Another expanding universe question

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Discussion Overview

The discussion revolves around the implications of redshift in distant galaxies and its relation to the expansion of the universe, particularly focusing on Hubble's law and the concept of accelerating expansion. Participants explore the relationship between redshift, distance, and the rate of light pulses received from distant galaxies, as well as the accuracy of measurements related to Hubble's constant.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Historical

Main Points Raised

  • One participant questions whether the rate of light pulses received from a distant galaxy depends on its degree of redshift, suggesting that it does.
  • Another participant agrees, stating that the time between pulses would increase by the same factor as the redshift.
  • There is a suggestion that if Hubble's constant is indeed constant, then the universe's expansion is accelerating, although this is contingent on the nature of Hubble's constant over time.
  • Concerns are raised about the accuracy of measurements related to Hubble's constant and the distances of galaxies, with one participant noting significant inaccuracies in current values.
  • A reference is made to studies of high redshift supernovae as evidence for the accelerating expansion of the universe, mentioning the use of type Ia supernovae as tools for measuring cosmological distances.
  • Another participant highlights that while current observations suggest an accelerating universe, there may be remaining systematic effects that could influence these results.

Areas of Agreement / Disagreement

Participants express varying degrees of agreement on the implications of redshift and Hubble's law, but there is no consensus on the accuracy of current measurements or the implications of Hubble's constant over time. Multiple competing views regarding the nature of the universe's expansion remain present.

Contextual Notes

Limitations include uncertainties in the measurements of Hubble's constant and the potential influence of systematic errors in observational data. The discussion also reflects a dependence on the definitions and interpretations of cosmological concepts.

Sumo
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I know there are a lot of these questions, but please bear with me, I couldn't really find these precise scenarios elsewhere.

First of all, am I correct in saying that if we took a distant galaxy that was highly redshifted, and had it emitting light pulses to us once every second from its frame, then the rate of the light pulses received from our frame would depend on its degree of redshift?

Now if you took that galaxy. After one second its distance from us would be slightly greater, yes? So according to Hubble's law it should have a slightly greater redshift. So we can assume its velocity away from us is getting greater over time. Doesn't this imply the accelerating expansion of the universe by Hubble's constant? I don't see what I am missing.

Thanks.
 
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Sumo said:
I know there are a lot of these questions, but please bear with me, I couldn't really find these precise scenarios elsewhere.

First of all, am I correct in saying that if we took a distant galaxy that was highly redshifted, and had it emitting light pulses to us once every second from its frame, then the rate of the light pulses received from our frame would depend on its degree of redshift?

Yes; the time between pulses would increase by the same factor as the redshift.

Now if you took that galaxy. After one second its distance from us would be slightly greater, yes? So according to Hubble's law it should have a slightly greater redshift. So we can assume its velocity away from us is getting greater over time. Doesn't this imply the accelerating expansion of the universe by Hubble's constant? I don't see what I am missing.

Your insight here is very good!

In fact, you are precisely correct in this sense. If Hubble's constant actually is constant, then expansion is indeed accelerating. In the case of "pure inflation", the scale factor of the universe increases exponentially, and the Hubble constant is a constant over time.

In general, however, the value for Hubble's constant will decrease over time... even in an accelerating universe, as long as the acceleration is moderated a bit from the pure exponential expansion. The rate at which Hubble's constant is decreasing is very very slow. You'd have to wait hundreds of millions of years to get any appreciable difference. Hubble's "constant" is a constant for the present epoch, but not a fixed value for all time.

Cheers -- sylas
 
Yeah, the differences would be so minute that I don't think we would be able to measure them yet with any substantial accuracy. There's already huge inaccuracy (I think something in the order of 10% of the value?) in the measurements and value ascribed to Hubble's constant and the distance of distant galaxies with significantly large redshifts.

I read somewhere recently (i.e. within the last 5 years) that there is evidence that the universe is expanding at a greater rate than earlier thought, though I am unable to recall any more of this including the reasoning or what form the evidence took.
 
The case for accelerating expansion arose from a study of high redshift supernova. See:
Measuring Cosmology with Supernovae
Saul Perlmutter, Brian P. Schmidt
http://arxiv.org/abs/astro-ph/0303428
Over the past decade, supernovae have emerged as some of the most powerful tools for measuring extragalactic distances. A well developed physical understanding of type II supernovae allow them to be used to measure distances independent of the extragalactic distance scale. Type Ia supernovae are empirical tools whose precision and intrinsic brightness make them sensitive probes of the cosmological expansion. Both types of supernovae are consistent with a Hubble Constant within ~10% of H_0 = 70 km/s/Mpc. Two teams have used type Ia supernovae to trace the expansion of the Universe to a look-back time more than 60% of the age of the Universe. These observations show an accelerating Universe which is currently best explained by a cosmological constant or other form of dark energy with an equation of state near w = p/rho = -1. While there are many possible remaining systematic effects, none appears large enough to challenge these current results. Future experiments are planned to better characterize the equation of state of the dark energy leading to the observed acceleration by observing hundreds or even thousands of objects. These experiments will need to carefully control systematic errors to ensure future conclusions are not dominated by effects unrelated to cosmology.
 

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