Primordial Black Hole Formation

Slides:



Advertisements
Similar presentations
Backreaction as an explanation for Dark Energy ? with some remarks on cosmological perturbation theory James M. Bardeen University of Washington The Very.
Advertisements

Non-Gaussianity of superhorizon curvature perturbations beyond δN-formalism Resceu, University of Tokyo Yuichi Takamizu Collaborator: Shinji Mukohyama.
Gradient expansion approach to multi-field inflation Dept. of Physics, Waseda University Yuichi Takamizu 29 th JGRG21 Collaborators: S.Mukohyama.
Beyond delta-N formalism Atsushi Naruko Yukawa Institute Theoretical Physics, Kyoto In collaboration with Yuichi Takamizu (Waseda) and Misao Sasaki (YITP)
The Cosmological Slingshot Scenario A Stringy Proposal for Early Time Cosmology: Germani, NEG, Kehagias, hep-th/ Germani, NEG, Kehagias, arXiv:
Temporal enhancement of super-horizon scale curvature perturbations from decays of two curvatons and its cosmological implications. Teruaki Suyama (Research.
TAUP Sendai Sep Cosmic rays emitted by PBHs in a 5D RS braneworld Yuuiti Sendouda (Yukawa Inst., Kyoto) with S. Nagataki (YITP), K.
ASYMPTOTIC STRUCTURE IN HIGHER DIMENSIONS AND ITS CLASSIFICATION KENTARO TANABE (UNIVERSITY OF BARCELONA) based on KT, Kinoshita and Shiromizu PRD
Cosmological Structure Formation A Short Course
Curvature Perturbations from a Non-minimally Coupled Vector Boson Field Mindaugas Karčiauskas work done with Konstantinos Dimopoulos Mindaugas Karčiauskas.
Press-Schechter Formalism: Structure Formation by Self-Similar Condensation Jean P. Walker Based on Press & Schechter’s 1974 Paper.
The Curvature Perturbation from Vector Fields: the Vector Curvaton Case Mindaugas Karčiauskas Dimopoulos, Karčiauskas, Lyth, Rodriguez, JCAP 13 (2009)
The Statistically Anisotropic Curvature Perturbation from Vector Fields Mindaugas Karčiauskas Dimopoulos, MK, JHEP 07 (2008) Dimopoulos, MK, Lyth, Rodriguez,
New Inflation Amy Bender 05/03/2006. Inflation Basics Perturbations from quantum fluctuations of scalar field Fluctuations are: –Gaussian –Scale Invariant.
Prof. Eric Gawiser Galaxy Formation Seminar 2: Cosmological Structure Formation as Initial Conditions for Galaxy Formation.
Primordial BHs. 2 Main reviews and articles astro-ph/ Primordial Black Holes - Recent Developments astro-ph/ Gamma Rays from Primordial.
Voids of dark energy Irit Maor Case Western Reserve University With Sourish Dutta PRD 75, gr-qc/ Irit Maor Case Western Reserve University With.
Anisotropic non-Gaussianity Mindaugas Karčiauskas work done with Konstantinos Dimopoulos David H. Lyth Mindaugas Karčiauskas work done with Konstantinos.
The Statistically Anisotropic Curvature Perturbation from Vector Fields Mindaugas Karčiauskas Dimopoulos, Karčiauskas, JHEP 07, 119 (2008) Dimopoulos,
The Theory/Observation connection lecture 3 the (non-linear) growth of structure Will Percival The University of Portsmouth.
Antisymmetric metric fluctuations as dark matter By Tomislav Prokopec (Utrecht University) Cosmo 07, Brighton 22 Aug 2007 ˚1˚ Based on publications: T.
Cosmic Inflation Tomislav Prokopec (ITP, UU) Utrecht Summer School, 28 Aug 2009 ˚ 1˚ WMAP 3y 2006.
Cosmological post-Newtonian Approximation compared with Perturbation Theory J. Hwang KNU/KIAS
Yoshiharu Tanaka (YITP) Gradient expansion approach to nonlinear superhorizon perturbations Finnish-Japanese Workshop on Particle Helsinki,
Different physical properties contribute to the density and temperature perturbation growth. In addition to the mutual gravity of the dark matter and baryons,
Black hole production in preheating Teruaki Suyama (Kyoto University) Takahiro Tanaka (Kyoto University) Bruce Bassett (ICG, University of Portsmouth)
Modified (dark) gravity Roy Maartens, Portsmouth or Dark Gravity?
Conservation of the non-linear curvature perturbation in generic single-field inflation Yukawa Institute for Theoretical Physics Atsushi Naruko In Collaboration.
Dark energy fluctuations and structure formation Rogério Rosenfeld Instituto de Física Teórica/UNESP I Workshop "Challenges of New Physics in Space" Campos.
Portsmouth. Models of inflation and primordial perturbations David Wands Institute of Cosmology and Gravitation University of Portsmouth Cosmo – 02Chicago,
Probing the Reheating with Astrophysical Observations Jérôme Martin Institut d’Astrophysique de Paris (IAP) 1 [In collaboration with K. Jedamzik & M. Lemoine,
Yukawa Institute for Theoretical Physics Kyoto University Misao Sasaki Relativity & Gravitation 100 yrs after Einstein in Prague 26 June 2012.
The Problem of Initial Conditions for Primordial Black Hole Formation and Asymptotic Quasi-Homogeneous Solution. Alexander Polnarev Queen Mary, University.
Primordial black hole formation in an axion-like curvaton model Primordial black hole formation in an axion-like curvaton model 北嶋直弥 東京大学 / 宇宙線研究所 M. Kawasaki,
The Limiting Curvature hypothesis A new principle of physics Dr. Yacoub I. Anini.
Open Inflation in the Landscape Misao Sasaki (YITP, Kyoto University) in collaboration with Daisuke Yamauchi (now at ICRR, U Tokyo) and Andrei Linde, Atsushi.
The Theory/Observation connection lecture 2 perturbations Will Percival The University of Portsmouth.
Primordial Black Holes and Dark Matter? John Miller (Oxford) Collaborators: Ilia Musco (Oslo) Antonella Garzilli (SISSA)
Exotic Physics in the Dark Ages Katie Mack Institute of Astronomy / Kavli Institute for Cosmology, University of Cambridge.
 N formalism for Superhorizon Perturbations and its Nonlinear Extension Misao Sasaki YITP, Kyoto University Based on MS & E.D. Stewart, PTP95(1996)71.
  N formalism for curvature perturbations from inflation Yukawa Institute (YITP) Kyoto University Kyoto University Misao Sasaki DESY 27/09/2006.
Primordial black holes B. Czerny Copernicus Astronomical Center, Warsaw on behalf of collaboration: D. Cline, B. Czerny, A. Dobrzycki, A. Janiuk, C. Matthey,
Gravitational collapse of massless scalar field Bin Wang Shanghai Jiao Tong University.
Black Hole Universe -BH in an expanding box- Yoo, Chulmoon ( YITP) Hiroyuki Abe (Osaka City Univ.) Ken-ichi Nakao (Osaka City Univ.) Yohsuke Takamori (Osaka.
Scalar perturbations in braneworld cosmology Takashi Hiramatsu Research Center for the Early Universe (RESCEU), School of Science, University of Tokyo.
Holographic Dark Energy and Anthropic Principle Qing-Guo Huang Interdisciplinary Center of Theoretical Studies CAS
Quantum Noises and the Large Scale Structure Wo-Lung Lee Physics Department, National Taiwan Normal University Physics Department, National Taiwan Normal.
Initial conditions for N-body simulations Hans A. Winther ITA, University of Oslo.
Mass spectrum of PBHs from inflationary perturbation in the RS braneworld Yuuiti Sendouda (University of Tokyo) Brane-world 19 Sep 2006.
Nonlinear curvature perturbations in two-field hybrid inflation Yukawa Institute (YITP) Kyoto University Misao Sasaki --  N in exactly soluble models.
1 Loop corrections to the primordial perturbations Yuko Urakawa (Waseda university) Kei-ichi Maeda (Waseda university)
Non-linear Matter Bispectrum in General Relativity SG Biern Seoul National Univ. with Dr. Jeong and Dr. Gong. The Newtonian Cosmology is enough for matter.
Machian General Relativity A possible solution to the Dark Energy problem and an alternative to Big Bang cosmology ? Robin Booth Theoretical Physics Imperial.
Sam Young University of Sussex arXiv: , SY, Christian Byrnes Texas Symposium, 16 th December 2015 CONDITIONS FOR THE FORMATION OF PRIMORDIAL BLACK.
Spherical Collapse and the Mass Function – Chameleon Dark Energy Stephen Appleby, APCTP-TUS dark energy workshop 5 th June, 2014 M. Kopp, S.A.A, I. Achitouv,
N formalism for curvature perturbations from inflation
Dept.of Physics & Astrophysics
Collapse of Small Scales Density Perturbations
The influence of Dark Energy on the Large Scale Structure Formation
Charged black holes in string-inspired gravity models
Inhomogeneities in Loop Cosmology Mikhail Kagan Institute for Gravitational Physics and Geometry, Pennsylvania State University in collaboration with.
Second BRICS-AGAC Symposium
Primordial BHs.
THE FORMATION OF STRUCTURES AND THE GROWTH OF FLUCTUATIONS
Shintaro Nakamura (Tokyo University of Science)
Nonlinear cosmological perturbations
Primordial BHs.
The origin of primordial black holes — a double inflection point inflationary model Zong-Kuan Guo 第二届新疆理论物理前沿学术研讨会
The origin of primordial black holes
Graviton Emission in The Bulk from a Higher Dimensional Black Hole
Presentation transcript:

Primordial Black Hole Formation Taitung Winter School 2008 Primordial Black Hole Formation Misao Sasaki Yukawa Institute Kyoto University

How do PBHs form? Astrophysical BHs --- Stars with cannot become a BH. How can a PBH form? Friedmann equation gravitational radius of matter within radius R Hubble radius H-1 = gravitational radius of matter within Hubble radius

Causality forbids collapse on scales greater than Hubble horizon size. BH cannot form on scales much smaller than Hubble radius (unless perhaps in the matter-dominated universe; p=0) Causality forbids collapse on scales greater than Hubble horizon size. Thus BH can form only on scales slightly smaller than H-1 Total mass within Hubble radius

Estimate by linear theory behavior of scalar perturbations Growing adiabatic solutions for comoving density perturbation D Newton potential (Bardeen potential) Y=-F comoving curvature perturbation Rc for Universe with On superhorizon scales, Rc=const.

D F For radiation-dominated universe (w=1/3) on superhorizon scales. ··· condition for BH formation Carr ’75, ···, Green, Liddle, Malik & MS ‘04

PBH formation probability Smoothed density contrast on scale R W: window function Probability distribution of D(R) (for Gaussian random fluctuations) variance: power spectrum: k-space window fcn : (for Gaussian window)

Dth : threshold for BH formation For Gaussian random fluctuations of D, the fraction of the universe that forms a PBH with mass > M is Dth : threshold for BH formation Dth≃ Fth(0) ~ 0.3 BH with mass M forms on scale R=H-1 when M=MH=(2GH)-1 at radiation-dominated stage PBH density behaves as a-3. Thus WPBH increases as a until the matter-radiation equal time, a=aeq. This gives rise to a factor where

PBH density parameter today with mass M ~ M + dM N.B. PBHs with mass < Mevap=1015g would have evaporated through Hawking radiation by now. The value of Mevap may become larger/smaller in the braneworld scenario. (Evaporation may proceed faster/slower )

Observational constraints Carr, Gilbert & Lidsey ‘94 Mevap

Caveats Non-linearity? Only spherically symmetric simulations have been done so far. Shibata & MS ’99, Musco, Miller & Rezzolla ‘04 3D GR simulations are needed. Non-Gaussianity? Effect of nonlinear evolution → need non-linear simulations Primordial non-Gaussianity ··· highly model-dependent Extra dimensions? Large extra dimensions, warped extra dimensions cf. Sendouda, Nagataki & Sato ‘06 PBH formation on subhorizon scales? Quantum vs classical fluctuations cf. Lyth, Malik MS & Zaballa ‘06