Friedmann Equation demonstration - Liddle

In summary, the Friedmann Equation is a mathematical equation used to understand the expansion of the universe through its energy density and curvature. Edward Liddle, a British physicist, is known for his research in this field. The equation demonstrates how the universe expands over time by considering different parameters. Its main assumptions are the homogeneity and isotropy of the universe and the presence of a perfect fluid. The equation has been tested and validated through various observations and experiments, confirming its accuracy in describing the expansion of the universe.
  • #1
go quantum!
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Are you confortable with the demonstration in page 19 of Introduction to Modern Cosmology - A. Liddle ? My problem is in particular eq. (3.4) when he writes the potential energy of a test particle. I think there is a factor of 2 missing in the denominator.
 
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  • #2
Equation 3.4 looks OK to me. He posts corrections on:

http://astronomy.sussex.ac.uk/~andrewl/cosbook.html
 
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Related to Friedmann Equation demonstration - Liddle

1. What is the Friedmann Equation?

The Friedmann Equation is a mathematical equation that describes the expansion of the universe in terms of its energy density and curvature. It is a key component of the standard model of cosmology and is used to understand the evolution of the universe.

2. Who is Edward Liddle?

Edward Liddle is a British theoretical physicist and cosmologist who is known for his research in the field of cosmology and the Friedmann Equation. He has published numerous papers and is considered an expert in the field.

3. How does the Friedmann Equation demonstrate the expansion of the universe?

The Friedmann Equation takes into account the energy density and curvature of the universe and shows how they affect the expansion of the universe over time. By plugging in different values for these parameters, we can see how the universe has expanded and will continue to expand in the future.

4. What are the main assumptions of the Friedmann Equation?

The Friedmann Equation assumes that the universe is homogeneous and isotropic on large scales, meaning that it looks the same in all directions and at all points in space. It also assumes that the universe is filled with a perfect fluid, meaning that it has uniform energy density and pressure.

5. How has the Friedmann Equation been tested and validated?

The Friedmann Equation has been tested and validated through various observations and experiments, such as the cosmic microwave background radiation and the redshift of galaxies. These observations have shown that the universe is expanding and that the Friedmann Equation accurately describes this expansion.

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