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Extreme Dynamic Performance of Nanofiber Mats under Supersonic Impacts Mediated by Interfacial Hydrogen Bonds

Submitted by Ramathasan The… on

Dear Colleagues,

I invite you to read our recent paper on the Extreme Dynamic Performance of Nanofiber Mats under Supersonic Impacts Mediated by Interfacial Hydrogen Bonds published on ACS Nano.

Abstract

Special Issue: Call for Papers & Guest Editors—Advanced Applied Mathematics for Medical Engineering and Medical Technique Applications

Submitted by Asst. Prof. Dr… on

Subject:

Special Issue: Call for Papers & Guest Editors—Advanced Applied Mathematics for Medical Engineering and Medical Technique Applications

 

Dear Colleagues,


Hope this email finds you well.


We are writing to inform you that a new special issue has just been established.

Title: Advanced Applied Mathematics for Medical Engineering and Medical Technique Applications

Journal: Engineering Mathematics

On the consequences of cross-link dissociation in hydrogels

Submitted by noyco on

The submersion of a polymer network with a high density of hydrogen bond based cross-links in an aqueous bath results in the formation of a rubber-like hydrogel. The cross-links, which connect chains and maintain the structure of the network, can dissociate as a result of two main factors: (1) the interactions between the hydrogen bonds and the surrounding water molecules and (2) the forces that are exerted on the cross-link from the interconnected chains.

EML Webinar (Season 2) on 16 December 2021 by Nanshu Lu on soft electronics for digitizing human body and human-centered robotics

Submitted by Teng Li on

EML Webinar (Season 2) on 16 December 2021 will be given by Nanshu Luonsoft electronics for digitizing human body and human-centered robotics. Discussion leader: John A. Rogers, Northwestern University

Time: 9:30 am Boston, 2:30 pm London, 10:30 pm Beijing on 16 December 2021

Zoom Link: https://ter.ps/EMLWebinarS2

Viscoelastic dissipation in repeated normal indentation of an Hertzian profile

Submitted by Antonio Papangelo on

Simple exact solutions are known for the indentation problem of a viscoelastic halfspace by a rigid sphere only as long as the contact area is growing. We consider instead a more general cyclic repeated indentation with a pulsating load with a period of zero load. We show that a combination of exact with empirical relaxation solutions coming from simple uniaxial cases is sufficiently accurate to estimate the energy dissipated per cycle, which we report for the standard ”3-elements” solid and periodic half-sine loading for various parameters.