S. Chakraverty

Dr. S. Chakraverty a Professor of Mathematics in National Institute of Technology Rourkela, India, Ph. D. from IIT Roorkee and post-doctoral research from ISVR, University of Southampton, U.K. and Concordia University, Canada. He was visiting professor at Concordia and McGill university and presently of University of Johannesburg, South Africa. He published three books, 120 research papers, reviewer of many international journals, recipient of CSIR Young Scientist, BOYSCAST, UCOST, Golden Jubilee CBRI, INSA International Bilateral Exchange and Roorkee University gold medal awards. His research area includes mathematical Modeling, Soft computing, Machine Intelligence, Vibration and Inverse Vibration and Numerical analysis.

Publications

Uncertain Static and Dynamic Analysis of Imprecisely Defined Structural Systems
Uncertain Static and Dynamic Analysis of Imprecisely Defined Structural Systems
S. Chakraverty, Diptiranjan Behera. © 2017. 30 pages.
This chapter presents the static and dynamic analysis of structures with uncertain parameters using fuzzy finite element method. Uncertainties presents in the parameters are...
Fuzzy Finite Element Method in Diffusion Problems
Fuzzy Finite Element Method in Diffusion Problems
S. Chakraverty, S. Nayak. © 2017. 23 pages.
Diffusion is an important phenomenon in various fields of science and engineering. It may arise in a variety of problems viz. in heat transfer, fluid flow problem and atomic...
Mathematics of Uncertainty Modeling in the Analysis of Engineering and Science Problems
Mathematics of Uncertainty Modeling in the Analysis of Engineering and Science Problems
S. Chakraverty. © 2014. 441 pages.
For various scientific and engineering problems, how to deal with variables and parameters of uncertain value is an important issue. Full analysis of the specific errors in...
Numerical Solution of Fuzzy Differential Equations and its Applications
Numerical Solution of Fuzzy Differential Equations and its Applications
S. Chakraverty, Smita Tapaswini. © 2014. 23 pages.
Theory of fuzzy differential equations is the important new developments to model various science and engineering problems of uncertain nature because this theory represents a...
Fuzzy Finite Element Method in Diffusion Problems
Fuzzy Finite Element Method in Diffusion Problems
S. Chakraverty, S. Nayak. © 2014. 20 pages.
Diffusion is an important phenomenon in various fields of science and engineering. It may arise in a variety of problems viz. in heat transfer, fluid flow problem and atomic...
Uncertain Static and Dynamic Analysis of Imprecisely Defined Structural Systems
Uncertain Static and Dynamic Analysis of Imprecisely Defined Structural Systems
S. Chakraverty, Diptiranjan Behera. © 2014. 26 pages.
This chapter presents the static and dynamic analysis of structures with uncertain parameters using fuzzy finite element method. Uncertainties presents in the parameters are...
Neural Network-Based Identification of Structural Parameters in Multistory Buildings
Neural Network-Based Identification of Structural Parameters in Multistory Buildings
Snehashish Chakraverty. © 2007. 20 pages.
A detailed study of the capabilities and powerfulness of soft computing techniques such as artificial neural network with respect to the identification of structural parameters...