isotropic functions (1993) (66)
- Inclusions in a finite elastic body (2012) (57)
- Orthogonal Irreducible Decompositions of Tensors of High Orders (2001) (55)
- Two-dimensional tensor function representation for all kinds of material symmetry (1993) (54)
- On Damage Effective Stress and Equivalence Hypothesis (1996) (51)
- On the canonical representations for kronecker powers of orthogonal tensors with application to material symmetry problems (1993) (47)
- On the symmetries of 2D elastic and hyperelastic tensors (1996) (41)
- Some general properties of Eshelby’s tensor fields in transport phenomena and anti-plane elasticity (2008) (37)
- Reduced dependence of defect compliance on matrix and inclusion elastic properties in two-dimensional elasticity (1996) (31)
- Meniscus-climbing behavior and its minimum free-energy mechanism. (2007) (31)
- A note on the effect of surface energy and void size to void growth (1999) (29)
- On transversely isotropic, orthotropic and relative isotropic functions of symmetric tensors, skew-symmetric tensors and vectors. Part V: The irreducibility of the representations for three dimensional orthotropic functions and the summary (1993) (28)
- Two–dimensional elastic compliances of materials with holes and microcracks (1997) (27)
- Irreducible decompositions of physical tensors of high orders (2000) (24)
- Explicit expression of Eshelby tensor for arbitrary weakly non-circular inclusion in two-dimensional elasticity (2009) (21)
- Orientation Distribution Functions for Microstructures of Heterogeneous Materials (II)—Crystal Distribution Functions and Irreducible Tensors Restricted by Various Material Symmetries (2001) (21)
- Solutions to Eshelby’s problems of non-elliptical thermal inclusions and cylindrical elastic inclusions of non-elliptical cross section (2011) (20)
- General solution for Eshelby's problem of 2D arbitrarily shaped piezoelectric inclusions (2011) (20)
- Maxwell's multipole representation of traceless symmetric tensors and its application to functions of high-order tensors (2003) (19)
- Closed-Form Interacting Solutions for Overall Elastic Moduli of Composite Materials with Multi-Phase Inclusions, Holes and Microcracks (1997) (18)
- The formulation of constitutive equations for fibre-reinforced composites in plane problems: Part II (1995) (15)
- The relationship between damage variables and their evolution laws and microstructural and physical properties (1998) (13)
- A unified invariant description of micromechanically-based effective elastic properties for two-dimensional damaged solids (1997) (10)
- Universal connections of elastic fibrous composites: some new results (2000) (10)
- Nonlinear Travelling Waves in a Neo-Hookean Plate Subjected to a Simple Shear (1997) (9)
- A Note on Representation for Isotropic Functions of 4th‐Order Tensors in 2‐Dimensional Space (1994) (9)
- Simple shear decomposition of the deformation gradient (2000) (8)
- Two-dimensional tensor function representations involving third-order tensors (1996) (7)
- Generalized plane deformation of electromagnetic thermoelastic solids I. Correspondence and invariance shifts (1999) (6)
- On transversely isotropic, orthotropic and relative isotropic functions of symmetric tensors, skew-symmetric tensors and vectors. Part III: The irreducibility of the representations for three dimensional transversely isotropic functions (1993) (6)
- On the Roles of Initial and Induced Anisotropies (1995) (6)
- The second Eshelby problem and its solvability (2012) (5)
- Mechanical buckling induced periodic kinking/stripe microstructures in mechanically peeled graphite flakes from HOPG (2014) (5)
- Generalized plane deformation of electromagnetic thermoelastic solids II. Further results on invariance shifts and reduced dependences (1999) (5)
- On Cauchy’s Mean Rotation (1992) (5)
- A note on Cauchy-Voigt dispute of independent constants in anisotropic elastic Hooke's law (1999) (4)
- Thermal inclusions inside a bounded medium (2013) (4)
- On the generalization of constitutive laws from their arotational forms (1992) (4)
- The formulation of constitutive equations for fibre-reinforced composites in plane problems: Part I (1992) (3)
- On the mean rotation tensors (1994) (3)
- Jean-Paul Boehler 1942–1998 (2001) (2)
- tetrachiral lattices Micropolar continuum modelling of bi-dimensional (2014) (2)
- Decomposition of Large Incompressible Deformations (2006) (1)
- Subspace Variational Principles and Their Applications for Developing the Constitutive Equations of Rods, Plates, and Shells (1988) (1)
- Closure to “Discussion of ‘On Cauchy’s Mean Rotation’” (1993, ASME J. Appl Mech., 60, p. 252) (1993) (1)
- An approach to approximate analysis of deformation and strain (1993) (1)
- Orientation Distribution Functions for Microstructures of Heterogeneous Materials (I) — Directional Distribution Functions and Irreducible Tensors (2001) (1)
- On Tensor Functions of Second‐Order Tensors and Vectors Under N‐Gonal Classes Dnh (1997) (0)
- ON CAUCHY'S MEAN ROTATION. DISCUSSION. AUTHORS' CLOSURE (1993) (0)
- Wu’s mass postulate and approximate solutions of the FKDV equation (2005) (0)
- THE FORMULATION OF THE GENERALIZED CONSTITUTIVE EQUATIONS FROM THEIR IRROTATIONAL FORMS FOR SIMPLE MATERIALS (1991) (0)
- The second Eshelby problem and its solvability (2012) (0)
- Corrigendum to “Irreducible structure, symmetry and average of Eshelby's tensor fields in isotropic elasticity” [J. Mech. Phys. Solids 54 (2006) 368–383] (2010) (0)
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Zheng Quanshui is affiliated with the following schools:
