K. Navamani obtained Ph.D. in Physics (2009-2015) from Bharathiar University, Coimbatore, INDIA. During his Ph.D., he investigated charge transport mechanism (including electric field coupled disorder effect) in Pi-stacked/conjugated organic molecules using electronic structure calculations, based on ab initio and density functional theory (DFT) methods, molecular dynamics (MD) and Monte Carlo (MC) simulations. In his Ph.D. work, he introduced "density flux model on hopping conductivity" for disordered molecular solids, disorder-correlated energy dispersion relation, and also he hypothetically modified the diffusion coefficient to examine the forth-back oscillated charge transfer kinetics in the dynamical systems. Then (2015-2016), he subsequently worked as Assistant Professor (contract) at Pondicherry Central University and National Institute of Technology-Karnataka, Surathkal.
After that he joined as a postdoctoral fellow (2016-2020) in the research group of Prof. Swapan K. Pati at Jawaharlal Nehru Centre for Advanced Scientific Research (JNCASR), Bangalore. In his postdoc period, he proposed multiscale modeling of charge transport on the basis of "3-sets of analytical procedures (1. drift-diffusion analysis, 2. carrier energy-current density relation, 3. physics of deviation in Einstein relation)" for molecular semiconductors, which was examined and verified using DFT methods, MD and MC calculations.
Currently, he is working as Associate Professor at KPR Institute of Engineering and Technology, Coimbatore, INDIA. Recently, he developed "Entropy-Ruled Method", which gives three important formalism such as, 1) new version of Einstein's D/μ Relation for quantum and degenerate systems/devices, 2) Quantum-Classical Transition Analogy (QCTA) for semiconductors and 3) Quantum corrected Shockley diode current density equation (also referred as Navamani-Shockley diode equation).
Research significances: Density of States' proportion (a new entity for DOS), Imperfect Fermi-Dirac (IFD) distribution function for correlated electron systems.