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Making and Probing Inflation Lev Kofman KITPC Beijing November 6 2007 Making Inflation in String Theory How small can be r Gravity Waves from Preheating
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Concise History of the Early Universe
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Early Universe Inflation Scale factor time Realization of Inflation
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Inflation in the context of ever changing fundamental theory 1980 2000 1990 -inflationOld Inflation New Inflation Chaotic inflation Double Inflation Extended inflation DBI inflation Super-natural Inflation Hybrid inflation SUGRA inflation SUSY F-term inflation SUSY D-term inflation SUSY P-term inflation Brane inflation K-flation Roulette Warped Brane inflation inflation Power-law inflation Tachyon inflation Racetrack inflation Assisted inflation
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Family phase portrait of inflation
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string theorist CY AdS 3+1 FRW Inflation in String Theory: Cosmology with Compactification
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string theorist CY AdS 3+1 FRW Inflation in String Theory: Cosmology with Compactification 3+1 FRW CY cosmologist
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Modular Inflation. Modular Inflation. They use Kahler moduli/axion like the fields that are a present in the KKLT stabilization. Brane inflation. Brane inflation. The inflaton field corresponds to the distance between branes in Calabi-Yau space. Historically, this was the first class of string inflation models. Modular Inflation. Modular Inflation. They use Kahler moduli/axion like the fields that are a present in the KKLT stabilization. Brane inflation. Brane inflation. The inflaton field corresponds to the distance between branes in Calabi-Yau space. Historically, this was the first class of string inflation models. String Theory inflation models
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Inflation with branes in String Theory 4-dim picture Prototype of hybrid inflation
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Inflation with branes in String Theory 4-dim picture Prototype of hybrid inflation throat warped geometry Mobile brane KKLMMT
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m 2 = 2H Conformal coupling problem Due to conformal coupling effective inflaton mass Expected to prevent inflation
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m 2 = 2H Conformal coupling problem Due to conformal coupling effective inflaton mass Expected to prevent inflation Rapid-roll Inflation with conformal coupling
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Scalar field non-minimally coupling with gravity
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Rapid-roll inflation with conformal field De Sitter solution
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Efoldings warping
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Efoldings and mass hierarchy Energy scale
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Efoldings and mass hierarchy solution
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Kahler moduli Inflation (Conlon&Quevedo hep-th/050912) Roulette Inflation-Kahler moduli/axion (Bond, LK, Prokushkin&Vandrevange hep-th/0612197)
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String theory landscape of the Kahler moduli/axion Inflation
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Ensemble of Inflationary trajectories
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Lessons: Multiple fields Inflation Ensemble of acceleration histories (trajectories) for the same underlying theory Prior probabilities of trajectories P(H(t)) Small amplitude of gravity waves r from inflation
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Generation of gravitational waves from inflation
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time Hubble radius end of inflation recombination
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inflation Hot FRW Initial conditions from Inflation
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Baumann&Mcallister hep-th/0610285 Lyth hep-ph/9606387 Efstathiou &Mack astro-ph/0503360
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.Spider Balloon 2009.9 Planck Satellite 2008.6 CMBPol 2017 Measurement of GW from CMB anisotropy polarization 0.1 0.01 < 0.34 Current limit 0.001 Ultimate limit
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superheavy gravitino A discovery or non-discovery of tensor modes would be a crucial test for string theory and particle phenomenology unobservable for inflationary perturbations KKLT Kallosh, Linde hepth/0704.0647 Amplitude of GW and gravitino mass
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Particlegenesis time Inflation no entropy no temperature BANG
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Occupation number Classical Quantum Resonant Preheating in Chaotic Inflation
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preheating exp excitation Kolmogorov turbulence of bosons thermalization Non-linear “bubbly” stage
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Classical Quantum Decay of inflaton and preheating after inflation movie Felder, LK hep-ph/0606256
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Classical Quantum Decay of inflaton and preheating after inflation movie
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Classical Quantum Decay of inflaton and preheating after inflation
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Evolutionof energy density Evolution of gravitational potential l A. Frolov 07
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Tachyonic Preheating in Hybrid Inflation l movie
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Tachyonic Preheating
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Generation of gravitational waves from random media
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time Hubble radius end of inflation recombination
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Stochastic background of gravitational waves emitted from preheating after inflation
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Emission of stochastic GW by random media
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Emission of stochastic GW by random scalar fields First order phase transitions Second order phase transitions Topological defects formation Thermal bath of scalars Tachyonic preheating Resonant preheating
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No GW emission
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GW generated for non-trivial dispersion relation
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Random gaussian fields
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Emission of GW from preheating
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Numerical calculations of GW emission from Preheating
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Analytic check
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estimation Shortcut to the answer Felder, LK hep-ph/0606256
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topological effects after hybrid inflation (unstable) formation of defects results in GW emission
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Application to particular hybrid model
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GW from high energy inflation are targeted by CMB B-mode polarization experiments The story of stochastic gravitational waves is CMB anisotropies of 21 century GW from low-energy inflation are targeted by GW astronomy
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