M22 - The Ultimate Fate of the Universe

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Last updated 5:22 PM on 4/3/26
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42 Terms

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Hubble’s Law

Tells us the universe is expanding

  • Redshift indicates distant galaxies are moving away from us

  • Spacetime is expanding

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Big Bang Model Interpretation of Hubble’s Law

This model tells us the universe began in a hot, dense state about 14 billion years ago

  • Cosmic Microwave Background

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Cosmic Microwave Background

Provides extremely strong evidence for the Big Bang

  • Leftover radiation from the universe’s extremely hot and dense state

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Hubble’s Law Deviation

There’s a deviation in actual observations from Hubble’s Law

  • Distant galaxies are farther than expected

  • Expansion of the universe is accelerating

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Dark Energy

Responsible for the acceleration of the universe

  • Makes up 68.3% of the universe

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Contents of the Universe

Ordinary Matter - 4.9%

Dark Matter - 26.8%

Dark Energy - 68.3%

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Observational Limit

The further away we look in the universe, the further back in time we are looking

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Observational Limit and the Sun

We see the Sun as it was 8 minutes ago because it takes light from the Sun 8 minutes to reach us

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Observational Limit and CMB

Farthest visible thing we will ever see is the CMB

  • 13.8 billion years ago

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Observable Universe

The portion of the universe we can see from Earth

  • Earth at the center

  • Limited by how far light has had time to travel since the Big Bang (13.8 billion years ago)

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Other Observable Universes

Each observer has their own observable universe

  • Only contains objects whose light has had time to reach them

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Expansion of the Universe

The expansion of the universe means the radius of the observable universe has been stretched to about 46.5 billion ly

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Whole Universe

The whole universe is likely much bigger than the observable universe

  • Other regions physically exist but light has not reached us yet

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Geometry of the Universe

We can measure the size of the universe (including the parts impossible to see) using the curvature of the universe

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Curvature of the Earth

To measure the curvature of the Earth, we can use triangles

  • On a flat surface, angles inside a triangle always add to 180°

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Positively Curved Surface

On a positively curved surface (e.g. a sphere) the angles add up to more than 180°

  • The corners “open up” a bit

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Measuring the Curvature of the Earth

  1. Triangles made in a relatively small area (e.g. a city) will have interior angles adding up to roughly 180°

    1. The surface would seem flat

  2. Triangles made in a relatively large area would add up to more than 180°

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Measuring the Curvature of the Universe

We can use the CMB to measure the curvature of the universe

  • Types of curves:

    • Closed (positive curvature)

    • Open (negative curvature)

    • Flat (no curvature)

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CMB temperature variations

We can use the CMB’s temperature variations to measure the universe’s curvature

  • This is the equivalent of measuring the angles inside a very large cosmic triangle

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Closed Universe

Positive curvature. Has a finite size but is unbounded (there’s no edge)

  • i.e. you can start at one point and moving in the same direction causes you to loop back to your starting point

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Open Universe

Negative curvature. Can be infinite in extent with no edges

  • i.e. you can start at one point and move in the same direction but never return to your starting point

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Flat Universe

No curvature. Can be infinite in extent with no edges

  • i.e. you can start at one point and move in the same direction but never return to your starting point

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3D volume

The 3D volume of the universe can be curved around a fourth, mathematical dimension

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Measured Geometry

As precisely as we can measure, the geometry of the universe is flat

  • “Flat” means no intrinsic curvature; lines are straight, drawing triangles at any orientation results in angles that sum up to 180°

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Flat Misconception

When we say the universe is flat we don’t mean that’s like a piece of paper

  • It means the parallel lines never converge, and the sum of the angles inside large triangles is 180°

<p>When we say the universe is flat we don’t mean that’s like a piece of paper</p><ul><li><p>It means the parallel lines never converge, and the sum of the angles inside large triangles is 180°</p></li></ul><p></p>
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Infinite Size

The most obvious way to interpret a geometrically flat universe is that it has infinite size

  • You could head off in any direction and never encounter an edge or return to your starting point

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Geometry and Ultimate Fate of the Universe

Geometry of the universe is determined by how much “stuff” (matter and energy) there is in the universe

  • This determines how the universe evolves over time

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Geometry and Density

The geometry of the universe is related to its overall density

  • Quantified by the density parameter (omega ‘Ω’)

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Total Density of the Universe

Ω = Ωm + ΩΛ​ + Ωrad

total density = density of matter and dark matter + density of dark energy + density of radiation (all the light in the universe)

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Negligible Radiation

In our universe, the total amount of radiation contributes a negligible amount to the overall density

Instead we could use:

Ω = Ωm + ΩΛ​

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Density Parameter Definitions

The density parameter is defined so that

Ω = 1 (universe is flat)

Ω < 1 (universe is open)

Ω > 1 (universe is closed)

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Closed, matter-dominated universe

When matter dominates (ordinary + dark matter)

  • We get a CLOSED universe that ends by collapsing in a reverse Big Bang known as the Big Crunch

Ωₘ = 5, ΩΛ = 0

<p>When matter dominates (ordinary + dark matter)</p><ul><li><p>We get a CLOSED universe that ends by collapsing in a reverse Big Bang known as the Big Crunch</p></li></ul><p>Ωₘ = 5, ΩΛ = 0</p>
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Flat, matter-dominated universe

When matter is just the right amount (ordinary + dark matter)

  • We get a FLAT universe that expands forever at a decelerating rate

Ωₘ = 1, ΩΛ = 0

<p>When matter is just the right amount (ordinary + dark matter)</p><ul><li><p>We get a FLAT universe that expands forever at a decelerating rate</p></li></ul><p>Ωₘ = 1, ΩΛ = 0</p>
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Open, matter-dominated universe

With less matter AND no dark energy

  • We get an OPEN universe that expands forever

Ωₘ = 0.3, ΩΛ = 0

<p>With less matter AND no dark energy</p><ul><li><p>We get an OPEN universe that expands forever</p></li></ul><p>Ωₘ = 0.3, ΩΛ = 0</p>
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Flat, dark energy dominated universe

When dark energy dominates

  • We get a FLAT universe that expands and accelerates indefinitely

Ωₘ = 0.3, ΩΛ = 0.7

<p>When dark energy dominates</p><ul><li><p>We get a FLAT universe that expands and accelerates indefinitely</p></li></ul><p>Ωₘ = 0.3, ΩΛ = 0.7</p>
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Heat Death of the Universe

In the far future, an accelerating universe (i.e. our universe) will experience heat death

  • All matter and energy will be spread so thinly that interactions become impossible

  • Everything becomes cold, dark, and isolated

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Heat Death of the Universe Characteristics

Star formation slows

Galaxy isolation

CMB undetectable

Black hole dominance

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Star Formation SLows

Galaxies will be populated by old stars, night skies will grow dark

  • Already happening

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Galaxy Isolation

Relentless expansion will isolate individual galaxies

  • i.e. each galaxy will be in its own personal observable universe, no other galaxies will be visible from it

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CMB Undetectable

CMB will be redshifted to undetectable wavelengths

  • At this point, astronomers will have difficulty proving there even was a Big Bang

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Black Hole Dominance

More and more matter will end up inside black holes

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Problems with the Big Band Model

The conventional Big Bang model predicts the heat death

  • But it has some known problems to it

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