Characterizing internal structures and defects in materials is a challenging task, often
requiring solutions to inverse problems with unknown topology, geometry, material …

A perturbation technique is applied to construct the first-order perturbation model for the
incremental indentation stiffness in normal frictionless indentation of an isotropic functionally …

Identifying unknown Young's moduli and boundary conditions of the heterogeneous material
using locally observed boundary data is the inverse problem which is generally solved by …

Quasi-static elasticity imaging techniques rely on model-based mathematical inverse
methods to estimate mechanical parameters from force-displacement measurements. These …

Simultaneously identifying unknown Young's modulus and boundary conditions of a linear
elastic material with the measurements only on a part of its boundary is an inverse problem …

Detecting hidden geometrical structures from surface measurements under electromagnetic,
acoustic, or mechanical loading is the goal of noninvasive imaging techniques in medical …

Estimating the unknown Young's modulus and boundary conditions of an elastic object from
locally observed boundary data is an inverse problem which is usually solved by iterative …

Image-based techniques have been extensively deployed in the fields of condition
assessment and structural mechanics to measure surface effects such as displacements or …

We present a scalable and efficient framework for the inference of spatially-varying
parameters of continuum materials from image observations of their deformations. Our goal …

We present a non-destructive approach to sense inclusion objects embedded in a solid
medium remotely from force sensors applied to the medium and boundary displacements …