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This article delves into the criticism and comparison of the Hubble-Lemaitre Law, exploring the distinctions between the linear relation and expansion concepts as presented by Hubble and Lemaitre. Kragh's critical views, Eddington's perspective on expansion, and the relevance of equations and plots in their theories are discussed. Despite the minor distinctions, both scientists' results are based on earlier observations, highlighting the complexities and shortcomings in understanding distance and speed in cosmology.
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Others at the time • xx
Others at the time • xx
Hubble (1929) V0 = K x D
The criticism • Kragh’s criticism is based on the distinction between the law (v=H*r) and the expansion • Hubble showed that the relation is linear • Lemaitre didn’t have such a plot (but an equation) and focused more on expansion • I found his 2003 with Smith most useful!
Kragh+Smith (2003) • Explains why Kragh is so dismissive • Lemaitre didn’t show a plot
Kragh+Smith (2003) about Hubble • But Hubble didn’t think of expansion!
Eddington (1930) • Focus on expansion • Mentioned Lemaitre in positive light • Hubble not mentioned • But: observations also not
Final comments • In my view, the distinction (linear or not) is minor; his equation (24) gives linear relation • Both results (Hubble 500, Lemaitre 625) are based on earlier observations by Lundmark and Stromberg for radial velocities, and Hubble for apparent magnitudes distances • Earlier observations in isolation not conclusive regarding distance and speed • Shortcomings both for Hubble (expansion not mentioned) and Lemaitre (no plot) • Both must be acknowledged