Misfit stress and energy in composite nanowire with polygonal core

[1]  M. Gutkin,et al.  The dilatation line in an elastic wedge , 2022, Mathematics and Mechanics of Solids.

[2]  Xiaoqing Jin,et al.  Displacements produced by linearly varying eigenstrains with application to isoparametric triangular inclusion , 2022, Mechanics of Materials.

[3]  S. Mogilevskaya,et al.  On modeling of elastic interface layers in particle composites , 2022, International Journal of Engineering Science.

[4]  Li Li,et al.  A compatible multiscale model for nanocomposites incorporating interface effect , 2022, International Journal of Engineering Science.

[5]  Zhu-ping Huang,et al.  Micromechanics of composites with interface effects , 2022, Acta Mechanica Sinica.

[6]  Shaofan Li,et al.  Size-and-thickness-dependent fracture patterns of hollow core-shell electrodes during lithiation , 2022, Extreme Mechanics Letters.

[7]  A. Manolescu,et al.  Effects of transverse geometry on the thermal conductivity of Si and Ge nanowires , 2022, Surfaces and Interfaces.

[8]  Huiming Yin,et al.  Elastic Solution of a Polyhedral Particle With a Polynomial Eigenstrain and Particle Discretization , 2021, Journal of Applied Mechanics.

[9]  V. Kushch.  Ellipsoidal inhomogeneity with anisotropic incoherent interface. Multipole series solution and application to micromechanics , 2021 .

[10]  V. Kushch,et al.  Fiber- and Particle-Reinforced Composite Materials With the Gurtin–Murdoch and Steigmann–Ogden Surface Energy Endowed Interfaces , 2021, Applied Mechanics Reviews.

[11]  C. Mi,et al.  On spherical nanoinhomogeneity embedded in a half-space analyzed with Steigmann–Ogden surface and interface models , 2021 .

[12]  Sung-Hoon Kim,et al.  Development of residual strains and their relaxation processes in atomically thin layers of core-shell structured nanoparticles , 2021 .

[13]  G. Y. Zhang,et al.  On the strength of nanoporous materials with the account of surface effects , 2021 .

[14]  U. Pietsch,et al.  Transition from elastic to plastic strain release in core−shell nanowires revealed by in-plane x-ray diffraction , 2021, Nanotechnology.

[15]  D. Schillinger,et al.  Higher-order imperfect interface modeling via complex variables based asymptotic analysis , 2020 .

[16]  M. Gutkin,et al.  The misfit stresses of dilatation line in semiconductor nanoheterostructures with angular boundaries , 2020, Journal of Physics: Conference Series.

[17]  L. Keer,et al.  Analytical solution for the displacement of a polygonal inclusion with a special application to the case of linear eigenstrain , 2020 .

[18]  M. Gutkin,et al.  Periodic array of misfit dislocation loops and stress relaxation in core-shell nanowires , 2020 .

[19]  Bing Chen,et al.  Shedding Light on the Role of Misfit Strain in Controlling Core–Shell Nanocrystals , 2020, Advanced materials.

[20]  Zou Wennan,et al.  Polygonal inclusions with nonuniform eigenstrains in an isotropic half plane , 2020, Journal of Physics: Conference Series.

[21]  J. Svensson,et al.  Compressively-strained GaSb nanowires with core-shell heterostructures , 2020, Nano Research.

[22]  M. Gutkin,et al.  Stress field in ceramic material containing threefold symmetry inhomogeneity , 2020, Journal of Materials Science.

[23]  C. Mi,et al.  Analytical solutions of a spherical nanoinhomogeneity under far-field unidirectional loading based on Steigmann–Ogden surface model , 2020 .

[24]  Q. To,et al.  Effective elastic stiffness of 2D materials containing nanovoids of arbitrary shape , 2020 .

[25]  M. Grekov,et al.  Interaction of edge dislocation array with bimaterial interface incorporating interface elasticity , 2020 .

[26]  M. Gutkin,et al.  Axial misfit stress relaxation in core–shell nanowires with polyhedral cores through the nucleation of misfit prismatic dislocation loops , 2020, Journal of Materials Science.

[27]  F. Rossi,et al.  Growth and Strain Relaxation Mechanisms of InAs/InP/GaAsSb Core-Dual-Shell Nanowires , 2020, 2102.01978.

[28]  R. Mohan,et al.  Deformation Mechanisms and Dislocations in Nickel–Cobalt Core–Shell Nanowires Under Uniaxial Tensile Loading—A Molecular Dynamics Modeling Analysis , 2019 .

[29]  M. Gutkin,et al.  Generation of Misfit Dislocations in a Core-Shell Nanowire Near the Edge of Prismatic Core , 2019, Acta Materialia.

[30]  I. Vartanyants,et al.  Revealing misfit dislocations in InAsxP1−x-InP core–shell nanowires by x-ray diffraction , 2019, Nanotechnology.

[31]  M. Usman.  Towards low-loss telecom-wavelength photonic devices by designing GaBixAs1-x/GaAs core-shell nanowires. , 2019, Nanoscale.

[32]  A. Manolescu,et al.  Anisotropic light scattering by prismatic semiconductor nanowires. , 2019, Optics express.

[33]  A. Manolescu,et al.  Corner and side localization of electrons in irregular hexagonal semiconductor shells , 2019, Nanotechnology.

[34]  S. Atluri,et al.  Spherical nano-inhomogeneity with the Steigmann–Ogden interface model under general uniform far-field stress loading , 2019, International Journal of Solids and Structures.

[35]  P. Schiavone,et al.  Edge dislocation interacting with a Steigmann–Ogden interface incorporating residual tension , 2019, International Journal of Engineering Science.

[36]  E. Bakkers,et al.  Strain engineering in Ge/GeSn core/shell nanowires , 2019, Applied Physics Letters.

[37]  I. Szlufarska,et al.  Analytical elastoplastic analysis of heteroepitaxial core-shell nanowires , 2019, AIP Advances.

[38]  Maofa Ge,et al.  One-Pot Synthesis of High-Quality Bimagnetic Core/Shell Nanocrystals with Diverse Exchange Coupling. , 2019, Journal of the American Chemical Society.

[39]  S. Mogilevskaya,et al.  On Spherical Inhomogeneity With Steigmann–Ogden Interface , 2018, Journal of Applied Mechanics.

[40]  James A. Gott,et al.  Hybrid III-V/IV Nanowires: High-Quality Ge Shell Epitaxy on GaAs Cores. , 2018, Nano letters.

[41]  C. Mi.  Elastic behavior of a half-space with a Steigmann–Ogden boundary under nanoscale frictionless patch loads , 2018, International Journal of Engineering Science.

[42]  W. Zou,et al.  Completely explicit solutions of Eshelby’s problems of smooth inclusions embedded in a circular disk, full- and half-planes , 2018 .

[43]  Xiang Yu,et al.  High-Temperature Plateau-Rayleigh Growth of Beaded SiC/SiO2 Nanochain Heterostructures , 2018 .

[44]  Q. He,et al.  Inclusions inside a bounded elastic body undergoing anti-plane shear , 2018 .

[45]  H. Schneider,et al.  Widely tunable GaAs bandgap via strain engineering in core/shell nanowires with large lattice mismatch , 2018, Nature Communications.

[46]  A. Bertoni,et al.  Excitons in Core-Shell Nanowires with Polygonal Cross Sections. , 2018, Nano letters.

[47]  M. Gutkin,et al.  Misfit stress relaxation in composite core-shell nanowires with parallelepiped cores using rectangular prismatic dislocation loops , 2018 .

[48]  S. Mogilevskaya,et al.  Circular inhomogeneity with Steigmann–Ogden interface: Local fields, neutrality, and Maxwell's type approximation formula , 2017 .

[49]  R. Harder,et al.  Three-dimensional imaging of vortex structure in a ferroelectric nanoparticle driven by an electric field , 2017, Nature Communications.

[50]  Mahesh Datt Bhatt,et al.  Effect of lattice strain on nanomaterials in energy applications: A perspective on experiment and theory , 2017 .

[51]  Qiang Yu,et al.  Investigation of an arbitrarily shaped inclusion embedded in a two-dimensional finite domain , 2017 .

[52]  L. Dormieux,et al.  Strength properties of nanoporous materials: A 3-layered based non-linear homogenization approach with interface effects , 2017 .

[53]  M. Gutkin,et al.  Misfit stresses in a composite core-shell nanowire with an eccentric parallelepipedal core subjected to one-dimensional cross dilatation eigenstrain , 2017 .

[54]  L. Rosati,et al.  Evaluation of the Eshelby tensor for polygonal inclusions , 2017 .

[55]  Gerhard Abstreiter,et al.  GaAs–AlGaAs core–shell nanowire lasers on silicon: invited review , 2017 .

[56]  A. Nenashev,et al.  Elastic strain field due to an inclusion of a polyhedral shape with a non-uniform lattice misfit , 2017, 1703.06088.

[57]  C. Mi,et al.  Surface mechanics implications for a nanovoided metallic thin-plate under uniform boundary loading , 2017 .

[58]  Yung-chen Lin,et al.  Strain-induced structural defects and their effects on the electrochemical performances of silicon core/germanium shell nanowire heterostructures. , 2017, Nanoscale.

[59]  Tao Wu,et al.  Biaxially strained PtPb/Pt core/shell nanoplate boosts oxygen reduction catalysis , 2016, Science.

[60]  Arash Yavari,et al.  Circumferentially-symmetric finite eigenstrains in incompressible isotropic nonlinear elastic wedges , 2016 .

[61]  C. Chiang.  Problems of polygonal inclusions in orthotropic materials with due consideration on the stresses at corners , 2016 .

[62]  H.-H. Ren,et al.  Eshelby's problem of inclusion with arbitrary shape in an isotropic elastic half-plane , 2016 .

[63]  M. Gutkin,et al.  Misfit stresses in a core-shell nanowire with core in the form of long parallelepiped , 2016 .

[64]  Yun Goo Ro,et al.  Facet-Selective Nucleation and Conformal Epitaxy of Ge Shells on Si Nanowires. , 2015, Nano letters.

[65]  X. Ren,et al.  Analysis of Critical Dimensions for Nanowire Core-Multishell Heterostructures , 2015, Nanoscale Research Letters.

[66]  H. Jackson,et al.  Antimony Induced {112}A Faceted Triangular GaAs1−xSbx/InP Core/Shell Nanowires and Their Enhanced Optical Quality , 2015 .

[67]  M. Grekov,et al.  Perturbation method in the problem on a nearly circular hole in an elastic plane , 2015 .

[68]  M. Verheijen,et al.  Cracking the Si Shell Growth in Hexagonal GaP-Si Core-Shell Nanowires. , 2015, Nano letters.

[69]  H. Shodja,et al.  Interface effect on the formation of a dipole of screw misfit dislocations in an embedded nanowire with uniform shear eigenstrain field , 2015 .

[70]  G. Abstreiter,et al.  Lattice-Matched InGaAs–InAlAs Core–Shell Nanowires with Improved Luminescence and Photoresponse Properties , 2015, Nano letters.

[71]  M. Gutkin,et al.  Initial stages of misfit stress relaxation in composite nanostructures through generation of rectangular prismatic dislocation loops , 2015 .

[72]  G. Ouyang,et al.  Size-dependent optical absorption modulation of Si/Ge and Ge/Si core/shell nanowires with different cross-sectional geometries , 2015, Nanotechnology.

[73]  J. Herfort,et al.  Facetted growth of Fe3Si shells around GaAs nanowires on Si(111) , 2014, 1411.1556.

[74]  M. Gutkin,et al.  Initial stages of misfit stress relaxation by rectangular prismatic dislocation loops in composite nanostructures , 2014 .

[75]  Qiang Yu,et al.  Inclusion problem of a two-dimensional finite domain: The shape effect of matrix , 2014 .

[76]  E. Garnett,et al.  Solution-Phase Epitaxial Growth of Quasi-Monocrystalline Cuprous Oxide on Metal Nanowires , 2014, Nano letters.

[77]  C. Mi,et al.  Elastic disturbance due to a nanoparticle near a free surface , 2014 .

[78]  J. Cibert,et al.  Strain in crystalline core-shell nanowires , 2014, 1403.3826.

[79]  Christophe Ballif,et al.  Plastic and elastic strain fields in GaAs/Si core-shell nanowires. , 2014, Nano letters.

[80]  M. Gutkin,et al.  Surface/interface effects on the formation of misfit dislocation in a core–shell nanowire , 2014 .

[81]  Yong Wang,et al.  Nanoscale-phase-separated Pd-Rh boxes synthesized via metal migration: an archetype for studying lattice strain and composition effects in electrocatalysis. , 2013, Journal of the American Chemical Society.

[82]  C. Mi,et al.  Stress concentration around a nanovoid near the surface of an elastic half-space , 2013 .

[83]  K. Kavanagh,et al.  Geometric limits of coherent III-V core/shell nanowires , 2013 .

[84]  A. Ponce,et al.  CuS2-passivated Au-core, Au3Cu-shell nanoparticles analyzed by atomistic-resolution Cs-corrected STEM. , 2013, Langmuir : the ACS journal of surfaces and colloids.

[85]  Leon M Keer,et al.  A review of recent works on inclusions , 2013 .

[86]  Jian Wang,et al.  Direct measurement of coherency limits for strain relaxation in heteroepitaxial core/shell nanowires. , 2013, Nano letters.

[87]  C. Chang-Hasnain,et al.  Elastic energy relaxation and critical thickness for plastic deformation in the core-shell InGaAs/GaAs nanopillars , 2013 .

[88]  A. Ponce,et al.  Strain-release mechanisms in bimetallic core-shell nanoparticles as revealed by Cs-corrected STEM. , 2013, Surface science.

[89]  Y. Niquet,et al.  Residual strain and piezoelectric effects in passivated GaAs/AlGaAs core-shell nanowires , 2013, 1302.3161.

[90]  A. V. van Duin,et al.  Reactive molecular dynamics simulations on SiO2-coated ultra-small Si-nanowires. , 2013, Nanoscale.

[91]  J. Baugh,et al.  Critical shell thickness for InAs-Al$_x$In$_{1-x}$As(P) core-shell nanowires , 2012, 1209.4321.

[92]  H. Xu,et al.  Elastic and Piezoelectric Properties of Zincblende and Wurtzite Crystalline Nanowire Heterostructures , 2012, Advanced materials.

[93]  W. Zou,et al.  Inclusions in a finite elastic body , 2012 .

[94]  H. Shodja,et al.  Surface/interface effects on elastic behavior of a screw dislocation in an eccentric core-shell nanowire , 2012 .

[95]  Yingchun Cheng,et al.  Epitaxial TiO2/SnO2 core–shell heterostructure by atomic layer deposition , 2012 .

[96]  P. Jouneau,et al.  Strain relaxation by dislocation glide in ZnO/ZnMgO core-shell nanowires , 2012, 1205.1896.

[97]  Zhong Lin Wang,et al.  Misfit dislocations in multimetallic core-shelled nanoparticles , 2012 .

[98]  K. Kavanagh,et al.  Faster radial strain relaxation in InAs-GaAs core-shell heterowires , 2012 .

[99]  Xin-Lin Gao,et al.  Strain gradient solution for the Eshelby-type polyhedral inclusion problem , 2012 .

[100]  I. Beyerlein,et al.  Self-energy of elliptical dislocation loops in anisotropic crystals and its application for defect-free core/shell nanowires , 2011 .

[101]  H. Shtrikman,et al.  InAs/GaAs Core–Shell Nanowires , 2011 .

[102]  George T. Wang,et al.  Strain influenced indium composition distribution in GaN/InGaN core-shell nanowires , 2010 .

[103]  H. Renevier,et al.  The structural properties of GaN/AlN core–shell nanocolumn heterostructures , 2010, Nanotechnology.

[104]  E. Pan,et al.  Misfit Dislocation Dipoles in Wire Composite Solids , 2010 .

[105]  J. Colin.  Prismatic dislocation loops in strained core-shell nanowire heterostructures , 2010 .

[106]  Yong Ding,et al.  Atomic structure of Au-Pd bimetallic alloyed nanoparticles. , 2010, Journal of the American Chemical Society.

[107]  K. Kavanagh,et al.  Misfit dislocations in nanowire heterostructures , 2010 .

[108]  T. Guhr,et al.  Strain in semiconductor core-shell nanowires , 2009, 1006.0391.

[109]  T. Guhr,et al.  Strain distributions in lattice-mismatched semiconductor core-shell nanowires , 2009, IVNC 2009.

[110]  E. Pan,et al.  Elastic fields due to a rectangular inclusion with uniform antiplane eigenstrains in a bimaterial consisting of two orthotropic quarter planes , 2008 .

[111]  M. Pistol,et al.  Band structure of core-shell semiconductor nanowires , 2008 .

[112]  P. McIntyre,et al.  Morphological instability of misfit-strained core-shell nanowires , 2008 .

[113]  Long-Qing Chen,et al.  Equilibrium strain-energy analysis of coherently strained core- shell nanowires , 2008 .

[114]  B. Kuvshinov.  Elastic and piezoelectric fields due to polyhedral inclusions , 2008 .

[115]  Cao Bing-yang,et al.  Thermal conductivity of dielectric nanowires with different cross-section shapes , 2007 .

[116]  R.K.N.D. Rajapakse,et al.  Elastic field of an isotropic matrix with a nanoscale elliptical inhomogeneity , 2007 .

[117]  K. Aifantis,et al.  Nucleation of misfit dislocations and plastic deformation in core/shell nanowires , 2007 .

[118]  A. Nenashev,et al.  Strain distribution in quantum dot of arbitrary polyhedral shape: Analytical solution , 2007, 0707.2183.

[119]  R. Maranganti,et al.  Strain Field Calculations in Embedded Quantum Dots and Wires , 2007 .

[120]  E. Yu,et al.  Calculation of critical dimensions for wurtzite and cubic zinc blende coaxial nanowire heterostructures , 2006 .

[121]  R. Zimmerman,et al.  Compressibility of two-dimensional pores having n-fold axes of symmetry , 2006, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

[122]  Sourobh Raychaudhuri,et al.  Critical dimensions in coherently strained coaxial nanowire heterostructures , 2006 .

[123]  Zhu-ping Huang,et al.  Stress concentration tensors of inhomogeneities with interface effects , 2005 .

[124]  Pradeep Sharma,et al.  Size-Dependent Eshelby’s Tensor for Embedded Nano-Inclusions Incorporating Surface/Interface Energies , 2004 .

[125]  E. Pan,et al.  Exact solution for 2D polygonal inclusion problem in anisotropic magnetoelectroelastic full-, half-, and bimaterial-planes , 2004 .

[126]  A. Sheinerman,et al.  Misfit dislocation loops in composite nanowires , 2004 .

[127]  A. Kolesnikova,et al.  Misfit dislocation loops and critical parameters of quantum dots and wires , 2004 .

[128]  E. Pan.  Eshelby problem of polygonal inclusions in anisotropic piezoelectric full- and half-planes , 2004 .

[129]  J. Davies.  Elastic field in a semi-infinite solid due to thermal expansion or a coherently misfitting inclusion , 2003 .

[130]  C. Ru.  Eshelby inclusion of arbitrary shape in an anisotropic plane or half-plane , 2003 .

[131]  Pradeep Sharma,et al.  Effect of surfaces on the size-dependent elastic state of nano-inhomogeneities , 2003 .

[132]  Igor Tsukrov,et al.  Effective elastic properties of solids with defects of irregular shapes , 2002 .

[133]  F. Glas.  Elastic relaxation of truncated pyramidal quantum dots and quantum wires in a half space: An analytical calculation , 2001 .

[134]  P. Anderson,et al.  A Compact Solution for the Stress Field from a Cuboidal Region with a Uniform Transformation Strain , 2001 .

[135]  M. Taya,et al.  Elastic fields in a polyhedral inclusion with uniform eigenstrains and related problems , 2001 .

[136]  A. Sheinerman,et al.  Misfit Disclinations and Dislocation Walls in a Two-Phase Cylindrical Composite , 2001 .

[137]  D. Faux,et al.  Green’s tensors for anisotropic elasticity: Application to quantum dots , 2000 .

[138]  I. Ovid’ko,et al.  Misfit dislocations in wire composite solids , 2000 .

[139]  T. Mura.  The determination of the elastic field of a polygonal star shaped inclusion , 1997 .

[140]  Gregory J. Rodin,et al.  Eshelby's inclusion problem for polygons and polyhedra , 1996 .

[141]  E. Aifantis,et al.  Screw dislocation near a triple junction of phases with different elastic moduli. I. General solution , 1996 .

[142]  D. Faux,et al.  Calculation of strain distributions in multiple‐quantum‐well strained‐layer structures , 1995 .

[143]  M. Hecker,et al.  The stress fields of edge dislocations near wedge-shaped boundaries and bonded wedges , 1993 .

[144]  M. Hecker,et al.  The stress fields of an edge dislocation near a wedge‐s haped boundary , 1992 .

[145]  S. M. Hu,et al.  Stress from a parallelepipedic thermal inclusion in a semispace , 1989 .

[146]  Y. P. Chiu,et al.  On the Stress Field and Surface Deformation in a Half Space With a Cuboidal Zone in Which Initial Strains Are Uniform , 1978 .

[147]  Y. P. Chiu,et al.  On the Stress Field Due to Initial Strains in a Cuboid Surrounded by an Infinite Elastic Space , 1977 .

[148]  M. Gutkin,et al.  Critical Conditions of Dislocation Generation in Core-Shell Nanowires: A Review , 2020 .

[149]  L. Zhigilei,et al.  AXIAL MISFIT STRESS RELAXATION IN CORE-SHELL NANOWIRES WITH HEXAGONAL CORE VIA NUCLEATION OF RECTANGULAR PRISMATIC DISLOCATION LOOPS , 2019 .

[150]  M. Gutkin,et al.  ELASTIC MODELS OF DEFECTS IN 3D AND 2D CRYSTALS , 2017 .

[151]  S. Sessa,et al.  Analytical solution of elastic fields induced by a 2D inclusion of arbitrary polygonal shape , 2017 .

[152]  Leonie Moench,et al.  Some Basic Problems Of The Mathematical Theory Of Elasticity , 2016 .

[153]  E. Pan,et al.  Inclusion of an arbitrary polygon with graded eigenstrain in an anisotropic piezoelectric half plane , 2013 .

[154]  V. M. Aleksandrov,et al.  The three-dimensional problem of a thin inclusion in a composite elastic wedge , 2011 .

[155]  R. Zimmerman,et al.  Boundary Perturbation Solution for Nearly Circular Holes and Rigid Inclusions in an Infinite Elastic Medium , 2008 .

[156]  I. Tsukrov,et al.  On micromechanical modeling of particulate composites with inclusions of various shapes , 2005 .

[157]  V. M. Aleksandrov,et al.  The problem of an inclusion in a three-dimensional elastic wedge , 2002 .

[158]  M. Kachanov,et al.  Effective Moduli of Solids With Cavities of Various Shapes , 1994 .