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Stockholm, 7 November 2002 S. Orsi – KTH, Exp. Part. Physics Workshop on Transplanckian Physics Uppsala, 24-26 october 2002 http://www.teorfys.uu.se/PEOPLE/domert/nordic/index.html
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Workshop on Transplanckian Physics

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Workshop on Transplanckian Physics. Uppsala, 24-26 october 2002. http://www.teorfys.uu.se/PEOPLE/domert/nordic/index.html. Review of Standard Big Bang Cosmology. Standard BB Cosmology. Hubble Law (20’s) and redshift CMBR (60’s and today) Nucleosynthesis Age of the Universe - PowerPoint PPT Presentation
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Page 1: Workshop on Transplanckian Physics

Stockholm, 7 November 2002

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Workshop on Transplanckian Physics

Uppsala, 24-26 october 2002

http://www.teorfys.uu.se/PEOPLE/domert/nordic/index.html

Page 2: Workshop on Transplanckian Physics

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Review ofStandard Big Bang

Cosmology

Page 3: Workshop on Transplanckian Physics

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Standard BB Cosmology

• Hubble Law (20’s) and redshift

• CMBR (60’s and today)

• Nucleosynthesis

• Age of the Universe

• Expansion Models

• Dark Matter/Energy

• Other models: steady state model, …

Page 4: Workshop on Transplanckian Physics

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History of the Universe (with Inflation)

Page 5: Workshop on Transplanckian Physics

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CMBR angular power spectrum

Dipole anisotropy(Conklin, 1969)

Page 6: Workshop on Transplanckian Physics

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CMBR Anisotropy

http://www.astro.ucla.edu/~wright/CMB-DT.html

Page 7: Workshop on Transplanckian Physics

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Why Transplanckian Physics?

Standard BB cosmology presents some open issues:

• The Flatness Problem• The Entropy Problem• The Horizon Problem• Structure formation + CMBR inhomogeneities• matter/antimatter asimmetry, dark matter, ...

Page 8: Workshop on Transplanckian Physics

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Workshop on Transplanckian Physics

Uppsala, 24-26 october 2002

http://www.teorfys.uu.se/PEOPLE/domert/nordic/index.html

Page 9: Workshop on Transplanckian Physics

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ProgramU. Danielsson Can Planck see transplanck?O. Elgaroey Neutrino properties from the 2dF Galaxy Redshift SurveyM. Giovannini The pre-big bang scenario confronts observationsD. Grasso Cosmology with gravitational wave detectorsF. Hassan 1. Introduction to the Theory of Cosmological Perturbations

2. Introduction to the Trans-Planckian Problem in Inflationary Cosmology

A. Jokinen Baryogenesis through Affleck-Dine mechanismN. Kaloper Inflation and Short-Distance PhysicsE. K.Vakkuri Cosmological toy models in string theoryM. Laine Higher dimension induced domain wall defects in our worldJ. Niemeyer Models and Signatures of Short Distance Physics in InflationS. Räsänen The ekpyrotic scenario/cyclic model: status reportM. Sloth Transplanckian effects in inflationary cosmology and the

modified uncertainty principleA. Starobinsky Trans-Planckian particle creation now and in the pastI. Wehus Scalar field potential in 5-dimensional Kaluza-Klein theory

Page 10: Workshop on Transplanckian Physics

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Theories vs Experiments (1)• Theories / Toy models:

– Standard Big Bang Cosmology (starting point)

– Inflation– Theory of Cosmological Perturbations– Pre-Big Bang scenario– Ekpyrotic scenario / cyclic model– ...

Page 11: Workshop on Transplanckian Physics

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Theories vs Experiments (2)• Typical signatures• Look for theories with a ”good” footprint• Experiments:

– Gravitational waves detectors– Supernova Project– CMBR survey– Neutrino studies– UHECR– PAMELA, ...

Page 12: Workshop on Transplanckian Physics

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Some formalism + Inflation

Friedmann eq.

FRW line element:

Einstein eq.

During inflation: a(t) ~ exp[H(t)·t]

Typical numbers: 60 e-foldings; 10-33sec (start:10-37 after BB)

”These numbers are like George Bush military budget...”

Page 13: Workshop on Transplanckian Physics

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Theory of Cosmological Perturbations

• Standard Big Bang formalism & theory

• Perturbation theory

• Density inhomogeneities amplified by gravity (ex. / ~ 10-5 after 300000 yrs may explain structure formation)

Riotto, hep-ph/0210162Inflation and the theory of cosmological perturbations

Page 14: Workshop on Transplanckian Physics

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Trans-planckian Problem in Inflationary Cosmology

In most current models of inflation, the period of exponential expansion lasts so long that at the beginning of inflation, scales of cosmological interest today had a physical wavelength much smaller than the Planck length, and the theories used to compute the spectrum of fluctuations are known to break down on these scales.

Page 15: Workshop on Transplanckian Physics

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The pre-big bang scenario confronts observations

Massimo Giovannini,University of Lausanne

Abstract: “The key features of the pre-big bang scenario will be presented in light of its possible phenomenological relevance. Recent developments will also be discussed with particular attention to possible implications for CMB physics and relic GW backgrounds. A personal view of the speaker on the future (possible) directions of this scenario will also be given.”

Page 16: Workshop on Transplanckian Physics

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Pre Big-bang Scenario

Figures from: http://www.ba.infn.it/~gasperin/

Inflation after BB Inflation

before BB

Page 17: Workshop on Transplanckian Physics

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Cosmology with gravitational wave detectors

Abstract: “The new generation of gravitational waves detectors under construction/project may be able to detect stochastic backgrounds of cosmological origin. A short panoramic on the most promising sources and the characteristics of the expected signals will be given.”

Dario Grasso, Scuola Normale Superiore, Pisa

Page 18: Workshop on Transplanckian Physics

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GW Production• GW background from amplification of

vacuum fluctuations– Standard inflation– Pre-Big Bang cosmology– Other models

• Known astrophysical sources• Noise (unresolved astrophysical

sources)On Earth: Seismic noise

Page 19: Workshop on Transplanckian Physics

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GW from a Pre-BB Model

http://www.ba.infn.it/~gasperin/

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VIRGO Sensitivity

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VIRGO

http://wwwlapp.in2p3.fr/virgo/gwf.html

Page 22: Workshop on Transplanckian Physics

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Ekpyrotic Scenario

• One visible 3-D brane + one 3-D hidden brane in a 11-D space

• Brane oscillations induce energy transfer (BB in our brane)

• Old, new + cyclic scenario (all: 2001)

Figures from:

http://www.sciencenews.org/20010922/bob9.asp

Page 23: Workshop on Transplanckian Physics

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The Stringy Uncertainty Principle

Hyphotesis: there is a minimum resolution xmin = ½

xp ½( 1 + (p)² + ... )

[x, p] = i(1+p²)

xp ½

[x, p] = i

Classical uncertainty principle & commutation relation Modified uncertainty principle

J. Niemeyer, Models and Signatures of short distance physics in inflationM.Sloth, Transplanckian effects in inflationary cosmology and the modified uncertainty principle

Page 24: Workshop on Transplanckian Physics

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Sentences of the Day

“If a matematician would look at what we are doing, he wouldn’t be happy!”

“They are never happy”

“...then a miracle occurs...”

In case a singularity appears in the theory: