PROFESSOR MRIDULA KANORIA UNIVERSITY OF CALCUTTA Bhattachar ya and M. Kanoria thermo diffusive...

Click here to load reader

  • date post

    17-Mar-2020
  • Category

    Documents

  • view

    2
  • download

    0

Embed Size (px)

Transcript of PROFESSOR MRIDULA KANORIA UNIVERSITY OF CALCUTTA Bhattachar ya and M. Kanoria thermo diffusive...

  • UNIVERSITY OF CALCUTTA

    PROFESSOR MRIDULA KANORIA

    Professor, Department of Applied Mathematics, University of Calcutta

    Phone : 9433775538

    E-mail: [email protected]

    Address: Department of Applied Mathematics, University of Calcutta, 92 A. P. C. Road, Kolkata 700009, West Bengal, India.

    Specialisation:

    Applied Mathematics, Solid Mechanics, Mathematical Modelling, Thermoelasticity with finite wave speed, Water Waves, Mathematical and Computational Techniques

    Academic Qualifications:

    Abbreviation of Degree Name of College/ University Year

    B. Sc. (Hons.) University of Calcutta 1974(3 rd

    position)

    M. Sc. (Applied Mathematics) University of Calcutta 1976 (Gold medalist)

    Ph. D. University of Calcutta 1984

    Research Experiences University of Calcutta UGC JRF(2.11.1978-1.11.1980)

    UGC SRF(2.11.1980-1.11.1982)

    Post Doctoral Research Indian Statistical Institute,

    Kolkata

    July, 1994 – August, 1999

    Visiting Scientist Indian Statistical Institute,

    Kolkata

    Sept 1999-Sept 2000

    Research Areas:

    Thermoelasticity and Solid Mechanics

    Fractional Calculus

    Crack- Problems in Elasticity

    Nano-composites

    Micropolar thermoelasticity

    Fibre-reinforced composites

    Functionally graded materials

    Visco-elasticity.

    mailto:[email protected]

  • UNIVERSITY OF CALCUTTA

    Present Position:

    Professor of the Department of Applied Mathematics, University of Calcutta.

    Research Guidance:

    No. of. M. Phil. Students 3

    No. of students awarded Ph. D. Degree 08 (Awarded)

    No. of registered Researchers 04

    No. of enrolled Researchers 01

    Courses taught:

    Semester Paper Name

    Semester-I Compex Analysis, Introductory Wavelet

    theory.

    Semester-II Integral transforms and Integral equations.

    Semester-III Numerical Analysis, Solid Mechanics-I,

    Geodesy and Geophysics, Advanced

    Computational methods I.

    Semester-IV Solid Mechanics, Advanced Computational

    Methods II, Project in Solid

    Mechanics,Advanced Computational Methods.

    Numerical Practical.

    M. Phil. Numerical methods and computer

    programming, Solid mechanics and related

    project works

    Ph. D. Advanced Numerical and computational

    methods (Module I), Module III, IV and V

  • UNIVERSITY OF CALCUTTA

    List of Publications:

    Journals

    Sl. No

    Authors Title Journal Impact factor

    1. Sudip Mandol, A. Sur and M. Kanoria

    Modeling and analysis of vibration of a gold nano- beam under two- temperature theory

    Engineering Solid

    Mechanics, doi:

    10.5267/j.esm.2016.10.003

    , (2017)

    2. P.Pal and M. Kanoria

    Thermoelastic Wave Propagation in a Transversely Isotropic Thick Plate under Green-Naghdi Theory due to Gravitational Field.

    Journal of thermal stresses,

    In Press, (2016)

    1.364

    3. M. Kanoria and Abhik Sur

    A memory dependent hyperbolic-type heat equation: An application to a thermodiffusive half-space

    Lecture notes in

    Mechanical Engineering

    (Accepted), (2016)

    4. Abhik Sur and M. Kanoria

    Three dimensional viscoelastic medium under thermal shock,

    Engineering Solid

    Mechanics, 4, pp. 187-200,

    DOI: 10.5267/ j.

    esm.2016.6.002. (2016)

    5. R. Karmakar, A. Sur and M. Kanoria

    Generalized Thermoelastic problem of an infinite body with a spherical cavity under dual-phase-lags.

    Journal of Applied

    Mechanics and Technical

    Physics, Springer Verlag 57

    (4), (2016)

    0.27

    6 P. Pal and M. Kanoria

    Finite Element Method to study Magneto-Thermo- Elastic wave in a transversely isotropic hollow cylinder

    International Journal of Math. Sci. & Engg. Appls. 10, 147-175 (2016)

    .56

    7. A.Sur and M. Kanoria

    Fibre-reinforced magneto thermoelastic rotating medium with fractional heat conduction.

    Procedia Engineering (Elesevier) 127, 605-612 (2015)

    8. A.Sur and M. Kanoria

    Analysis of thermoelastic response in a functionally graded infinite space subjected to a Mode-I crack

    International Journal of Advances in Applied Mathematics and Mechanics, 3, 33-44 (2015)

    1.377

    9. A.Sur and M. Kanoria

    Propagation of thermal waves in a functionally graded thick plate,

    Mathematics and Mechanics of solid, DOI 10.1177/108128651560965 2 (2015)

    1.31

    10. P.Pal, D. Two temperature elasto- Int. Journal of Engineering 1.312

  • UNIVERSITY OF CALCUTTA

    Bhattachar ya and M. Kanoria

    thermo diffusive response inside a spherical shell with three-phase-lag effect

    research and applications, 5, Issue 8, pp 149-158 (2015)

    11. M. Islam and M. Kanoria

    Short time analysis of magneto-thermoelastic wave under fractional order heat conduction law,

    Journal of Thermal Stresses, 38, pp 427-446 (2015)

    1.364

    12. P.Pal, A. Sur and M. Kanoria

    Thermo-viscoelastic interaction subjected to fractional Fourier law with three-phase-lag effects

    Journal of Solid Mechanics, 7(4), (2015)

    .125

    13. Reshmi Karamkar and M. Kanoria

    Elasto-thermodiffusive response in a spherically isotropic hollow sphere.

    Journal of Thermal Stresses, 38, 427-446 (2015)

    1.364

    14. P.Pal, P. Das and M. Kanoria

    Magneto Thermoelastic response in a functionally graded rotating medium due to periodically varying heat source ,

    Acta Mechanics, 226, 2103-2120 (2015)

    1.82

    15. A.Sur and M. Kanoria

    Thermoelastic interaction in a visco-elastic functionally graded half space under three-phase-lag model.

    European Journal of Computational Mechanics, 23, Issue 5-6, pp-179-198 (2014)

    16. Sudip Mondal, Sadek Hossain Mallik and M. Kanoria

    Fractional order two temperature dual phase lag thermoelasticity with variable thermal conductivity.

    International Scholarly Research Notices. DOI 10.1155/2014/646049 (2014)

    17. D. Bhattachar ya and M. Kanoria

    The influence of two temperature fractional order generalized thermoelastic diffusion inside a spherical shell.

    International Journal of application or Innovation in Engineering and Management, 3, issue 8, p-96-108 (2014)

    3.15

    18. D. Bhattachar ya and M. Kanoria

    The influence of two temperature thermoelastic diffusion inside a spherical shell.

    International Journal of in Engineering and Technical Research, 2, 151-159 (2014)

    1.315

    19. P.Pal, A.Kar and M. Kanoria

    Fractional order generalized thermoelasticity to an infinite body with cylindrical cavity and variable material properties

    European Journal of

    Computational Mechanics,

    23, 96-111, (2014)

    20. M. Islam, A. Kar and M. Kanoria

    Analysis of thermoelastic response in a spherically symmetrical shell.

    Acta Mechanics. 225, 2841- 2864, (2014)

    1.82

    21. Abhik Sur and M. Kanoria

    Finite Thermal wave propagation due to variable thermal loading.

    Application and Applied Mathematics, An International Journal 9, 94- 120 (2014)

    22. Abhik Sur and M. Kanoria

    Vibration of gold nano-beam induced by ramp type laser pulse under three-phase-lag model

    International Journal of Applied Math. and Mech., 10, 88-104 (2014)

    23. A.Sur and M. Kanoria

    Fractional Order Genreralized Thermoelastic Functionally Graded Solid

    Journal of Solid Mechanics ,6, 54-69 (2014).

    .125

  • UNIVERSITY OF CALCUTTA

    With Variable Material Propertiesl.

    24. A.Sur and M. Kanoria

    Fractional Order Genreralized Thermo-Visco- Elastic Problem of Spherical Shell.

    Latin American J. of Solids and Strucures, 11, 1132- 1162, (2014).

    1.21

    25. P.Das and M. Kanoria

    Study of Finite Thermal Waves in a Magneto- Thermo-Elastic Rotating Medium

    J. of thermal stresses,37,405-428 (2014)

    1.364

    26. P.Pal, A.Kar and M. Kanoria

    Effect of Three-Phase-Lag on Two-Temperature Generalized Thermoelasticity for Homogeneous Isotropic Half Space.

    Int. J. of Mathematical Science and Engineering Applications, 8, 81-104 (2014).

    .31

    27. M. Islam and M. Kanoria

    One-Dimensional Problem of a Fractional Order Two- Temperature Generalized Thermo-Piezoelasticity

    Mathematics and Mechanics of Solid.DOI 10.1177/10812865134826 05, 19,1 , 672-693( 2014)

    1.67

    28. A.Sur and M. Kanoria

    Fractional Order Heat Equation With Finite Wave Speed.

    Rev. Bull. Cal. Math. Soc. 21, 213-224 (2013).

    29. Sudip Mondal, S.M. Mallik and M. Kan