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Dr Chandrasekhar Annavarapu Sri

vidwan id: 150508
Male

Associate Professor,
Indian Institute of Technology Madras

Expertise

  • Civil Engineering

Publications

Total Articles 27
Books 0
Proceedings 0

Publications

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Scopus

Citations 930
h-index 12

CrossRef

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Citations 683
h-index 11
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Bio

Extended Finite element method Computational fracture mechanics Geomechanics Multi-physics simulations

Personal Details

  • Male
  • Associate Professor , Indian Institute of Technology Madras
  • Indian Institute Of Technology, Madras, Tamil Nadu, India
Ph.D.
Other Institute 2014
Associate Professor Mar 2025 – Present
Indian Institute of Technology Madras
Assistant Professor Nov 2019 – Mar 2025
Indian Institute of Technology Madras | Department of Civil Engineering

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Co-Authors (1)

Shantanu S.

Dr Shantanu S. Mulay

Indian Institute of Technology Madras

Scholarly Work

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A STEEL PALLET SYSTEM FOR CARRYING METAL COILS AND METHODS THEREOF

TATA BLUESCOPE STEEL LIMITED | INDIAN INSTITUTE OF TECHNOLOGY MADRAS
- Patent No. : IN201500199I4 Filed : 13-01-2015
Published : 15-07-2016 Published

Scholarly Publications

A stabilized finite element method for modeling mixed-mode delamination of composites

Open Access
Conference Paper
Authors: Ghosh G.;Annavarapu C.;Jiménez S.;Duddu R.
2

A fully coupled method for massively parallel simulation of hydraulically driven fractures in 3-dimensions

Open Access
Article

A local crack-tracking strategy to model three-dimensional crack propagation with embedded methods

Open Access
Article

A weighted nitsche stabilized method for small-sliding contact on frictional surfaces

Open Access
Article

A robust Nitsche's formulation for interface problems with spline-based finite elements

Open Access
Article

A stabilized finite element approach to model contact conditions in fractured subsurface media

Open Access
Conference Paper
Authors: Annavarapu C.;Settgast R.;Johnson S.;Fu P.;Herbold E.

A Nitsche stabilized finite element method for frictional sliding on embedded interfaces. Part I: Single interface

Open Access
Article

A Nitsche stabilized finite element method for frictional sliding on embedded interfaces. Part II: Intersecting interfaces

Open Access
Article