Publications:
- 2020 A new approach in an analytical method for diffusion dynamics for the presence of delocalized sink in a potential well: Application to different potential curves, C. Samanta, Chem. Phys. Lett. (link)
- 2021 Transition time estimation for δ-function coupling in a two state problem: An analytically solvable model, Mayank Vashistha, C. Samanta*, A. Chakraborty, Chem. Phys. Lett. (link)
- 2021 Reaction-diffusion dynamics in an attractive stepwise-linear potential energy curve under the Gaussian sink Action, C. Samanta*, A. Chakraborty, Eur. Phys. J. Plus (link). OFA
- 2021 Exact results for the Schrödinger equation with moving localized potential, C. Samanta*, A. Chakraborty, Phys. Lett. A (link ).
- 2022 Reaction-diffusion dynamics in presence of two competing sink terms: Beyond Oster-Nishijima Model in barrierless reaction, C. Samanta*, A. Chakraborty, Physica A (link).
- 2023 Exploring the impact of a Moving Sink in a Reaction-Diffusion System: Exact Dynamics for Two Simple Potentials, C. Samanta*, A. Chakraborty, Accepted in Pramana – Journal of Physics (link).
- 2023 Exact Diffusion-Reaction Dynamics for Two Different Confined Potentials in the Presence of a Perfect Trap, C. Samanta*, A. Chakraborty, Accepted in Pramana – Journal of Physics (link).
- 2023 Zero-curvature solution of instantaneous death models of barrierless reaction, C. Samanta*, A. Chakraborty, Preprint (link).
- 2023 Transition time in a two-state system having different potential surfaces coupled by δ−function potential: Exactly solvable model, C. Samanta*, A. Chakraborty, Preprint (link).
- 2023 Calculating rate-constant of a reaction-diffusion system for delocalized exponential sink Model, C. Samanta*, A. Chakraborty (TBA) * Corresponding Author