IIEST, Shibpur

Indian Institute of Engineering Science and Technology, Shibpur

(Formerly Bengal Engineering and Science University, Shibpur)

Empowering the nation since 1856

Dr. Krishnendu Mukherjee
Dr. Krishnendu Mukherjee Dr. Krishnendu Mukherjee
Assistant Professor, Physics

  • B.Sc., Calcutta University (Vidyasagar College, Kolkata)
  • M.Sc., Calcutta University (Rajabazar Sc. College, Kolkata)
  • Ph.D.,Calcutta University (S.I.N. P., Kolkata)
  • Post Doctoral Fellow, Dept. of Theoretical Physics, T. I.F.R. Mumbai

 

Contact Addresses
Residence 37, B.K.Moitra Road, Baranagar,
Kol-36, West Bengal, India
Phone (office) +91 - 33 - 26684561/62/63 Ext. 414
Mobile +91 -9432273434
email kmukherjee@physics.becs.ac.in

 

Research Areas
  • High Energy Physics.
  • Non-equilibrium statistical mechanics.

 

Recent Publications
  • “Heat transport in a three dimensional slab geometry and the temperature profile of Ingen-Hausz's experiment”, Shiladitya Acharya and Krishnendu Mukherjee, Int. J. Mod. Phys. B 27, 13500(2013).
  • “Fourier's law of heat conduction in a three dimensional harmonic crystal: A retrospection”, Shiladitya Acharya and Krishnendu Mukherjee, arXiv: 1106.4715 (2011).
  • “The effect of anharmonicity on phonon density of states and specific heat of a monoatomic, one dimensional crystal lattice, Krishnendu Mukherjee and S. Minhaz Hossain, Phys. Rev. B78, 224308(2008).
  • “Susceptibilities to order alpha s in the high density phase of QCD”, Krishnendu Mukherjee lanl.arxiv.org/hep-ph/0126236 (2001).
  • “Jet rates in the hard scattering process at finite temperature”, Krishnendu Mukherjee, lanl.arxiv.org/hep-ph/0009166 (2000).
  • “Rho parameters from odd and even chirality, thermal QCD sum rules”, S. Mallik, and Krishnendu Mukherjee Phys. Rev. D61, 116007(2000).
  • “Gap equation in scalar field theory at finite temperature”, Krishnendu Mukherjee Mod. Phys. Lett. A14, 7(1999).
  • “QCD sum rules at finite temperature”, S. Mallik and Krishnendu Mukherjee, Phys. Rev. D58, 096011(1998).
  • “Absence of second order phase transition in $\lambda\phi^4$ theory, S. Mallik and Krishnendu Mukherjee lanl.arxiv.org/hep-th/9607087 (1996).

 

Courses Undertaken
  • U.G Courses:
    • Physics-I
    • Physics-II
  • P.G Courses:
    • Mathematical Physics
    • Classical Mechanics
    • Quantum Mechanics
    • Statistical Mechanics
    • Particle Physics
  • Ph.D. Courses:
    • Advanced Quantum Theory

 


Department of Physics, BESU, Shibpur - 7111 03, INDIA