Aniruddha Chakraborty

Aniruddha Chakraborty,

Associate Professor,

School of Basic Sciences,

Indian Institute of Technology Mandi, Kamand,

Himachal Pradesh, 175005, India.

Work Experience:

• Associate Professor: School of Basic Sciences, I.I.T. Mandi, India (2015 -).



• Assistant Professor: School of Basic Sciences, I.I.T. Mandi, India, 2010-15 (5 yrs.).

• Research Associate (Nonlinear Dynamics) from University of Oregon, USA. Advisor: Prof. M. E. Kellman, 2005-09 (4.5 yrs.).

• Research Associate (Condensed Matter Physics ) from JNCASR, India. Advisor: Prof. K. L. Sebastian, 2004-05 (0.5 yrs.).

Education:

Most Recent Papers:

• Exploring the role of relaxation time, bond length and length of the polymer chain in the kinetics of end-to-end looping of a long polymer chain. An  exact analytically solvable model, M. Ganguly* & A. Chakraborty, Chem. Phys. Lett. (under revision) (2017).

• Understanding looping kinetics of a long polymer molecule in solution. Exact solution for delocalized sink model, M. Ganguly* & A. Chakraborty (submitted) (2017).

• Understanding reversible looping kinetics of a long polymer molecule in solution. Exact solution for two state model with delta function coupling, M. Ganguly* & A. Chakraborty (submitted) (2018). 

• Nearest Hermitian inverse eigenvalue problem solution with respect to the 2-Norm, M. Padilla*, B. Kolbe & A. Chakraborty [submitted] (2018).

• Understanding reversible looping kinetics of a long polymer molecule in solution. Exact solution for two state model with delocalized coupling, M. Ganguly* & A. Chakraborty (submitted) (2018). 

• Diffusion on a flat potential with a Dirac delta function sink. Exact solution in time domain. R. Saravanan* & A. Chakraborty (submitted) Chem. Phys. (2017).

• Diffusion on a flat potential with a sink of finite width: Exact analytical solution in time domain,  H. Chhabra* & A. Chakraborty, Physica A (under revision) (2017).

• Diffusion on a piece-wise linear potential with a sink of finite width: Exact analytical solution in time domain, S. Mudra*, Hemani Chhabra & A. Chakraborty (submitetd) Chem. Phys. Lett. (2018).

• Diffusion on a harmonic potential with a sink of finite width: Exact analytical solution in Laplace domain, S. Mudra*, Hemani Chhabra & A. Chakraborty (submitted)  Phys. Rev. E) (2018). 

• Two state problem in quantum mechanics. Exact solution for Dirac delta coupling in time domain. R. Saravanan* & A. Chakraborty (to be submitted) (2018).

• Theory of electronic relaxation in solution: Simple derivation for exact solution in case of  parabolic potential with delta function sink. S. Mudra* & A. Chakraborty (under revision), Chem. Phys. Lett. (2018).

• Theory of electronic relaxation in solution: Effect of sink shapes on the relaxation rate constants. S. Mudra* & A. Chakraborty (in preparation), Phys. Rev. E (2018).

• Barrierless electronic relaxation in solution: A new analytically solvable model. S. Mudra* & A. Chakraborty (in preparation), Phys. Rev. Lett. (2018).

• Soliton inside a box, Pooja Devi* & A. Chakraborty (in preparation) (2018).
  

• Long range electron transfer in solution. Exact solution. Swati Mudra*, Diwaker and A. Chakraborty (in preparation) (2018).
  

• New mechanism of heat transfer, Pooja Devi* & A. Chakraborty (in preparation) (2018).