Mahdi Zeidi

Mahdi Zeidi
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Mahdi verified their affiliation via an institutional email.
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Mahdi verified their affiliation via an institutional email.
  • PhD at University of Toronto

About

12
Publications
4,258
Reads
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576
Citations
Current institution
University of Toronto
Current position
  • PhD
Education
January 2019 - September 2024
University of Toronto
Field of study
  • Mechanical Engineering

Publications

Publications (12)
Article
Full-text available
We present a linear theory of lipid membranes which accommodates the effects of intra-membrane viscosity into the model of deformations. Within the Monge parameterization, a linearized version of the shape equation describing membrane morphology is derived. Admissible boundary conditions are taken from the existing non-linear model but reformulated...
Article
Full-text available
Inspired by embryonic wound closure, we present mechanically active dressings to accelerate wound healing. Conventional dressings passively aid healing by maintaining moisture at wound sites. Recent developments have focused on drug and cell delivery to drive a healing process, but these methods are often complicated by drug side effects, sophistic...
Article
Interface plays a crucial role on the physical and functional properties of polymer nanocomposites, yet its effects have not been fully recognized in the setting of classical continuum-based modeling. In the present study, we investigate the roles of interface and interfiber interactions on the toughening effects of rubber nanofibers embodied in th...
Article
As the design and scalable technology development of tough, yet stiff, polymer nanocomposites receive attention in the automotive industry, fundamental understating of underlying toughening mechanisms at the nanoscale is inevitable. However, mechanical tests on rubber-toughened nanocomposites have shown that their overall fracture properties are si...
Article
Full-text available
The present study aims to develop a continuum-based model to predict the pseudoelastic behavior of biological composites subjected to finite plane elastostatics. The proposed model incorporates a hyperelastic matrix material reinforced with nonlinear fibers, addressing challenges such as irreversible softening responses, large deformations, and non...
Data
The PDF file includes: Fig. S1. Antimicrobial tests. Fig. S2. Histological sections on day 3 specimens. Fig. S3. Finite element simulation. Table S1. Material parameters used in finite element stimulation. Table S2. Comparison of mechanical and antimicrobial properties of materials related to wound care.
Data
Finite element simulation of AAD-enabled wound contraction.
Article
Full-text available
A model for the deformation of an elastic solid reinforced by embedded fibers is presented in which elastic resistance of the fibers to bending is incorporated. Within the framework of strain-gradient elasticity, we formulated the equilibrium equations and necessary boundary conditions which describe the finite plane deformations of fiber-reinforce...
Article
Full-text available
A continuum-based model is presented for the mechanics of bidirectional composites subjected to finite plane deformations. This is framed in the development of a constitutive relation within which the constraint of material incompressibility is augmented. The elastic resistance of the fibers is accounted for directly via the computation of variatio...
Article
Full-text available
We present an analysis of the superposed incremental deformations of lipid membranes in contact with a circular substrate. A complete analytical solution describing the morphological transitions of lipid membranes is obtained via Monge parametric representation and admissible linearization. The corresponding solution demonstrates smooth and bounded...
Article
Full-text available
A model of elastic solids reinforced with fibers resistant to extension and bending is formulated in finite-plane elastostatics. The linear theory of the proposed model is also derived through which a complete analytical solution is obtained. The presented model can serve as an alternative two-dimensional Cosserat theory of non-linear elasticity.

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