Lab811

Publications

Journal Articles

  1. [9]
    Emergent morphogenesis via planar fabrication enabled by a reduced model of composites
    Y. Zhang, A. Alon, and M. K. Jawed. Advanced Materials Technologies, e01835 (2026).
  2. [8]
    Iterated learning and multiscale modeling of history dependent architectured metamaterials
    Y. Zhang and K. Bhattacharya. Mechanics of Materials, 197, 105090 (2024).
  3. [7]
    Asymptotically matched extrapolation of fishnet failure probability to continuum scale
    H. Xu, J. Vievering, H. T. Nguyen, Y. Zhang, J.-L. Le, and Z. P. Bažant. Journal of the Mechanics and Physics of Solids, 182, 105479 (2024).
  4. [6]
    The effect of prior parameters in a Bayesian approach to inferring material properties from experimental measurements
    Y. Zhang and J. D. Hart. Journal of Engineering Mechanics (ASCE), 149(3), 04023007 (2023).
  5. [5]
    Smooth crack band model — a computational paragon based on unorthodox continuum homogenization
    Y. Zhang and Z. P. Bažant. Journal of Applied Mechanics (ASME), 90(4), 041007 (2023).
  6. [4]
    On the identification of power-law creep parameters from conical indentation
    Y. Zhang and A. Needleman. Proceedings of the Royal Society A, 477, 20210233 (2021).
  7. [3]
    Characterization of plastically compressible solids via spherical indentation
    Y. Zhang and A. Needleman. Journal of the Mechanics and Physics of Solids, 148, 104283 (2021).
  8. [2]
    Influence of assumed strain hardening relation on plastic stress-strain response identification from conical indentation
    Y. Zhang and A. Needleman. Journal of Engineering Materials and Technology (ASME), 142, 031002 (2020).
  9. [1]
    Identification of plastic properties from conical indentation using a Bayesian-type statistical approach
    Y. Zhang, J. D. Hart, and A. Needleman. Journal of Applied Mechanics (ASME), 86, 011002 (2019).

Thesis

  1. Ph.D.
    Bayesian inference of plastic properties from indentation
    Yupeng Zhang, Texas A&M University, 2021.