In this paper, we formulate a theory for the coupling of accretion mechanics and thermoelasticity. We present an analytical formulation of the thermoelastic accretion of an infinite cylinder and of a two-dimensional block.
A general framework is presented to model coupled thermo-elasto-plastic deformations in the theory of special Cosserat rods. The use of the one-dimensional form of the energy balance in conjunction with the one-dimensional entropy balance allows us to obtain an additional equation for the evolution of a temperature-like one-dimensional field variable together with constitutive relations for this theory. Reduction to the case of thermoelasticity leads us to the well known nonlinear theory of thermoelasticity for special Cosserat rods.
Job title: Research Associate/Postdoc
Minimum qualification: PhD in Solid Mechanics/Mathematics
Research area: Thermoelastic Modeling of nano and Contunuum Rods – A Molecular Approach
Salary: Rs 36000 per month + 30% HRA
Walk in interview: 3rd of Nov 2016 in Department of Applied Mechanics, IIT Delhi
Contact person: Prof. Ajeet Kumar, ajeetk [at] am.iitd.ac.in
See the attachment for more details.
PhD Studentship: Numerical modelling of fault formation
IMPERIAL COLLEGE, LONDON, UNITED KINGDOM
APPLICATION DEADLINE: 15 NOVEMBER 2012
***UK/EU Student Funding*** - ***Any International Student will require additional tuition payment***
Dear Fellows,
I am working in the field of thermoelasticity deformation, I need a book to understand the basics of this field.
thermoelastic deformation
by Dorin Leson
Read Dr Marcin Kaminski's (Technical University
of Lodz) September 2011 Editorial for ICE-journal Engineering and Computational Mechanics for free here.
Hi everyone,
Now I am master student in National Taiwan University of Science & Technology (NTUST) in Taipei, Taiwan. I come from Indonesia, this is my second year in Taipei. Since last month, I have conducted research about thermoelasticity using complex variable methods, conformal mapping, and analytical continuation. My adviser is Prof C.K. Chao . Does anyone know him?
I hope can find useful information and get more knowledge from this web. Thank you.
