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2009 Biermann Lectures: 
“Quarks and the Cosmos” 
I. Cosmic Acceleration and Dark Energy (8 July) 
I. Inflation and Beyond (23 July) 
I. Future Opportunities and Challenges (28 July) 
July 2009 
MPA-Garching 
Michael S. Turner 
Kavli Institute for Cosmological Physics 
The University of Chicago
CCoossmmoollooggyy 
iiss aa 
yyoouunngg sscciieennccee 
… its story only begins 60 years 
after Darwin, 300 years after the 
invention of the telescope 
Michael S Turner
Progress driven by 
powerful ideas and 
instruments 
(especially last 25 years) 
Michael S Turner
Gamow’s Hot Big Bang 
“alpher, bethe, gamow,” 1948
Michael S Turner
TTwwoo RReeaallllyy IImmppoorrttaanntt IIddeeaass 
TThhaatt CChhaannggeedd CCoossmmoollooggyy 
with deep connections between quarks and the cosmos 
IInnffllaattiioonn:: brief period of rapid 
(accelerated) expansion accounts for 
smoothness, flatness; heat of the big 
bang; and seed inhomogeneities 
PPaarrttiiccllee ddaarrkk mmaatttteerr:: bulk of the dark 
matter that holds the Universe together 
resides in a sea of elementary particles 
left over from the big bang 
Michael S Turner
Cold Dark Matter Transformed 
“Astrophysical Cosmology” 
… and this Institute! 
Michael S Turner
Profound 
Connections 
Between Quarks 
and the Cosmos 
Basic Features 
of the Universe 
tied to 
Fundamental 
Physics
TThhee ““CCoonnsseennssuuss CCoossmmoollooggyy”” 
based upon precision measurements 
• From quark soup to nuclei and atoms to 
galaxies and large-scale structure 
• Flat, accelerating Universe; ΛCDM structure 
formation 
• Atoms, exotic dark matter & dark energy 
• Consistent with inflation 
• Precision parameters 
–Ω0 = 1.005 ± 0.006 (uncurved) 
–ΩM = 0.280 ± 0.013 
–ΩB = 0.045 ± 0.0015 
–ΩDE = 0.72 ± 0.015 
–H0 = 70 ± 1.3 km/s/Mpc 
–t0 = 13.73 ± 0.12 Gyr 
–Nν = 4.4 ± 1.5 
Michael S Turner
IInnffllaattiioonn:: 
TTiimmee ffoorr CCeelleebbrraattiioonn 
oorr TTiimmee ffoorr aa CChhaannggee?? 
See, M.S. Turner, Nature Physics 4, 89 (2008) 
Michael S Turner
Successes ooff SSttaannddaarrdd HHoott 
BBiigg BBaanngg CCoossmmoollooggyy 
circa 1980 
• Expansion of the Universe 
• Big-bang nucleosynthesis (BBN) 
• Cosmic Microwave Background (CMB) 
• Structure formation by gravitational 
instability 
“Reliable account of the Universe from 
10-5 seconds until today”
BBiigg UUnnaannsswweerreedd QQuueessttiioonnss 
circa 1980 
• Origin of baryons 
• Cosmological constant problem 
• Before the big bang/initial singularity 
• Nature of dark matter 
• Dynamite behind the big bang 
• Heat of the big bang 
• Isotropy, homogeneity and flatness (not generic 
initial conditions) 
• Origin of seed inhomogeneity Addressed by Inflation
““TTwwoo HHoorriizzoonn PPrroobblleemmss””
““TTwwoo HHoorriizzoonn PPrroobblleemmss”” 
SSaaiidd AAnnootthheerr WWaayy 
• Horizon at last scattering subtends only 1 
degree on the sky; what mechanism causes the 
temperature to be so uniform on scales » 1 
degree? 
• Galactic-sized masses entered the horizon 
about 1 year after the big bang; what causal 
physics created density perturbations that late in 
the history of Universe?
CCoossmmiicc IInnffllaattiioonn 
• Addresses isotropy, homogeneity & 
inhomogeneity, flatness, dynamite, and 
heat of the BB 
• Lessens (does not eliminate) dependence 
upon initial data 
• Paradigm, not a model
TThhee 22 EElleemmeennttss ooff IInnffllaattiioonn 
1. Period of exponential expansion (constant 
Hubble Constant and horizon size) 
“superluminal expansion’ 
1. Tremendous entropy production (called 
reheating)
SOLVING
Inflation IImmpplleemmeenntteedd aass 
SSccaallaarr--ffiieelldd DDyynnaammiiccss 
Theorists: 
When in 
doubt, just 
add a 
scalar field
Solving the Flatness, 
Horizon Problems
EEnnttrrooppyy 
PPrroodduuccttiioonn//RReehheeaattiinngg 
AAddiiaabbaattiicc:: CCoonnssttaanntt 
NNuummbbeerr ooff PPhhoottoonnss ppeerr 
ccoo--mmoovviinngg VVoolluummee,, ii..ee..,, 
RRTT == ccoonnsstt
F Quantum Flluuccttuuaattiioonnss SSeeeedd 
DDeennssiittyy PPeerrttuurrbbaattiioonnss
Homogeneous SSccaallaarr--ffiieelldd iiss 
JJuusstt LLiikkee aa FFlluuiidd 
≈ -1 
• Slow roll (flat part of potential): w ≈ -1 
• Rapid oscillation: particle production and 
conversion of potential energy to particles 
(heat) aka decay of φ particles
Given scalar 
potential V(φ), 
can compute 
observables in 
terms of V, V’ 
and V’’ 
• S = square of CMB 
quadrupole due to 
density perturbations 
≈ 10-10 
• T = square of CMB 
quadrupole due to 
density perturbations 
≈ ?? 
• r = T/S
QQ:: WWhheerree ddiidd tthhee 
aallmmoosstt ppeerrffeeccttllyy 
ssmmooootthh hhoott qquuaarrkk 
ssoouupp ccoommee ffrroomm?? 
AA:: DDeeccaayy ooff FFaallssee 
VVaaccuuuumm EEnneerrggyy!!
QQ:: WWhheerree ddiidd tthhee 
ssmmaallll lluummppss iinn tthhee 
qquuaarrkk ssoouupp ccoommee 
ffrroomm?? 
AA:: QQuuaannttuumm 
FFlluuccttuuaattiioonnss!!
The Largest TThhiinnggss iinn tthhee UUnniivveerrssee 
BBeeggaann ffrroomm SSuubbaattoommiicc QQuuaannttuumm 
FFlluuccttuuaattiioonnss!! 
WWOOWW!!
Quantum World PPrroojjeecctteedd AAccrroossss tthhee 
SSkkyy bbyy tthhee EExxppaannssiioonn ooff tthhee UUnniivveerrssee 
<< oonnee bbiilllliioonntthh tthhee ssiizzee 
ooff aa pprroottoonn
Important FFaaccttss AAbboouutt IInnffllaattiioonn 
1. Paradigm, no standard model, many 
viable models (new, chaotic, …) 
2. Key predictions 
• Flat Universe: Ω0 = 1.000 
• Almost scale-invariant adiabatic, almost 
power-law, nearly Gaussian adiabatic 
fluctuations 
• |n-1| ~ O(0.1), |dn/dlnk| ~ O(10-3) 
• Almost scale-invariant spectrum of 
gravitational waves 
• nT ~ 0 to -0.1 (i.e., negative) 
3. Consistency relation: T/S = -5nT 
• Unfortunately, T/S not directly related to n
IImmppoorrttaanntt FFaaccttss AAbboouutt 
IInnffllaattiioonn,, ccoonntt’’dd 
1. Measuring GWs immediately gives 
scale of inflation! 
1. But, no robust prediction for T/S (=r) 
2. Inflationary perturbations + Cold 
Dark Matter + “Λ” = ΛCDM scenario 
for structure formation (another test)
T/S > 0.001 if n > 0.9? 
Hoffman/Turner, PRD 64, 02350 (2001)
Important FFaaccttss AAbboouutt IInnffllaattiioonn,, 
ccoonntt’’dd 
7. Inflaton is described by a very 
weakly coupled scalar field, weak 
coupling makes reheating inefficient 
1. Conditions for successful inflation 
1. δρ/ρ ≈ 10-5 (hardest) 
2. > 60 e-folds of inflation (easy) 
3. Reheating to > 10 MeV (BBN), xx GeV 
(baryogenesis) 
4. No unwanted debris (e.g., gravitinos, 
moduli fields, …)
Testing Inflation! 
for almost 20 years an oxymoron
Michael S Turner 
11999922:: CCOOBBEE 
MMaappss && 
BBllaacckkBBooddyy 
SSppeeccttrruumm
Michael S Turner 
COBE Proves 
Copernicus 
Right! 
WMAP uses this signal for 
calibration
VSA ACBAR ACBAR 
Michael S Turner 
TOCO 
BOOMERanG 
DASI 
CCMMBB EExxppeerriimmeennttss 
Maxima 
CBI 
CBI
SPT 
QUAD/BICEP/KECK 
ACT 
PolarBear 
CAPMAP 
CCMMBB EExxppeerriimmeennttss
Wilkinson MMiiccrroowwaavvee AAnniissoottrrooppyy 
PPrroobbee ((WWMMAAPP)) 
±0.001% Michael Fluctuations 
S Turner
Curve = concordance cosmology 
Michael S Turner
SSeerriioouuss tteessttiinngg ooff 
IInnffllaattiioonn hhaass bbeegguunn 
KKeeyy PPrreeddiiccttiioonnss 
• Flat Universe 
• Almost scale-invariant, Gaussian perturbations: 
|(n-1)| ~ 0.1 and |dn/dlnk| ~ 0.001 
• Gravity waves: spectrum, but not amplitude 
• Cold Dark Matter Scenario 
KKeeyy RReessuullttss 
• Ω0 = 1.0 ± 0.006 
• (n-1) = -0.04 ± 0.014*; dn/dlnk = -0.032 ± 0.02; no 
evidence for nonGaussianity 
• r < 0.2 (95% cl)* 
*Depends significantly upon the priors assumed
Michael S Turner 
CCoolldd DDaarrkk MMaatttteerr 
SScceennaarriioo 
= Particle DM + Inflation 
Structure Forms From the 
Bottom Up: 
First Stars (z ~ 10 -20) 
Galaxies (z ~ 2 – 5), Clusters 
(z ~ 0 - 2), and Superclusters 
(z ~ 0)
Tracing the history from a slightly lumpy 
Universe to galaxies ablaze 
Michael S Turner
First significant 
evidence for 
inflation – still a 
long road ahead 
until it is “proven.’
IInnffllaattiioonn:: 
TThhee CChhaalllleennggeess AAhheeaadd 
I. Observational – precision testing 
II. Foundational – conceptual + laboratory 
evidence
Precision TTeessttiinngg ooff IInnffllaattiioonn 
• Measure and Ω0 to ±0.001 = 1.000? 
• Measure n-1 to ±0.001 = ±O(0.1)? 
• Detect dn/dlnk ±O(0.001) 
• Gaussianity fNL ~ O(0.1) 
• Detection of GW: T/S = ? 
– CMB B mode polarization; or direct detection 
• Measure nT T/S = -5nT? 
– CMB B-mode or CMB + direct detection
• Successful Launch: 14 May 2009 
• Coolest thing in space (100 mK) 
• Ω0, n-1, dn/dlnk, Gaussianity, B-mode 
polarization? 
Michael S Turner
Coming Soon: Planck Surveyor Launch 
2008 Cosmic Variance Limited to l ~ 2500 
(vs WMAP to l ~ 1000) + polarization 
Michael S Turner
GGWWss:: TThhee SSmmookkiinn’’ GGuunn 
• Directly reveals epoch of inflation 
• Reconstruct scalar potential 
• Spectrum provides consistency check: T/S=-5nT 
• Direct detection: 
– LIGO & LISA unlikely; “Big Bang Observer” (a dream) 
• B mode of CMB polarization
RReeccoonnssttrruuccttiioonn 
small 
T/S 
large 
T/S 
small n-1 large n-1
E mode 
B mode
CMB 
Anisotropy 
from Gravity 
Waves 
• ΘΘ = GW temp 
• EE = E mode 
(scalar) 
• g lensing: grav 
lensing of EE 
• BB/g waves = 
GW B-mode 
• Detect T/S > 
0.001?
Discovery of CMB 
polarization: 
DASI, 2002 
Kovac et al, Nature 420, 772 (2002)
Polarization: Where we are today 
Chiang et al, arXiv: 0906.1181 
r = 0.1
CMBPol / Astro2010 
Science Objectives for a Space Mission 
8 yrs 
1.2 yrs 
4 yrs 
CMB Community Reports 
Probing Inflation with CMB Polarization, Baumann et al. 2008, ArXiv 0811.3919 
Gravitational Lensing, Smith et al. 2008, ArXiv 0811.3916 
Reionization Science with the CMB, Zaldarriaga et al. 2008, ArXiv 0811.3918 
Prospects for Polarized Foreground Removal, Dunkley et al. 2008, ArXiv 0811.3915 
Foreground Science Knowledge and Prospects, Fraisse et al. 2008, ArXiv 0811.3920
How Sub-Orbital Program Benefits a Satellite Mission 
100 mK 1 mK 100 nK few nK 
COBE 
1989 
Historical Interplay: Suborbital Experiments serve to 
- Shape scientific objective of a space mission - Develop experimental methodologies 
- Train leaders of future orbital missions - Develop technologies at systems level 
CMBPol / Astro2010 
WMAP 
2001 
Planck 
2009 
Sensitivity 
60x 
Sensitivity 
20x 
Sensitivity 
>20x 
CMBPOL 
2022 
Woody-Richards Archeops, Boomerang, Maxima 
U2-DMR 
QMAP, SK, TOCO 
Sub-Orbital Precursor Satellite Mission 
Multiple 
Ground-based 
& 
Balloon-borne
FFoouunnddaattiioonnaall 
• Fundamental theory of inflation: Who is φ? 
– Many, many models, no compelling theory 
– “Landau-Ginzburg” theory of inflation 
• Laboratory test of inflation to close the circle 
(e.g., produce a φ) 
– Recall, “believe in BBN” because of laboratory 
measurements (nuclei, nuclear physics cross 
sections, etc) 
– NB: dark matter is on the same path.
SShhoorrttccoommiinnggss ooff IInnffllaattiioonn
GGrreeaatt tthheeoorryy,, bbuutt …… 
• No fundamental theory (still at Landau 
Ginzburg stage – is there a BCS theory?) 
• Does not address initial singularity 
– geodesically incomplete 
• Like “duct tape”, very useful but … 
– Only postpones appearance of inhomogeneity 
– not all initial conditions inflate 
• Quantum unpredictability 
• No laboratory signature/test
TTiimmee ttoo bbee bboolldd aaggaaiinn!! 
some ideas 
• Ekpyrotic (brane-collisions, s l o w 
c o l l a p s e rather than rapid expansion 
NB: solve horizon problem by d2a/dt2 and da/dt having same 
sign, positive or negative 
• Cyclic (multiple brane collisions) 
• Variable speed of light?? 
• Pre big bang 
No well developed competitor for inflation yet 
Potential signatures: nonGaussianity, detection of 
gravity waves (anti-signature)
SSuummmmaarryy 
• Inflation addresses important shortcomings of the 
standard model and has been the driving force in 
cosmology for 3 decades 
• First significant evidence for inflation (flat 
Universe, nearly scale-invariant, Gaussian density 
perturbations) 
• Precision tests of inflation coming soon! 
• GWs are smokin’ gun signature (but only 
detectable if r > 0.001?) 
• Foundational challenges: compelling model & 
laboratory tests 
• Time for a new bolder idea?
Time for Celebration 
or a New Idea? 
Time will tell 
In any case 
a most exciting time, 
maybe even 
a Golden Age 
Michael S Turner 
Theorists needed!
Question is now within 
the realm of science 
Three ideas – all probably 
wrong!
neat & tidy! 
… but Einstein’s 
theory does not 
incorporate 
quantum 
mechanics. 
… and the 
conditions at 
the beginning 
are precisely 
where quantum 
effects should 
be critical!
Einstein got 
the right 
answer for 
the wrong 
reason! 
= Emergence of 
space and time
TTHHEE MMUULLTTIIVVEERRSSEE
IISS IITT SSCCIIEENNCCEE IIFF IITT I ISS NNOOTT TTEESSTTAABBLLEE??
WWee CCaann TTeesstt WWhheetthheerr oorr 
NNoott ““OOuurr PPiieeccee ooff tthhee 
MMuullttiivveerrssee”” OOrriiggiinnaatteedd 
FFrroomm IInnffllaattiioonn 
… well on our way to doing so
BRANE WWOORRLLDD OOFF SSTTRRIINNGG 
TTHHEEOORRYY 
WWEE LLIIVVEE OONN AA 33DD BBRRAANNEE IINN AANN 1111DD SSPPAACCEE 
BBRRAANNEESS CCOOLLLLIIDDEE CCRREEAATTIINNGG BBIIGG BBAANNGGSS
Vacuum EEnneerrggyy PPrroobblleemm SSoollvveedd 
bbyy SSuuppeerrssyymmmmeettrryy oorr ??
F Quantum Flluuccttuuaattiioonnss SSeeeedd 
GGaallaaxxiieess aanndd CClluusstteerrss!!
Biermann - Quarks and the Cosmos
Biermann - Quarks and the Cosmos

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Biermann - Quarks and the Cosmos

  • 1. 2009 Biermann Lectures: “Quarks and the Cosmos” I. Cosmic Acceleration and Dark Energy (8 July) I. Inflation and Beyond (23 July) I. Future Opportunities and Challenges (28 July) July 2009 MPA-Garching Michael S. Turner Kavli Institute for Cosmological Physics The University of Chicago
  • 2. CCoossmmoollooggyy iiss aa yyoouunngg sscciieennccee … its story only begins 60 years after Darwin, 300 years after the invention of the telescope Michael S Turner
  • 3. Progress driven by powerful ideas and instruments (especially last 25 years) Michael S Turner
  • 4. Gamow’s Hot Big Bang “alpher, bethe, gamow,” 1948
  • 6. TTwwoo RReeaallllyy IImmppoorrttaanntt IIddeeaass TThhaatt CChhaannggeedd CCoossmmoollooggyy with deep connections between quarks and the cosmos IInnffllaattiioonn:: brief period of rapid (accelerated) expansion accounts for smoothness, flatness; heat of the big bang; and seed inhomogeneities PPaarrttiiccllee ddaarrkk mmaatttteerr:: bulk of the dark matter that holds the Universe together resides in a sea of elementary particles left over from the big bang Michael S Turner
  • 7. Cold Dark Matter Transformed “Astrophysical Cosmology” … and this Institute! Michael S Turner
  • 8. Profound Connections Between Quarks and the Cosmos Basic Features of the Universe tied to Fundamental Physics
  • 9. TThhee ““CCoonnsseennssuuss CCoossmmoollooggyy”” based upon precision measurements • From quark soup to nuclei and atoms to galaxies and large-scale structure • Flat, accelerating Universe; ΛCDM structure formation • Atoms, exotic dark matter & dark energy • Consistent with inflation • Precision parameters –Ω0 = 1.005 ± 0.006 (uncurved) –ΩM = 0.280 ± 0.013 –ΩB = 0.045 ± 0.0015 –ΩDE = 0.72 ± 0.015 –H0 = 70 ± 1.3 km/s/Mpc –t0 = 13.73 ± 0.12 Gyr –Nν = 4.4 ± 1.5 Michael S Turner
  • 10. IInnffllaattiioonn:: TTiimmee ffoorr CCeelleebbrraattiioonn oorr TTiimmee ffoorr aa CChhaannggee?? See, M.S. Turner, Nature Physics 4, 89 (2008) Michael S Turner
  • 11. Successes ooff SSttaannddaarrdd HHoott BBiigg BBaanngg CCoossmmoollooggyy circa 1980 • Expansion of the Universe • Big-bang nucleosynthesis (BBN) • Cosmic Microwave Background (CMB) • Structure formation by gravitational instability “Reliable account of the Universe from 10-5 seconds until today”
  • 12. BBiigg UUnnaannsswweerreedd QQuueessttiioonnss circa 1980 • Origin of baryons • Cosmological constant problem • Before the big bang/initial singularity • Nature of dark matter • Dynamite behind the big bang • Heat of the big bang • Isotropy, homogeneity and flatness (not generic initial conditions) • Origin of seed inhomogeneity Addressed by Inflation
  • 13.
  • 15. ““TTwwoo HHoorriizzoonn PPrroobblleemmss”” SSaaiidd AAnnootthheerr WWaayy • Horizon at last scattering subtends only 1 degree on the sky; what mechanism causes the temperature to be so uniform on scales » 1 degree? • Galactic-sized masses entered the horizon about 1 year after the big bang; what causal physics created density perturbations that late in the history of Universe?
  • 16. CCoossmmiicc IInnffllaattiioonn • Addresses isotropy, homogeneity & inhomogeneity, flatness, dynamite, and heat of the BB • Lessens (does not eliminate) dependence upon initial data • Paradigm, not a model
  • 17. TThhee 22 EElleemmeennttss ooff IInnffllaattiioonn 1. Period of exponential expansion (constant Hubble Constant and horizon size) “superluminal expansion’ 1. Tremendous entropy production (called reheating)
  • 19. Inflation IImmpplleemmeenntteedd aass SSccaallaarr--ffiieelldd DDyynnaammiiccss Theorists: When in doubt, just add a scalar field
  • 20. Solving the Flatness, Horizon Problems
  • 21. EEnnttrrooppyy PPrroodduuccttiioonn//RReehheeaattiinngg AAddiiaabbaattiicc:: CCoonnssttaanntt NNuummbbeerr ooff PPhhoottoonnss ppeerr ccoo--mmoovviinngg VVoolluummee,, ii..ee..,, RRTT == ccoonnsstt
  • 22. F Quantum Flluuccttuuaattiioonnss SSeeeedd DDeennssiittyy PPeerrttuurrbbaattiioonnss
  • 23. Homogeneous SSccaallaarr--ffiieelldd iiss JJuusstt LLiikkee aa FFlluuiidd ≈ -1 • Slow roll (flat part of potential): w ≈ -1 • Rapid oscillation: particle production and conversion of potential energy to particles (heat) aka decay of φ particles
  • 24. Given scalar potential V(φ), can compute observables in terms of V, V’ and V’’ • S = square of CMB quadrupole due to density perturbations ≈ 10-10 • T = square of CMB quadrupole due to density perturbations ≈ ?? • r = T/S
  • 25. QQ:: WWhheerree ddiidd tthhee aallmmoosstt ppeerrffeeccttllyy ssmmooootthh hhoott qquuaarrkk ssoouupp ccoommee ffrroomm?? AA:: DDeeccaayy ooff FFaallssee VVaaccuuuumm EEnneerrggyy!!
  • 26. QQ:: WWhheerree ddiidd tthhee ssmmaallll lluummppss iinn tthhee qquuaarrkk ssoouupp ccoommee ffrroomm?? AA:: QQuuaannttuumm FFlluuccttuuaattiioonnss!!
  • 27. The Largest TThhiinnggss iinn tthhee UUnniivveerrssee BBeeggaann ffrroomm SSuubbaattoommiicc QQuuaannttuumm FFlluuccttuuaattiioonnss!! WWOOWW!!
  • 28. Quantum World PPrroojjeecctteedd AAccrroossss tthhee SSkkyy bbyy tthhee EExxppaannssiioonn ooff tthhee UUnniivveerrssee << oonnee bbiilllliioonntthh tthhee ssiizzee ooff aa pprroottoonn
  • 29. Important FFaaccttss AAbboouutt IInnffllaattiioonn 1. Paradigm, no standard model, many viable models (new, chaotic, …) 2. Key predictions • Flat Universe: Ω0 = 1.000 • Almost scale-invariant adiabatic, almost power-law, nearly Gaussian adiabatic fluctuations • |n-1| ~ O(0.1), |dn/dlnk| ~ O(10-3) • Almost scale-invariant spectrum of gravitational waves • nT ~ 0 to -0.1 (i.e., negative) 3. Consistency relation: T/S = -5nT • Unfortunately, T/S not directly related to n
  • 30. IImmppoorrttaanntt FFaaccttss AAbboouutt IInnffllaattiioonn,, ccoonntt’’dd 1. Measuring GWs immediately gives scale of inflation! 1. But, no robust prediction for T/S (=r) 2. Inflationary perturbations + Cold Dark Matter + “Λ” = ΛCDM scenario for structure formation (another test)
  • 31. T/S > 0.001 if n > 0.9? Hoffman/Turner, PRD 64, 02350 (2001)
  • 32. Important FFaaccttss AAbboouutt IInnffllaattiioonn,, ccoonntt’’dd 7. Inflaton is described by a very weakly coupled scalar field, weak coupling makes reheating inefficient 1. Conditions for successful inflation 1. δρ/ρ ≈ 10-5 (hardest) 2. > 60 e-folds of inflation (easy) 3. Reheating to > 10 MeV (BBN), xx GeV (baryogenesis) 4. No unwanted debris (e.g., gravitinos, moduli fields, …)
  • 33. Testing Inflation! for almost 20 years an oxymoron
  • 34.
  • 35. Michael S Turner 11999922:: CCOOBBEE MMaappss && BBllaacckkBBooddyy SSppeeccttrruumm
  • 36. Michael S Turner COBE Proves Copernicus Right! WMAP uses this signal for calibration
  • 37. VSA ACBAR ACBAR Michael S Turner TOCO BOOMERanG DASI CCMMBB EExxppeerriimmeennttss Maxima CBI CBI
  • 38. SPT QUAD/BICEP/KECK ACT PolarBear CAPMAP CCMMBB EExxppeerriimmeennttss
  • 39. Wilkinson MMiiccrroowwaavvee AAnniissoottrrooppyy PPrroobbee ((WWMMAAPP)) ±0.001% Michael Fluctuations S Turner
  • 40. Curve = concordance cosmology Michael S Turner
  • 41. SSeerriioouuss tteessttiinngg ooff IInnffllaattiioonn hhaass bbeegguunn KKeeyy PPrreeddiiccttiioonnss • Flat Universe • Almost scale-invariant, Gaussian perturbations: |(n-1)| ~ 0.1 and |dn/dlnk| ~ 0.001 • Gravity waves: spectrum, but not amplitude • Cold Dark Matter Scenario KKeeyy RReessuullttss • Ω0 = 1.0 ± 0.006 • (n-1) = -0.04 ± 0.014*; dn/dlnk = -0.032 ± 0.02; no evidence for nonGaussianity • r < 0.2 (95% cl)* *Depends significantly upon the priors assumed
  • 42. Michael S Turner CCoolldd DDaarrkk MMaatttteerr SScceennaarriioo = Particle DM + Inflation Structure Forms From the Bottom Up: First Stars (z ~ 10 -20) Galaxies (z ~ 2 – 5), Clusters (z ~ 0 - 2), and Superclusters (z ~ 0)
  • 43. Tracing the history from a slightly lumpy Universe to galaxies ablaze Michael S Turner
  • 44.
  • 45. First significant evidence for inflation – still a long road ahead until it is “proven.’
  • 46. IInnffllaattiioonn:: TThhee CChhaalllleennggeess AAhheeaadd I. Observational – precision testing II. Foundational – conceptual + laboratory evidence
  • 47. Precision TTeessttiinngg ooff IInnffllaattiioonn • Measure and Ω0 to ±0.001 = 1.000? • Measure n-1 to ±0.001 = ±O(0.1)? • Detect dn/dlnk ±O(0.001) • Gaussianity fNL ~ O(0.1) • Detection of GW: T/S = ? – CMB B mode polarization; or direct detection • Measure nT T/S = -5nT? – CMB B-mode or CMB + direct detection
  • 48. • Successful Launch: 14 May 2009 • Coolest thing in space (100 mK) • Ω0, n-1, dn/dlnk, Gaussianity, B-mode polarization? Michael S Turner
  • 49. Coming Soon: Planck Surveyor Launch 2008 Cosmic Variance Limited to l ~ 2500 (vs WMAP to l ~ 1000) + polarization Michael S Turner
  • 50. GGWWss:: TThhee SSmmookkiinn’’ GGuunn • Directly reveals epoch of inflation • Reconstruct scalar potential • Spectrum provides consistency check: T/S=-5nT • Direct detection: – LIGO & LISA unlikely; “Big Bang Observer” (a dream) • B mode of CMB polarization
  • 51. RReeccoonnssttrruuccttiioonn small T/S large T/S small n-1 large n-1
  • 52. E mode B mode
  • 53. CMB Anisotropy from Gravity Waves • ΘΘ = GW temp • EE = E mode (scalar) • g lensing: grav lensing of EE • BB/g waves = GW B-mode • Detect T/S > 0.001?
  • 54. Discovery of CMB polarization: DASI, 2002 Kovac et al, Nature 420, 772 (2002)
  • 55. Polarization: Where we are today Chiang et al, arXiv: 0906.1181 r = 0.1
  • 56. CMBPol / Astro2010 Science Objectives for a Space Mission 8 yrs 1.2 yrs 4 yrs CMB Community Reports Probing Inflation with CMB Polarization, Baumann et al. 2008, ArXiv 0811.3919 Gravitational Lensing, Smith et al. 2008, ArXiv 0811.3916 Reionization Science with the CMB, Zaldarriaga et al. 2008, ArXiv 0811.3918 Prospects for Polarized Foreground Removal, Dunkley et al. 2008, ArXiv 0811.3915 Foreground Science Knowledge and Prospects, Fraisse et al. 2008, ArXiv 0811.3920
  • 57. How Sub-Orbital Program Benefits a Satellite Mission 100 mK 1 mK 100 nK few nK COBE 1989 Historical Interplay: Suborbital Experiments serve to - Shape scientific objective of a space mission - Develop experimental methodologies - Train leaders of future orbital missions - Develop technologies at systems level CMBPol / Astro2010 WMAP 2001 Planck 2009 Sensitivity 60x Sensitivity 20x Sensitivity >20x CMBPOL 2022 Woody-Richards Archeops, Boomerang, Maxima U2-DMR QMAP, SK, TOCO Sub-Orbital Precursor Satellite Mission Multiple Ground-based & Balloon-borne
  • 58. FFoouunnddaattiioonnaall • Fundamental theory of inflation: Who is φ? – Many, many models, no compelling theory – “Landau-Ginzburg” theory of inflation • Laboratory test of inflation to close the circle (e.g., produce a φ) – Recall, “believe in BBN” because of laboratory measurements (nuclei, nuclear physics cross sections, etc) – NB: dark matter is on the same path.
  • 60. GGrreeaatt tthheeoorryy,, bbuutt …… • No fundamental theory (still at Landau Ginzburg stage – is there a BCS theory?) • Does not address initial singularity – geodesically incomplete • Like “duct tape”, very useful but … – Only postpones appearance of inhomogeneity – not all initial conditions inflate • Quantum unpredictability • No laboratory signature/test
  • 61. TTiimmee ttoo bbee bboolldd aaggaaiinn!! some ideas • Ekpyrotic (brane-collisions, s l o w c o l l a p s e rather than rapid expansion NB: solve horizon problem by d2a/dt2 and da/dt having same sign, positive or negative • Cyclic (multiple brane collisions) • Variable speed of light?? • Pre big bang No well developed competitor for inflation yet Potential signatures: nonGaussianity, detection of gravity waves (anti-signature)
  • 62. SSuummmmaarryy • Inflation addresses important shortcomings of the standard model and has been the driving force in cosmology for 3 decades • First significant evidence for inflation (flat Universe, nearly scale-invariant, Gaussian density perturbations) • Precision tests of inflation coming soon! • GWs are smokin’ gun signature (but only detectable if r > 0.001?) • Foundational challenges: compelling model & laboratory tests • Time for a new bolder idea?
  • 63. Time for Celebration or a New Idea? Time will tell In any case a most exciting time, maybe even a Golden Age Michael S Turner Theorists needed!
  • 64. Question is now within the realm of science Three ideas – all probably wrong!
  • 65. neat & tidy! … but Einstein’s theory does not incorporate quantum mechanics. … and the conditions at the beginning are precisely where quantum effects should be critical!
  • 66. Einstein got the right answer for the wrong reason! = Emergence of space and time
  • 67.
  • 69. IISS IITT SSCCIIEENNCCEE IIFF IITT I ISS NNOOTT TTEESSTTAABBLLEE??
  • 70. WWee CCaann TTeesstt WWhheetthheerr oorr NNoott ““OOuurr PPiieeccee ooff tthhee MMuullttiivveerrssee”” OOrriiggiinnaatteedd FFrroomm IInnffllaattiioonn … well on our way to doing so
  • 71. BRANE WWOORRLLDD OOFF SSTTRRIINNGG TTHHEEOORRYY WWEE LLIIVVEE OONN AA 33DD BBRRAANNEE IINN AANN 1111DD SSPPAACCEE BBRRAANNEESS CCOOLLLLIIDDEE CCRREEAATTIINNGG BBIIGG BBAANNGGSS
  • 72.
  • 73. Vacuum EEnneerrggyy PPrroobblleemm SSoollvveedd bbyy SSuuppeerrssyymmmmeettrryy oorr ??
  • 74. F Quantum Flluuccttuuaattiioonnss SSeeeedd GGaallaaxxiieess aanndd CClluusstteerrss!!