Greetings!

I am Ananya Adhikari. I am a Postdoc in the gravity group, Grit, within the CENTRA research division of the Department of Physics at the Instituto Superior Técnico, working with Prof David Hilditch. Before this, I completed my PhD from the Department of Physics at the Florida Atlantic University (FAU), working with Prof Wolfgang Tichy.

My research focuses on computational general relativity and is split into two broad directions, with multiple subprojects within each. The astrophysical side of my work involves simulating binary neutron star (BNS) inspirals and mergers, and studying the associated gravitational wave signals and matter dynamics. The mathematical aspect of my research explores extreme spacetimes at the threshold of gravitational collapse, and the fascinating critical phenomena demonstrated by such spacetimes. These simulations are carried out with large scale computational time allocation project grants on supercomputers.

Curriculum Vitae

Publications, Pressentations and Pages

About Me

Career path

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Research Interests

  • Computational general relativity
  • Binary neutron star (BNS) inspiral and merger with focus on:
    • Gravitational wave signals
    • Remnant and ejecta properties
    • Tidal effects
  • Critical phenomena at the threshold of gravitational collapse, focusing on>
    • Gravitational wave initial data
    • Axisymmetric collapse
    • Irregular shaped horizons
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Professional duties

Present

Past

  • Teach General Physics Lab I and II courses at Florida Atlantic University
  • Develop course material and help develop policies for online lab courses
  • Train new graduate teaching assistants for lab courses
  • Manage and maintain equipment and overall functioning for labs

Research

My current research in the GRIT group within CENTRA - IST with Prof David Hilditch focuses on study of critical phenomena at the threshold of black hole formation through the collapse of gravitational wave initial data in axisymmetry. My doctoral research at Florida Atlantic University before this involved numerical relativistic simulation of compact objects, focusing principally on neutron stars (NSs), under the supervision of Prof Wolfgang Tichy. Gravitational Wave (GW) observation events, along with counterparts in other accompanying spectra, ushered the current age of multimessenger astrophysics. Given this scenario, I worked on simulating neutron stars with three objectives: (i) improving the accuracy and efficiency of the simulating program, (ii) exploring new physics and NS configurations, and (iii) investigating GW observation events through tailored simulations. Before my doctoral research, I studied Hawking radiation and Unruh effect, involving quantum field theory on curved space-time.

Below are all the projects that I am working on currently and have worked on in the past.

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Simulating neutron stars with the Nmesh program

Improving the discontinuous Galerkin method-based numerical relativity program, Nmesh, specifically focusing on simulating neutron stars with higher accuracy efficient results.
Related publication:
arXiv:2212.06340, arXiv:2502.07204.

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Dark matter admixed neutron stars

Spinning dark matter admixed neutron star inspirals and associated gravitational wave signals and matter interactions.
Related publication:
arXiv:2502.07204.

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Precessing eccentric binary neutron star inspirals

Simulating binary neutron stars with precessing spins and eccentric orbits with the entropy-limited hydrodynamics (ELH) approach.

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Analysing the LIGO GW190425 event

Modelling the GW190425 gravitational wave event by modeling it as a Binary Neutron Star (BNS) merger event and studying the effect of different Equations of State.
Related publication:
arXiv:2109.04063, arXiv:2210.16366.

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Simulating a single black hole

Simulating a single black hole to test and optimize the new gravity evolution system in the Nmesh program.

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Fluctuation-dissipation relation in accelerated frames

Demonstrating how well-known non-equilibrium statistical phenomenon corresponding to the fluctuation-dissipation theorem holds for the Unruh or Hawking radiation.
Related publication:
arXiv:1707.01333.

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