Dr. Ajanta Bhowal Acharyya

Teachers
Personal Profile
Name
Dr. Ajanta Bhowal Acharyya
Designation Associate Professor
Department Physics
Email Id ajanta.bhowal@gmail.com
Year of Joining present service 2002
Date of Joining WBES 02-01-2002
Educational Qualifications
Passout Year Examination Passout From Division
1997 Postdoctoral Research Saha Institute of Nuclear Physics
1996 Ph.D. Saha Institute of Nuclear Physics, University of Calcutta
1990 Post M.Sc Saha Institute of Nuclear Physics
1988 Master of Science (M.Sc.) University of Calcutta 1st Class
College Served
College Name Served From Served Till
Lady Brabourne College 2009 Jan, 2025
Hooghly Mohsin College 2002 2009
Teaching Experience
UG Experience PG Experience
38 Years 14 Years 11 Months

UG or PG College Name From Date To Date Duration
PG Lady Brabourne College Feb, 2010 Jan, 2025 14 Years 11 Month
UG Lady Brabourne College Dec, 2009 Jan, 2025 15 Years 1 Month
UG lady brabourne College Dec, 2009 Jan, 2025 15 Years 1 Month
UG Hooghly Mohsin College Jan, 2002 Nov, 2009 7 Years 10 Month
0 - -
Area of Research and Interest
Details
Thermodynamics
Electrostatics (UG)
Statistical Mechanics (UG and PG)
Solid State Physics (UG)
Computing in FORTRAN (UG and PG)
Computing in PYTHON (UG CBCS)
Non Linear Dynamics (PG)
A symmetric fixed point of a four dimensional reversible mapping can loose its stability due to the collision of two pairs of multipliers on the unit circle and then moving away to the complex plane in opposite directions along two conjugate rays. The effect of such collisions, at an irrational angle (i.e., incommensurable with π , on the behaviour of invariant curves(IC) around that symmetric fixed point describes the 'reversible Hopf bifurcation' (or Reversible Naimark Sacker bifurcation). We have studied exhaustively the various aspects of the reversible Hopf bifurcation in a family of four dimensional reversible maps. Instead of an irrational angle if two pairs of multipliers collide at or near a rational angle. at exp(ωi) with ω =2π p/q (p,q mutually prime), then q-periodic orbits are generally found to bifurcate and it is termed as resonant collision of order q. We have then studied in details the bifurcation of periodic orbits (period 2 to 6) as a result of resonant collision near rational angles .
The concept of Self Organised Criticality, introduced by BTW in terms of a cellular autamata model, is expected to be the underlying cause of a large class of phenomena involving dissipative, nonlinear transport in open systems. We studied the damage spreading in BTW model. We have also studied the onsets of avalanches and dissipations in the subcritical region of the BTW model . Studied extensively the statistical behaviour of BTW model in SOC state.
In Ising model, spontaneous magnetization decreases continuously as temperature increases and above a particular temperature, known as critical temperature, magnetization vanishes.. Near the transition temperature some physical quantities show power law behavior, which are characterized by a set of critical exponents. This critical exponents are calculated numerically with the help of mean field equation of state of Ising Ferromagnet and compared with the analytically estimates values. The dynamical behaviour of Ising ferromagnets in meanfield approximation is also studied.
Many natural phenomena show synchronisation. It has been studied extensively to understand the occurrence of synchronisation with the help of modeled dynamical system, coupled map lattice(CML). It has been obseved that synchronistion occurs in globally coupled chaotic maps. And the occurrence of synchronisation depends on the strength of global coupling parameter. We have observed that synchronisation occurs at lower values of global coupling strength parameter in case of Lozi map, if one of the parameter of the Lozi map, α, is kicked periodically from a value,α1 (correspondig to chaotic region of the map) to a value α2 (corresponding to fixed point behaviour of the map) compared to the case having fixed value of α1.
Publication: Research Papers in Journals
Sl No. Year/Month Title Name of Journal Volume / Page No.
1 Jan, 2023 Transient Behavior of Damage Spreading in the Two-Dimensional Blume–Capel Ferromagnet, Journal of Statistical Physics, 190 (2023)1.
2 2019 Synchronization of globally coupled Lozi map using periodically varying parameter, Acta Physica Polonica B 50 (pg: 1671-1679)
3 2018 Generalisation of BTW Model with Next Nearest Neighbour Acta Physica Polonica B 49 (Pg :1705-1715)
4 2017 BTW Model with probabilistically nonuniform distribution of particles coming from the unstable sites Acta Physica Polonica B 48 (pg:207-215)
5 2012 Bose Einstein Condensation in arbitrary dimension Acta Physica Polonica B 43 (pg-1805)
6 2011 Evidence of invariance of time scale at critical point in Ising meanfield equation of state Comm. Theo Phys. 55 (Pg-1109)
7 2011 Cluster statistics in BTW automata Acta Physica Polonica B 42 (pg-19)
8 2010 Critical Slowing Down along the dynamic phase boundary in Ising meanfield dynamics Int. J. Mod. Phys. C 21 (pg-481)
9 2008 Inflection point as a manifestation of tricritical point in Ising meanfield dynamics, Comm. Comp. Phys. 3 (pg-397)
10 2003 Modelling and Computer simulation of an insurance policy: A search for maximum profit Int.J.Mod. Phys. C 14 (pg-1041)
11 1999 “Reduction of Noise in Chaotic Time series Data” Pramana 52 No-1 (pg-25)
12 1998 "Resonant Collision in 4D Reversible Maps, a description scenarios" Physica D 112 (pg-95)
13 1998 “Onsets of avalanches in the BTW model” Physica A 253 (pg-301)
14 1997 "Exotic Spectra, Wavefunctions and Transport in Incommensurate Lattices" Pramana 48 (pg-555)
15 1997 “Damage spreading in the 'sandpile' model of SOC” Physica A 247 (pg-327)
16 1995 "Fourth Order Resonant Collisions of Multipliers in Reversible Maps: Period-4 Orbits and Invariant Curves " Physica D 85 (pg-10)
17 1993 "Small angle Krein collision in a family of 4-D reversible maps" Phys Rev E 47(pg 3932)
18 1993 "Stability of invarriant curves in 4-D reversible maps near 1:1 resonance." Physica-D 63 (page 99)
19 1993 "Hopf bifurcation in four-dimensional reversible maps and renormalisation equations" Phys-Lett A 179 (pg-9)
Talk/Lectures
Sl No. Date Title Organised By
1 01-01-1995 Theoretical Physics Seminar circuit programme University of Pune
2 01-01-1995 Theoretical Physics Seminar circuit programme Bharati Darshan University
3 01-01-1995 Theoretical Physics Seminar circuit programme Indian Institute of Astrophysics (Bangalore)
Oral/Poster Presentation
Sl No. Date Title Title of Conference Organised By
1 17-05-2015 Random walk in continuum National Seminer on Current Trends in Computational Physics -2015 Department of Physics, Gour Banga University, Malda , WB
Scholarship/Award/Felicitations
Sl No. Year/Month Details of Awards
1 2018 Certificate of Outstanding Contribution in Reviewing by Elsevier