The Age of Things: Sticks, Stones and the Universe Distances, Redshifts and the Age of the Universe

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The Age of Things: Sticks, Stones and the Universe Distances, Redshifts and the Age of the Universe

WARNING! Cosmologist talking about Cosmology !

Last Time: Globular Clusters M68M92M30 M13 NGC362NGC  1.3 billion years 12  1 billion years 11.8  1.2 billion years 14.0  1.2 billion years 12  1 billion years 12.2  1.8 billion years Multiple analyses yield ages of billion years, and an uncertainty of about 1 or 2 billion years

400 nm500 nm 600 nm700 nm Visible Colors and Spectra Wavelength 1 m1 km1 mm 1  m 1 nm1 pm Alberio

Galaxies M87 Andromeda Whirlpool

Galaxy Redshifts (Coutesy of E. Sheldon)

The Spectra of different atoms Wavelength (nanometers) Sodium Hydrogen Calcium Mercury Neon

Galaxy Redshifts (Coutesy of E. Sheldon) Hydrogen

Galaxy Redshifts (Coutesy of E. Sheldon) Hydrogen Oxygen

Galaxy Redshifts (Coutesy of E. Sheldon) Hydrogen Oxygen Wavelengths measured in Laboratory

Galaxy Redshifts (Coutesy of E. Sheldon) Hydrogen Oxygen Wavelengths measured in Laboratory

The Doppler Effect

Galaxy Redshifts (Coutesy of E. Sheldon) Hydrogen Oxygen Wavelengths measured in Laboratory

Measuring the distance to the stars using Parallax Earth Sun Background Stars Nearby Stars

Estimating distance with brightness Pollux Castor Sirius Sirius B Luminosity = Total power emitted by star in the form of light.

Galaxy Distances: Cepheids Large Magellanic Cloud

The Period-Luminosity Relation of Cepheids More Luminous Less Luminous Based on Data from Udalski et. al. In Acta Astronomica Vol 49 (1999) pg 223

The Period-Luminosity Relation of Cepheids More Luminous Less Luminous Cepheid in Galaxy: Period = 10 days Magnitude = 24 Cepheid in LMC: Period = 10 days Magnitude = 14

The Period-Luminosity Relation of Cepheids More Luminous Less Luminous Cepheid in Galaxy: Period = 10 days Magnitude = 24 Cepheid in LMC: Period = 10 days Magnitude = 14 10,000 times fainter Same Luminosity

The Period-Luminosity Relation of Cepheids More Luminous Less Luminous Cepheid in Galaxy: Period = 10 days Magnitude = 24 Cepheid in LMC: Period = 10 days Magnitude = 14 10,000 times fainter Same Luminosity 100 times farther away

More Luminous Less Luminous The Period-Luminosity Relation of Cepheids Cepheid in Galaxy: Period = 10 days Magnitude = 24 Cepheid in LMC: Period = 10 days Magnitude = 14 10,000 times fainter Same Luminosity 100 times farther away 150,000 light years away 15 million light years away

Galaxy Distances: Type Ia Supernova Luminosity Days Supernova 1994D

The Hubble Diagram Based on Data from Tonry et. al. astro-ph/

Now Then

Hubble Diagram

A special point in space implies anisotropies

Large scale anisotropies are not observed Distribution of galaxies from the Sloan Digital Sky Survey

General Relativity

An object travels in a straight line at a constant speed unless acted upon by an outside force A force changes the motion of an object by an amount that depends on its mass Classical Mechanics

Objects move differently due to their composition Unless the force is gravity

Gravity in Classical Mechanics The more massive object feels a sronger force The more massive object requires more force to accelerate it by the same amount

Gravity in Classical Mechanics A B A B With no outside forces, all particles take the path with the shortest distance between two points The presence of a massive object exerts a force that causes all objects to deviate from this path by the same amount

Gravity in General Relativity A B A B With no outside forces, all particles take the path with the shortest distance between two points The presence of a massive object changes which path is the “shortest” distance between the two points

General Relativity Works It explains irregularites in Mercury’s orbit It predicted the gravitational lensing of starlight

The Expanding Universe Then Now

Re-interpreting the Hubble Diagram Based on Data from Tonry et. al. astro-ph/

Redshifts in an Expanding Universe Time 1 Time 2 Time 3

Scale Factor a = 1 a = 0.5

Re-interpreting the Hubble Diagram Based on Data from Tonry et. al. astro-ph/

Re-interpreting the Hubble Diagram

Based on Data from Riess et. al. astro-ph/ Re-interpreting the Hubble Diagram

Based on Data from Riess et. al. astro-ph/

Re-interpreting the Hubble Diagram

Extraopolating back to the Big Bang

a = 1 a = 0.5 a = 0 The Big Bang

Extraopolating back to the Big Bang

We need more information to do an accurate extrapolation

No Talk Next Week June 5: Parametrizing the Age of the Universe