At the Department of Continuum Mechanics and Theory of Structures, Universidad de Sevilla (Spain) we are seeking for highly motivated scholar to pursue the PhD research under the supervision of Prof. Pilar Ariza. 

Interested candidates are encouraged to contact  Prof.  Pilar Ariza  mpariza [at] us.es (mpariza[at]us[dot]es) for further details. A summary of the research project is given below.

The Department of Mechanical and Aerospace Engineering (https://engineering.usu.edu/mae/) at Utah State University (USU) invites applications for a tenure-track faculty position in Solid Mechanics and Material Science, especially with regard to strategic structural or functional materials, enabled by critical minerals. Applicants must have a Ph.D. degree in Mechanical or Aerospace Engineering or a closely related field. Candidates will be considered at either the assistant or associate professor level.

This postdoc is funded through the MURI "Cellular Mechanics and Process Principles of 3D Secretion for Ultralight Multifunctional Materials in Butterfly Wing Scales." The goal of this project is to decipher the biological, physical, and chemical mechanisms that enable living cells to secrete complex hierarchical structures in functional biological materials, specifically butterfly wing scales.

The University of Vermont is seeking a Lecturer or Senior Lecturer in the area of Dynamical Systems and other broad areas starting on August 24, 2026. This is a great opportunity to teach at a state flagship university and Land Grant Institution whose vision is to be among the nation’s premier research universities with a comprehensive commitment to a liberal arts education, environment, health, and public service. 

Contact express: a new approach for contact problems

Noe Reyes Rivas
Applied Mathematics, Brown University

Time: 11:00 am - 12:00 pm (EST), Feb. 05, Thursday

Zoom Meeting ID: 824 6447 8256

Passcode: 003801

Abstract

In this paper we formulate a geometric theory of elasticity and anelasticity for bodies containing material surfaces with their own elastic energies and distributed surface eigenstrains. Bulk elasticity is written in the language of Riemannian geometry, and the framework is extended to material surfaces by using the differential geometry of hypersurfaces in Riemannian manifolds.

Two-dimensional (2D) lattice materials with well-designed microstructures exhibit extraordinary properties such as zero and negative Poisson’s effects, and play a crucial role in industrial fields. However, inevitable defects from manufacturing, storage, transportation, and service may compromise their microstructures and functionalities. Therefore, it is important but still unclear: which microstructures and associated properties are most or least sensitive to defects.

Film-substrate systems are prevalent in various industries, and manipulation of their adhesion strength is essential to guarantee their desired functionalities. Inspired by the heterogeneous characteristic of geckos’ spatulae, heterogeneous adhesion devices are proposed for enhanced directional adhesion, but experimental measurements of their adhesion strength are significantly lower than the theoretical predictions. This discrepancy is likely due to the cohesive zone, a factor that was usually overlooked in previous theoretical models.

While the surface asperities of mineral platelets are widely believed to play important roles in stiffening, strengthening, and toughening nacre, their effects have not been thoroughly investigated. Here, a computationally efficient bar-spring model is adopted to simulate, as platelets with multiple interfacial asperities slide over each other, the tensile force versus elongation behaviors as well as the effective mechanical properties such as modulus, strength, and work-to-fracture in nacre or nacre-like composites.