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[Fizinfo] [Rmkiusers] Wigner FK RMI Elméleti Osztály Szemináriuma


Chronological Thread 
  • From: Somogyi Gábor <somogyi.gabor AT wigner.hun-ren.hu>
  • To: rmkiusers-all AT wigner.hu, fizinfo AT lists.kfki.hu
  • Subject: [Fizinfo] [Rmkiusers] Wigner FK RMI Elméleti Osztály Szemináriuma
  • Date: Mon, 20 Apr 2026 13:43:12 +0200
  • Authentication-results: smtp012.wigner.hu (amavis); dkim=pass (1024-bit key) reason="pass (just generated, assumed good)" header.d=wigner.hun-ren.hu

Wigner FK RMI Elméleti Osztály Szemináriuma
Tisztelettel meghívjuk


        Pál Balázs
        (ELTE, HUN-REN Wigner FK)


"Cosmological simulations in pathological geometries and how to make them”


címmel tartandó szemináriumára.


Kivonat:



Cosmological N-body simulations are fundamental tools for studying the non-linear evolution of large-scale structure, yet the vast majority adopt periodic cubic (T^3) boundary conditions. This choice breaks rotational invariance, prevents angular momentum conservation, and introduces artificial correlations at scales comparable to the box size. The StePS simulation framework and its companion initial condition generator stepsic overcome these limitations by compactifying open (R^3) and cylindrical (S^1 x R^2) domains via stereographic projection, providing an end-to-end pipeline for cosmological simulations that preserve the relevant continuous symmetries while maintaining radially varying mass resolution through a natural zoom-in configuration. The pipeline supports Lagrangian perturbation theory up to second order across spherical, cylindrical, and anisotropic slab geometries --- geometries that no other cosmological N-body pipeline supports. The first S^1 x R^2 LCDM simulation demonstrates that the cylindrical topology faithfully reproduces both linear and non-linear structure formation. This opens a pathway toward self-consistent studies of filamentary environments and anisotropic cosmological models in geometries that respect their intrinsic symmetries.



Helye: Wigner FK RMI III. ép. Tanácsterem
Ideje: 2026 április 24. péntek d.u. 2 óra

Szívesen látunk minden érdeklődőt.


                  Somogyi Gábor




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