big bang timeline 10 -45 sec (10 32 k)we have no physics to describe conditions at these large...

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Big Bang Timeline 10 -45 sec (10 32 K) We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K) Inflation begins, Quark-Antiquark Freezeout starts (1,000,000,001 quarks to every 1,000,000,000 antiquark) 10 -32 sec (10 25 K) Inflation ended, present-day observable Universe was ~10 cm across 10 -5 sec (10 13 K) Protons and neutrons form (no more free quarks) 1-15 min (10 8 K) First elements ( 2 H and 4 He nuclei) form 380,000 yr (3000 K) Atoms form from nuclei and electrons 100 Myr (10 K) Stars, galaxies, and planets begin to form. We think the first stars ionized the Universe and created heavy elements. Then star clusters and dwarf galaxies formed from later generations of stars. These star groups merged together to form larger and larger galaxies. 10 Gyr (3 K) Present Universe, expanding exponentially

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Page 1: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Big Bang Timeline10-45 sec (1032K) We have no physics to describe conditions at

these large energy densities and high temp.10-35 sec (1027 K) Inflation begins, Quark-Antiquark Freezeout starts

(1,000,000,001 quarks to every 1,000,000,000 antiquark)

10-32 sec (1025 K) Inflation ended, present-day observable Universe was ~10 cm across

10-5 sec (1013 K) Protons and neutrons form (no more free quarks)1-15 min (108 K) First elements (2H and 4He nuclei) form380,000 yr (3000 K) Atoms form from nuclei and electrons100 Myr (10 K) Stars, galaxies, and planets begin to form. We

think the first stars ionized the Universe and created heavy elements. Then star clusters and dwarf galaxies formed from later generations of stars. These star groups merged together to form larger and larger galaxies.

10 Gyr (3 K) Present Universe, expanding exponentially

Page 2: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

1978 Nobel Prize in Physics: discovery of Cosmic Background Radiation(CBR), the “echo” of the Big Bang

2011 Nobel Prize in Physics : The discovery of the accelerating Universe

Modified from a presentation by:

Heidi Newberg

Rensselaer Polytechnic Institute

Saul Perlmutter Brian Schmidt Adam Riess

Page 3: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

With Newtonian physics, it is impossible to predict the future of the UniverseGravitational attraction should pull all the galaxies together

Page 4: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Einstein’s Field Equations

Stuff describing the curvature of space(time), otherwise thought of as the Force of Gravity.

Stuff like mass and energy

Page 5: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Einstein’s Field Equations

Stuff describing the curvature of space(time), otherwise thought of as the force of gravity.

Stuff like mass and energy

is related to

Page 6: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Is the Universe FLAT?

  The density of the universe also determines its geometry. If the density of the universe exceeds the critical density, then the geometry of space is closed and positively curved like the surface of a sphere.

If the density of the universe is less than the critical density, then the geometry of space is open (infinite), and negatively curved like the surface of a saddle.

If the density of the universe exactly equals the critical density, then the geometry of the universe is flat like a sheet of paper, and infinite in extent.

http://map.gsfc.nasa.gov/media/990006/index.html

Page 7: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

There is no static solution

If mass pulls the Universe together, we cannot have a Universe that stays as it is forever.

Page 8: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Einstein’s Field Equations

No static solution

is r

elat

ed to

is related to

+ Λ

Add a part that pushes the Universe apart

Λ = the cosmological constant

Page 9: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Doppler shift and inverse square law

Objects that are moving away have longer wavelengths.

Objects that are farther away look dimmer. If you know how bright a source is, you can determine the distance by how bright it seems.

Page 10: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Hubble’s LawAround 1930, Hubble showed that the speeds with which galaxies were moving away from us is proportional to their distance from us.

v = H0d,

where H0 is Hubble’s constant

(Measured from brightest stars method)

(Measured from Doppler shift of spectral lines)

(Km

/S)

(Mpc)

Page 11: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Expanding Universe

Page 12: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Expanding Universe

Page 13: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Image of galaxyImage of galaxy with supernova

Supernova in IC4830

Page 14: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation
Page 15: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Supernovae get brighter and dimmer again within a few weeks.

Page 16: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Reiss, Press, and Kirschner (1996)

Hubble Diagram from Type Ia Supernovae

(Km

/S)

(Mpc)

Page 17: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

dc

Hz 0

The galaxies don’t really have a velocity.

Page 18: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Einstein’s Field Equations

Don’t need a static solution!!!

This is the biggest blunder of my life.

No static solution

is r

elat

ed to

is r

elat

ed to

+ Λ

is related to----

Page 19: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Lots of mass

Critical density

Low mass

Gnab Gib

Page 20: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Cosmological Parameters

Quantities that describe the Universe: :

H0: The current rate the Universe is expanding

Ω0: The current mass density

Λ: The funny constant for pushing the Universe apart

Page 21: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

The State of cosmology in 1988

• Hubble constant controversy – some say it is 50 km/s/Mpc and others insist 100 km/s/Mpc

• Age of Universe: 6-12 billion years (depending on Hubble constant). Age of stars in globular clusters: 15-20 billion years

• Theorists insist Ω0 = 1.0

• Observers only see Ω0 of 0.2 to 0.4, even including unseen dark matter

Page 22: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Graduate Thesis Project is to Weigh the Universe

Supernova Cosmology Project

Page 23: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

The 4.0 meter Anglo-Australian Telescope

Page 24: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

They built a special wide-field camera

Page 25: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

This is what we are looking for. Gerson

Page 26: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Rich Muller suggested that maybe Gerson had needed to re-orient it.

This search failed to find supernovae because:

(1)The weather was terrible at the AAT. (2)The seeing was 2”, which meant most supernova positions were less than a seeing disk from the galaxy center. (3)AGN variability produced a large set of false detections. (4)They did not have scheduled follow-up. (5)Supernovae were dimmer than expected.

Page 27: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

In 1992, the group had overspent all budgets, had no distant supernovae, and was in

quite a lot of trouble.

The funding and the control was shifted from Carl Pennypacker (who had started the project) and Rich Muller (who was the group leader) to Saul Perlmutter (who was a postdoc and the primary technical driver for the software). The search moved to the CTIO 4m telescope, and

began to find supernovae.

Page 28: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation
Page 29: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation
Page 30: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Success brought competitorsThe Hi-Z Super Nova (SN) Search team was composed of a dozen well-seasoned astronomers who were experts in SN phenomenology . They were less well funded than the LBL group, not centrally controlled, generally dismissive of the astronomical knowledge of the Supernova Cosmology Project members, and jealous of the constant funding that the physicists were getting to do science.

The Hi-Z team had the expertise and the contacts on the telescope time assignment committees. The LBL group were experts in data analysis, had several years head start, consistent funding, and an established organization structure.

The race was on.

Page 31: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

In a flat Universe:

ΩM = 0.28 [±0.085 statistical][±0.05 systematic]

Probability of Λ=0; 1%

Page 32: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

In a flat Universe:ΩM = 0.28 [±0.085 statistical][±0.05 systematic]Probability of Λ=0: 1%

Page 33: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Einstein’s Field Equations

But we need an accelerating solution

Don’t need a static solution!!!

No static solution

is r

elat

ed to

is r

elat

ed to

+ Λ

is r

elat

ed to

+ Λ is related to

Page 34: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Einstein’s Field Equations

But we need an accelerating solution 但需要加速解

Don’t need a static solution!!!不需要静态解

No static solution没有静态解

is r

elat

ed to

is r

elat

ed to

+ Λ

is r

elat

ed to

+ is related

to 相关于 Dark Energy

Page 35: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

The change in the scale factor with time

-20 -10 0 10 20 30

0

1

2

3

4

Time (Gyr)

H0 = 71 km/s/Mpc, ΩM = 0.3, ΩΛ = 0.7

Siz

e of

Uni

vers

e

Page 36: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Dark EnergySince the Λ term contributes positively to the energy

density of the Universe, it contributes to the curvature the same way normal matter and dark matter do.

Since the pressure has the opposite sign, it is said that “dark energy” has negative pressure, and this causes the Universe to expand exponentially.

But there is still much that is unknown: what substance, field, or force is responsible? Can Λ vary with time?

Page 37: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Assigning the Credit

Saul PerlmutterRecognized leader of Supernova Cosmology Project, first author on prize-winning paper, technical innovator, dedicated years of his life

to this cause.

Brian SchmidtPI of Hi-Z SN group, wrote software reduction code.

Adam RiessFirst author of prize-winning paper (as a graduate student), later used HST to discover more distant supernovae at z~1.0

Page 38: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Hi-Z SN Search Supernova Cosmology Project

The Hi-Z paper was submitted first, but with fewer supernovae. They had the advantage of having seen the SCP results at conferences, and knew that the SCP results agreed with theirs.

Page 39: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Robert Kirshner, Harvard professor, and thesis advisor for both Adam Riess and Brian Schmidt. Postdoc advisor of Brian Schmidt. He spent a lifetime studying supernovae.

Gerson Goldhaber, celebrated particle physicist who joined Supernova Cosmology Project about 1990. He claims to have been the first to look at the supernova data and believed that it showed an acceleration.

Students and postdocs who made the observations, wrote the data reduction software, figured out how to calibrate the light curves, and compiled the results had

mixed career results.

Page 40: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Ernest LawrenceInvented cyclotron Luis Alvarez

Invented hydrognBubble chamber

Richard MullerMcArthur FellowSaul Perlmutter

Discovered accelerating Universe

Arthur ComptonDiscovered Compton Effect

Dr. Newburg

A Nobel Tradition

Page 41: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

The Nobel Prize in physics is given for making important discoveries.

They are not given for:

• Intelligence

• Hard work

• Solid science

• Procuring the most grant money

• Popularity

• The most papers and citations (lifetime achievement)

Page 42: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Tips for winning a Nobel Prize None are required, and all together are not sufficient.

(1) Dare to work on something really important.

(2) Love it so much that it is your top priority. Procure a long-term source of funding that does not depend on short term accomplishments.

(3) Choose advisors and mentors who have reached their own professional goals.

(4) Have a new idea every day, and a good one every week.

(5) Persevere through failure.

Page 43: Big Bang Timeline 10 -45 sec (10 32 K)We have no physics to describe conditions at these large energy densities and high temp. 10 -35 sec (10 27 K)Inflation

Where Do We Go From Here?

(1) Theorists need to explain the physical meaning of dark

matter (cosmological constant, quintessence, …). (2) Experimentalists will measure how closely the expansion of

the Universe matches General Relativity with a constant Λ. 。(3) The stellar models still predict 15 Gyr old globular clusters

in a 13.7 Gyr Universe

(4) We still need to figure out what the dark matter is.