Calculating Wavelengths of Redshift in Cosmology

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Calculating the wavelengths of cosmological redshift involves understanding the relationship between emitted and received wavelengths, expressed as the ratio (Z+1) = (wavelength received)/(wavelength emitted). This ratio reflects the universe's expansion during the light's transit. The scalefactor, which tracks this expansion, is crucial for determining the size of the universe at different times. Specific spectral lines of elements like hydrogen and sodium can be used to illustrate these calculations. Further inquiries about spectral lines can enhance understanding of redshift in cosmology.
Paul_Stone
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[i asked this question in my blog..but i know it would be better answered here]

what are the calculations of the wave lengths of a cosmological redshift?

(meaning them all)

i just wanted to know what precises wavelength determines which red shift..

thanks guys
 
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Paul_Stone said:
[i asked this question in my blog..but i know it would be better answered here]

what are the calculations of the wave lengths of a cosmological redshift?

(meaning them all)

i just wanted to know what precises wavelength determines which red shift..

thanks guys


I'm not sure what it is you want to find out. Do you want to know the various spectral lines of specific chemical elements (like hydrogen alpha line, or sodium yellow, or iron...)?

The calculation is very simple and is the same for every wavelength---every color.

The light's wavelength will be increased by a ratio (Z+1) that is the same for all colors and depends only on the time the light was emitted and the time it was received

The ratio z+1 = (wavelength received)/(wavelength emitted)
is always equal to the ratio by which the universe expanded during the time that the light was in transit.

z+1 = (size when light is received)/(size when light was emitted)

By "size" here I mean a quantity called the scalefactor which tracks the expansion of distances, the expansion of the universe. Think of it as the size of the universe if that were finite and we were able to determine it.
 
marcus said:
I'm not sure what it is you want to find out. Do you want to know the various spectral lines of specific chemical elements (like hydrogen alpha line, or sodium yellow, or iron...)?

The calculation is very simple and is the same for every wavelength---every color.

The light's wavelength will be increased by a ratio (Z+1) that is the same for all colors and depends only on the time the light was emitted and the time it was received

The ratio z+1 = (wavelength received)/(wavelength emitted)
is always equal to the ratio by which the universe expanded during the time that the light was in transit.

z+1 = (size when light is received)/(size when light was emitted)

By "size" here I mean a quantity called the scalefactor which tracks the expansion of distances, the expansion of the universe. Think of it as the size of the universe if that were finite and we were able to determine it.


oh yeah..i should have been a little more specific..yeah i wanted to know the different spectral lines of each different periodic chemical..

but what you just said helped..thanks

any more information..send it my way.

later
 
what is the current status of the field for quantum cosmology, are there any observations that support any theory of quantum cosmology? is it just cosmology during the Planck era or does it extend past the Planck era. what are the leading candidates into research into quantum cosmology and which physics departments research it? how much respect does loop quantum cosmology has compared to string cosmology with actual cosmologists?
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