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Rui Huang Profile
Rui Huang

@RuiHuangUTAus

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Everything is mechanics!

Austin, TX
Joined May 2021
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@RuiHuangUTAus
Rui Huang
7 months
CISM Advanced Courses on Wrinkling: This course is aimed at graduate students, PhD candidates, and postdoctoral researchers in engineering, materials science, biophysics and applied mathematics. Where: Udine, Italy.When: May 19-23, 2025.
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@RuiHuangUTAus
Rui Huang
8 months
RT @UTAerospace: Meet EM Ph.D. student Brandon Clarke who is working on the mechanics of adhesive fracture. Learn about Brandon's research,….
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@RuiHuangUTAus
Rui Huang
1 year
This chapter illustrates bifurcation and stability by examples. What is a bifurcation diagram? How can we tell a state of equilibrium is stable, unstable, or metastable?.
docs.google.com
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@RuiHuangUTAus
Rui Huang
1 year
Almost a picture perfect day at Cornell! Warm, high at 87 degrees, with occasional clouds and showers. I walked over 16,000 steps! Beautiful campus all around.
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@RuiHuangUTAus
Rui Huang
1 year
For this symposium, we have reached the limit on the number of registered participants. No registration is needed for Zoom access, but I was told that the Zoom access is limited to 300.
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@RuiHuangUTAus
Rui Huang
1 year
There have been some requests to attend the sessions remotely. Thus we have set up a Zoom link for the upcoming AmeriMech Symposium on Fracture of Soft Materials:. (Meeting ID: 998 4329 8144). We do not plan to record.
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utexas.zoom.us
Zoom is the leader in modern enterprise cloud communications.
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@RuiHuangUTAus
Rui Huang
1 year
This book aims to make mechanics and thermodynamics of polymers accessible to many, in diverse disciplines. The book focuses on elastomers, undergoing reversible thermodynamic processes. @zhigangsuo .
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docs.google.com
Preface @RuiHuangUTAus, @zhigangsuo Part of a book draft by Rui and Zhigang You are invited to discuss this chapter on X This book aims to make mechanics and thermodynamics of polymers accessible to...
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@RuiHuangUTAus
Rui Huang
1 year
Check out the Sun Spots on the UT campus. Where is ASE? Ha.
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@RuiHuangUTAus
Rui Huang
1 year
Total Eclipse at UT. Lot’s of Sun spots! But our ASE is not even on the map!😂
news.utexas.edu
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@RuiHuangUTAus
Rui Huang
1 year
A new sign on the campus of UT Austin 😄
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@RuiHuangUTAus
Rui Huang
1 year
The International Journal of Solids and Structures is pleased to institute an annual Best Paper Award for Young Investigators. The winning paper will receive a certificate and a check for $1500 USD, and will be freely available for a period of two years.
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@RuiHuangUTAus
Rui Huang
2 years
This is for my new colleague, Dr. Jan Fuhg, who has a postdoc position in computational mechanics and machine learning. Please see details below.
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@RuiHuangUTAus
Rui Huang
2 years
In collaboration with Elaine Li of UT Physics, we show that Raman spectroscopy can quantify and distinguish the intrinsic shear strain in Moiré Superlattice (formed by twisted bilayer MoS2) and uniaxial normal strain (introduced unintentionally).
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pubs.acs.org
In twisted van der Waals (vdW) bilayers, intrinsic strain associated with the moiré superlattice and unintentionally introduced uniaxial strain may be present simultaneously. Both strains are able to...
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@RuiHuangUTAus
Rui Huang
2 years
@zhigangsuo A thermal system has one variable (energy U). A closed system adds another, volume V. Temperature and pressure are defined by derivatives of S(U,V). Change of variables leads to other functions, U(S,V), H(S,P), F(T,V), G(T,P). Thermodynamics becomes messy and confusing.
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@RuiHuangUTAus
Rui Huang
2 years
@zhigangsuo Lecture 12: Closed system (4/4). Theory of pure substance.Van der Waals model.
docs.google.com
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@RuiHuangUTAus
Rui Huang
2 years
@zhigangsuo Lecture 11: Closed System (3/4).. Ideal gas.Water and steam.
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@RuiHuangUTAus
Rui Huang
2 years
@zhigangsuo Lecture 10: Closed System (2/4).. Helmholtz function F(T,V).Gibbs function G(T,P).Thermal capacity, CV(T,V) and CP(T,P). Ideal gas.
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@RuiHuangUTAus
Rui Huang
2 years
@zhigangsuo Continue on thermodynamics of closed systems. This is a long chapter. Took 4 lectures. Still had to skip some. Lecture 9: Closed System. Characterize a closed system by a function S(U,V). Pressure P.Enthalpy H(S,P).
docs.google.com
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