2025

  1. P. Salasiya and B.B. Guzina (2025). “A simple tool for the optimization of 1D phononic and photonic crystals”, J. Comp. Phys, 524, 113723. Article

    2. 2024

  2. P. Salasiya, S. Meng, and B.B. Guzina (2024). “Plug-and-play analytical paradigm for the scattering of plane waves by `layer-cake’ periodic systems”, Proc. Roy. Soc. A, 480, 20240118. Article
  3. M. Bonnet, P. Salasiya, and B.B. Guzina (2024). “Modified error-in-constitutive-relation (MECR) framework for the characterization of linear viscoelastic solids”, J. Mech. Phys. Solids , 190, 105746.  , Article
  4. A.A.M. Da Silva, A.A. Novotny, A.A.S. Amad and B.B. Guzina (2024). “Full-waveform reconstruction of micro-seismic events via topological derivative approach”, J. Comp. Phys., 510, 113099. Article
  5. D.V. Kennedy, B.B. Guzina, and J.F. Labuz (2024). “Nondestructive evaluation of pile length for high-mast light towers”, J. Geotech. Geoenv. Eng., ASCE, 150, 04024059. Article

    6. 2023

  6. D.V. Kennedy, B.B. Guzina, and J.F. Labuz (2023). “A machine learning framework for in situ sensing of pile length from seismic cone penetrometer data”, Computers & Geotechnics, 159, 105505. Article

    7. 2022

  7. O. Oudghiri-Idrissi and B.B. Guzina (2022). “Effective linear wave motion in periodic origami structures”, Comp. Meth. Appl. Mech. Eng., 399, 115386. Article  
  8. B.B. Guzina, O. Oudghiri-Idrissi and S. Meng (2022). “Asymptotic anatomy of the Berry phase for scalar waves in 2D periodic continua”, Proc. Roy. Soc. A, 478, 20220110. Article
  9. D.P. Shahraki and B.B. Guzina (2022). “From d’Alembert to Bloch and back: A semi-analytical solution of 1D boundary value problems governed by the wave equation in periodic media”, Int. J. Solids Struct., 234-5, 111239.  Article
  10. D.P. Shahraki and B.B. Guzina (2022). “Homogenization of the wave equation with non-uniformly oscillating coefficients”, Math. Mech. Solids,  27, 1-25,  Article

    11. 2021

  11. S. Meng, O. Oudghiri-Idrissi, and B.B. Guzina (2021). “A convergent low-wavenumber, high-frequency homogenization of the wave equation in periodic media with a source term”, Applicable Analysis, 101, 1-34. Article
  12. B.B. Guzina, and M. Bonnet (2021). “Effective wave motion in periodic discontinua near spectral singularities at finite frequencies and wavenumbers”,  Wave Motion, 103, 102729 (32pp). Article
  13. O. Oudghiri-Idrissi, B.B. Guzina, and S. Meng (2021). “On the spectral asymptotics of waves in periodic media with Dirichlet or Neumann exclusions”,  Quart. J. Mech. Appl. Math., 74, 173–221. Article

    14. 2020

  14. A.A.S. Amad, A.A. Novotny, and B.B. Guzina (2020). “On the full-waveform inversion of seismic moment tensors”, Int. J. Solids Struct., 202, 717-728. Article
  15. R. Cornaggia and B.B. Guzina (2020). “Second-order homogenization of boundary and transmission conditions for one-dimensional waves in periodic media”, Int. J. Solids Struct., 188–9, 88-102. Article
  16. D.P. Shahraki, V. Kumar, S. Ghavami, M.W. Urban, A. Alizad, B.B. Guzina, and M. Fatemi (2020). “C-elastography: in vitro feasibility phantom study”, Ultras. Med. Biol., 46, 1738-54. Article

    17. 2019

  17. T.P. Ngyen and B.B. Guzina (2019). “Generalized Linear Sampling Method for the inverse elastic scattering of fractures in finite bodies”, Inverse Problems, 35, 104002 (16pp). Article
  18. F. Cakoni, B.B. Guzina, S. Moskow, and T. Pangburn (2019). “Scattering by a bounded highly oscillating periodic medium and the effect of boundary correctors”, SIAM J. Appl. Math., 79, 1448–1474. Article
  19. B.B. Guzina, S. Meng and O. Oudghiri-Idrissi (2019). “A rational framework for dynamic homogenization at finite wavelengths and frequencies”, Proc. Roy. Soc. A, 475, 20180547. Article
     

    20. 2018

  20. M. Bonnet, R. Cornaggia, and B.B. Guzina (2018). “Microstructural topological sensitivities of the second-order macroscopic model for waves in periodic media”, SIAM J. Appl. Math. 78, 2057–2082. Article
  21. F. Pourahmadian and B.B. Guzina (2018). “On the elastic anatomy of heterogeneous fractures in rock”,  Int. J. Rock. Mech. Min. Sci. 106, 259-268. Article
  22. S. Meng and B.B. Guzina (2018). “On the dynamic homogenization of periodic media: Willis’ approach versus two-scale paradigm”,  Proc. Roy. Soc. A, 474, 20170638 (27pp). Article

    23. 2017

  23. F. Pourahmadian, B.B. Guzina, and H. Haddar (2017). “A synoptic approach to the seismic sensing of heterogeneous fractures: From geometric reconstruction to interfacial characterization”,  Comp. Meth. Appl. Mech. Eng., 324, 395-412. Article
  24. F. Pourahmadian, B.B. Guzina, and H. Haddar (2017). “Generalized linear sampling method for elastic-wave sensing of heterogeneous fractures”, Inverse Problems, 33, 055007 (32pp). Article
  25. E. Dontsov and B.B. Guzina (2017). “Direction-independent algorithm for simulating nonlinear pressure waves”,  J. Eng. Mech., ASCE, 143, 04017006 (6pp). Article

    26. 2016

  26. F. Cakoni, B.B. Guzina, and S. Moskow (2016). “On the homogenization of a scalar scattering problem for highly oscillating anisotropic media”, SIAM J. Math. Anal., 48, 2532-2560. Article

    27. 2015

  27. S.A. Lambert, S.P. Nasholm, D. Nordsletten, C. Michler, L. Judge, J-M. Serfaty, L. Bliston, B.B. Guzina, S. Holm, and R. Sinkus (2015). “Bridging three orders of magnitude: Multiple scattered waves sense fractal microscopic structures via dispersion”, Phys. Rev. Lett., 118, 094301 (6pp). Article
  28. B.B. Guzina and F. Pourahmadian (2015). “Why the high-frequency inverse scattering by topological sensitivity may work”, Proc. Roy. Soc. A, 471, 20150187 (29 pp). Article
  29. B.B. Guzina, E.V. Dontsov, M. Urban, and M. Fatemi (2015). “The ‘sixth’ sense of ultrasound: probing nonlinear elasticity with acoustic radiation force”, Phys. Med. Biol.,  60, 3775-3794. Article
  30. A. Wautier and B.B. Guzina (2015). “On the second-order homogenization of wave motion in periodic media and the sound of a chessboard”,  J. Mech. Phys. Solids,  78, 382-414. Article
  31. F. Pourahmadian and B. Guzina (2015). ” On the elastic-wave imaging and characterization of fractures with specific stiffness”, Int. J. Solids Struct., 71, 125-140. Article

    32. 2014

  32. H. Yuan, B.B. Guzina, and R. Sinkus (2014). “Application of topological sensitivity toward tissue elasticity imaging using magnetic resonance data”, J. Eng. Mech., ASCE, 140, 443-453. Article

    33. 2013

  33. R.D. Tokmashev, A. Tixier, and B.B. Guzina (2013). “Experimental validation of the topological sensitivity approach to elastic-wave imaging”, Inverse Problems, 29, 125005 (25pp).  Article
  34. E.V. Dontsov, R.D. Tokmashev, and B.B. Guzina (2013). “A physical perspective of the length scales in gradient elasticity through the prism of wave dispersion”, Int. J. Solids Struct,, 50, 3674-3684. Article
  35. E.V. Dontsov and B.B. Guzina (2013). “Dual-time approach to the numerical simulation of modulated nonlinear ultrasound fields”, Acta Acoustica, 99(5), 777-791. Article
  36. C. Bellis, M. Bonnet and B.B. Guzina (2013). “Aposition of the topological sensitivity and linear sampling approaches to inverse scattering”, Wave Motion, 50, 891-908. Article
  37. E.V. Dontsov and B.B. Guzina (2013). “On the KZK-type equation for modulated ultrasound fields”, Wave Motion, 50, 763-775. Article
  38. H. Yuan, B.B. Guzina, S. Chen. R. Kinnick, and M. Fatemi (2013). “Application of topological sensitivity toward soft-tissue characterization from vibro-acoustography measurements”, J. Comp. Nonlinear Dynamics, ASME, 8, 034503 (6 pp). Article
  39. C. Bellis, F. Cakoni, and B.B. Guzina (2013). “Nature of the transmission eigenvalue spectrum for elastic bodies”, IMA J. Appl. Math. 78, 895-923. Article

    40. 2012

  40. E.V. Dontsov and B.B. Guzina (2012). “Acoustic radiation force in tissue-like solids due to modulated sound field”, J. Mech. Phys. Solids, 60, 1791-1813.  Article
  41. H. Yuan and B.B. Guzina (2012). “Topological sensitivity for vibro-acoustography aplications”, Wave Motion, 49, 765-781.  Article
  42. H. Yuan, B.B. Guzina, S. Chen, R.R. Kinnick and M. Fatemi (2012). “Estimation of the complex shear modulus in tissue-mimicking materials from optical vibrometry measurements”, Inv. Probl. Sci. Eng., 20, 173-187.  Article

    43. 2011

  43. Y. Cao, J.F. Labuz, and B.B. Guzina (2011). “Evaluation of pavement systems based on ground-penetrating radar full-waveform simulation”,  Transp. Research Record, 2227, 71-78.  Article
  44. Y. Cao and B.B. Guzina (2011). “Field forms of the layered electromagnetic Green’s functions by TE and TM potentials”, Radio Science, 46, RS6003 (14 pp). Article
  45. M. Bialas and B.B. Guzina (2011). “On the viscoelastic characterization of thin tissues via surface-wave sensing”, Int. J. Solids Struct., 48,  2209-2217. Article
  46. E. Dontsov and B.B. Guzina (2011). Effect of low-frequency modulation on the acoustic radiation force in Newtonian Fluids, SIAM J. Appl. Math., 71, 356-378. Article

    47. 2010

  47. B.B. Guzina, F. Cakoni, and C. Bellis (2010). “On the multi-frequency obstacle reconstruction via the linear sampling method”, Inverse Problems, 26,  125005 (29 pp)  Article
  48. H. Yuan and B.B. Guzina (2010). “Reconstruction of viscoelastic tissue properties from MR elastography-type measurements”, Compt. Rend. Mecanique, 338, 480-488. Article
  49. C. Bellis and B.B. Guzina (2010). “On the existence and uniqueness of a solution to the interior transmission problem for piecewise-homogeneous solids”, J . Elasticity, 101, 29-57.  Article

    50. 2009

  50. E.M. Thompson, L.G. Baise, R.E. Kayen, and B.B. Guzina (2009). “Impediments to predicting site response: seismic property estimation and modeling simplifications”, Bull. Seism. Soc. Amer., 99, 2927-2949. Article
  51. B.B. Guzina, K. Tuleubekov, D. Liu and E.S. Ebbini (2009). “Viscoelastic characterization of thin tissues using acoustic radiation force and model-based inversion”, Phys. Med. Biol., 54, 4089-4112. Article
  52. B. B. Guzina and H. Yuan (2009).  “On the small-defect perturbation and sampling of heterogeneous solids”, Acta Mechanica, 205, 51-75. Article
  53. M. Bonnet and B.B. Guzina (2009). “Elastic-wave identification of penetrable obstacles using shape-material sensitivity framework”, J. Comp. Phys,, 228, 294-311 Article

    54. 2008

  54. I. Chikichev and B.B. Guzina (2008). “Generalized topological derivative for the Navier equation and inverse scattering in the time domain”, Comp. Meth. Appl. Mech. Eng,, 197, 4467-4484 Article
  55. A. Malcolm and B.B. Guzina (2008). “On the topological sensitivity of transient acoustic fields”, Wave Motion, 45, 821-834.   Article
  56. M. Bonnet, B.B. Guzina and N. Nemitz (2008). “Fast non-iterative methods for defect identification”, Eur. J. Comp. Mech., 17, 571-582. Article

    57. 2007

  57. S. Nintcheu and B.B. Guzina (2007). “Elastic scatterer reconstruction via the adjoint sampling method”, SIAM J. Appl. Math., 67, 1330-1352. Article
  58. B.B. Guzina and A. Madyarov (2007). “A linear sampling approach to inverse elastic scattering in piecewise-homogeneous domains”, Inverse Problems, 23, 1467-1493.  Article
  59. T.M. Westover and B.B. Guzina (2007). “Engineering framework for the self-consistent analysis of FWD data”, Transp. Research Record, 2005, 55-63.  Article
  60. B.B. Guzina and I. Chikichev (2007). “From imaging to material characterization: a generalized concept of topological sensitivity”, J. Mech. Phys. Solids, 55, 245-279.  Article
  61. A. Jain, B.B. Guzina and V.R. Voller (2007). “Effects of overburden on joint spacing in layered rocks”, J. Struct. Geology, 29, 288-297. Article

    62. 2006

  62. B.B. Guzina and M. Bonnet (2006). “Small-inclusion asymptotic of misfit functionals for inverse problems in acoustics”, Inverse Problems, 22, 1761-1785. Article
  63. K. Baganas, B.B. Guzina, A. Charalambopoulos and G.D. Manolis (2006). “A linear sampling method for the inverse transmission problem in near-field elastodynamics”, Inverse Problems, 22, 1835-1853. Article
  64. B.B. Guzina, R.Y.S. Pak and A.E. Martinez-Castro (2006). “Singular boundary elements for three-dimensional elasticity problems”, Eng. Anal. Bound. Elem., 30, 623-639.  Article
  65. A.I. Madyarov and B.B. Guzina (2006). “A radiation condition for layered elastic media”, J. Elasticity, 82, 73-98  Article

    66. 2005

  66. B.B. Guzina and A.I. Madyarov (2005). “On the spectral analysis of Love waves”, Bull. Seism. Soc. Amer., 95, 1150-1169.  Article

    67. 2004

  67. M. Bonnet and B.B. Guzina (2004). Topological derivative applied to cavity identification from elastodynamic surface measurements. Rev. Eur. Elem., 13, 425-436. Article
  68. B.B. Guzina, D. Timm, and V. Voller (2004). “Crack spacing in strained films”, J. de Physique IV, 120, 201-208.  Article
  69. O.J-M. Hoffmann, B.B. Guzina, and A. Drescher (2004). “Stiffness estimates using portable deflectometers”, Transp. Research Record, 1869, 59-66.  Article
  70. M. Bonnet and B.B. Guzina (2004). “Sounding of finite solid bodies by way of topological derivative”, Int. J. Num. Meth. Eng., 61,  2344-2373.  Article
  71. S. Nintcheu and B.B. Guzina (2004). “A linear sampling method for near-field inverse problems in elastodynamics”, Inverse Problems, 20, 713-736.  Article
  72. B.B. Guzina and M. Bonnet (2004). “Topological derivative for the inverse scattering of elastic waves”, Quart. J. Mech. Appl. Math., 57, 161-179.  Article

    73. 2003

  73. S. Nintcheu, B.B. Guzina, and M. Bonnet (2003). “Computational basis for the boundary integral solution to inverse scattering problems in elastodynamics”, Comp. Mechanics, 32, 370-380.  Article
  74. B.B. Guzina, S. Nintcheu, and M. Bonnet (2003). “On the stress-wave imaging of cavities in a semi-infinite solid”, Int. J. Solids Struct., 40, 1505-1523.  Article
  75. D. Timm, B.B. Guzina, and V. Voller (2003). “Prediction of thermal crack spacing”, Int. J. Solids Struct.., 40, 125-142.  Article

    76. 2002

  76. B.B. Guzina and R.H Osburn (2002). “An effective tool for enhancing the elastostatic pavement diagnosis”, Transp. Research Record, 1806, 30-37.  Article
  77. B.B. Guzina and S. Nintcheu (2002). “A study of ground-structure interaction in dynamic plate load testing”, Int. J. Num. Anal. Meth. Geomech., 26, 1147-1166.  Article
  78. R.Y.S. Pak and B.B. Guzina (2002). “Three-dimensional Green’s functions for a multilayered half-space by a method of potentials”, J. Eng. Mech., ASCE, 128, 449-461.  Article
  79. B.B. Guzina and A. Lu (2002). “Coupled waveform analysis in dynamic characterization of lossy solids.”, J. Eng. Mech., ASCE, 128, 392-402.  Article

    80. 2001

  80. B.B. Guzina and S. Nintcheu (2001). “Axial vibration of a padded annulus on a semi-infinite viscoelastic medium.”, J. Appl. Mech., ASME, 68, 923-928.  Article
  81. B.B. Guzina and R.Y.S. Pak (2001). “On the analysis of wave motions in a multi-layered solid”, Quart. J. Mech. Appl. Math., 54, 13-37.  Article

    82. 1999

  82. R.Y.S. Pak and B.B. Guzina (1999). “Seismic soil-structure interaction analysis by direct boundary element formulations”, Int. J. Solids Struct., 36, 4743-4766.  Article
  83. B.B. Guzina and R.Y.S. Pak (1999). “Static fundamental solutions for a bi-material full-space”, Int. J. Solids Struct., 36, 493-516.  Article

    84. 1998

  84. B.B. Guzina and R.Y.S. Pak (1998). “Vertical vibration of a circular footing on a linear-wave-velocity half-space”, Geotechnique, 48, 159-168.  Article

    85. 1996

  85. B.B. Guzina and R.Y.S. Pak (1996). “Elastodynamic Green’s functions for a smoothly heterogeneous half-space”, Int. J. Solids Struct., 33, 1005-1021.  Article

    86. 1995

  86. R.Y.S. Pak and B.B. Guzina (1995). “Three-dimensional wave propagation analysis of a smoothly heterogeneous solid”, J. Mech. Phys. Solids , 43, 533-551.  Article
  87. B.B. Guzina, E. Rizzi, K. Willam and R.Y.S. Pak (1995). “Failure prediction of smeared crack formulations”, J. Eng. Mech., ASCE, 121, 150-161.  Article
  88. R.Y.S. Pak and B.B. Guzina (1995). “Dynamic characterization of vertically loaded foundations on granular soils”, J. Geotech. Eng., ASCE, 121, 274-286.  Article