Confusion with conversion for the Hubble Constant

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Discussion Overview

The discussion revolves around the conversion of the Hubble constant into different forms, specifically focusing on the relationship between H0 and the dimensionless parameter h. Participants explore the implications of using different values of H0, such as h50 and h70, and clarify the meaning of h in this context.

Discussion Character

  • Technical explanation
  • Conceptual clarification

Main Points Raised

  • One participant seeks to understand how to express H0 in terms of h, specifically asking if H0 = 100 h Mpc-1 kms-1 directly translates to h = H0.
  • Another participant corrects the misunderstanding, emphasizing that h is defined as h = H0 / 100 kms-1 Mpc-1.
  • A participant reflects on their confusion regarding the relationship between h and H0, initially thinking h = 70 instead of recognizing that H0 = 70 corresponds to h = 0.7.
  • There is a clarification that h is a dimensionless fraction representing the ratio of H0 to a reference value of 100 km s-1 Mpc-1.

Areas of Agreement / Disagreement

Participants generally agree on the definition of h and its relationship to H0, but there is initial confusion regarding the interpretation of these values.

Contextual Notes

Some participants express uncertainty about the implications of different values of H0 and how they relate to the dimensionless parameter h, indicating a need for clarity in understanding these conversions.

Radiohannah
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Hello!

I want to get my data in terms of h70 -1

Sometimes the estimates are in terms of h50 or h70, and I know how to convert those just fine.

However, sometimes they give H0 = 100 h Mpc-1 kms-1 instead...

My question is, what is this in terms of h?

I know that the relation is

h = H0 / 100 kms-1 Mpc-1

So, would I be right in thinking that it is as straight forward as h=H0 for this specific case or am I being silly

Thankyou! :)
 
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Radiohannah said:
So, would I be right in thinking that it is as straight forward as h=H0 for this specific case

:confused: Absolutely not, because as you yourself have noted, h is actually equal to:

Radiohannah said:
h = H0 / 100 kms-1 Mpc-1
 
Hah. I totally figured it out.

I was confused originally because I did use that equation, but got h=h

I thought h=70, rather than H0 = 70

:(

So is 'h' basically just a fraction then? I understand now.

Gah. Thanks
 
Radiohannah said:
Hah. I totally figured it out.

I was confused originally because I did use that equation, but got h=h

Which is true! But not that informative I guess.

Radiohannah said:
I thought h=70, rather than H0 = 70

Right, so that's where your misconception was. That value of H0 corresponds to h = 0.7

Radiohannah said:
So is 'h' basically just a fraction then? I understand now.

Exactly, you got it now! The parameter h is a dimensionless version of the Hubble constant. It is H0 normalized to a reference value of 100 km s-1 Mpc-1. So h is a fraction...it tells you the ratio of H0 to that reference value.
 

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