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Dr Madhav Ranganathan

vidwan id: 52269
Male

Associate Professor, Department of Chemistry
Indian Institute of Technology Kanpur

Expertise

  • Physical Chemistry

Publications

Total Articles 27
Books 0
Proceedings 0

Publications

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Scopus

Citations 179
h-index 9

CrossRef

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Citations 166
h-index 8
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Bio

Computational modeling of crystal growth

Personal Details

  • Male
  • Associate Professor , Indian Institute of Technology Kanpur
  • SL 214A, Department of Chemistry, Indian Institute of Technology
Ph.D
Other Institute 2003
Associate Professor Jul 2007 – Present
Indian Institute of Technology Kanpur | Department of Chemistry

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Co-Authors (3)

Gopal

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Scholarly Work

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Kinetic Monte Carlo simulations of growth of heteroepitaxial thin films

University Indian Institute of Technology Kanpur
Year 2014

Biophysical and Bioinformatics Studies: (a) Calcium dynam- ics in neuronal cells, and (b) Clustering of gene expression data

University Indian Institute of Technology Kanpur
Year 2017

Adsorbate interactions on GaN(0001) surface and their effects on growing surface morphologies: A density functional theory and kinetic Monte Carlo based study

University Indian Institute of Technology Kanpur
Year 2017

Epitaxial growth of silicon and germanium on 2X1 recon- structed silicon (001) surface: A kinetic Monte Carlo study

University Indian Institute of Technology Kanpur
Year 2018

Continuum modeling of quantum dot formation in Silicon- Germanium heteroepitaxy

University Indian Institute of Technology Kanpur
Year 2018

Theoretical modeling of Si-Ge heteroepitaxy: From quan- tum dots to quantum dot molecules

University Indian Institute of Technology Kanpur
Year 2022
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Scholarly Publications

Diagrammatic formulation of the kinetic theory of fluctuations in equilibrium classical fluids. V. the short time approximation for the memory function

Open Access
Article

Spiral evolution in a confined geometry

Open Access
Article
Authors: Ranganathan M.;Dougherty D.B.;Cullen W.G.;Zhao T.;Weeks J.D.;Williams E.D.

A diagrammatic formulation of the kinetic theory of fluctuations in equilibrium classical fluids. IV. The short time behavior of the memory function

Open Access
Article