Section III: Space Expansion (Hubble and Dark Energy), from "Is Space the Only Substance in the Universe?"
III.
MORE SPACE TO EXPAND OUR THINKING
The
Hubble Expansion
In 1929, Edwin Hubble made the
dramatic discovery that the redshifts indicating increases of light wave
lengths from 24 galaxies were proportional to distance. This implied that the
universe was expanding, and that the galaxies were receding from us, with
apparent velocities that increased the farther they were from us. These results
were confirmed by further studies (Bahcall 2015). There was, and still is, no
generally accepted law of physics to explain this phenomenon, and it is commonly
attributed to a mysterious “dark energy.”
The Hubble equation, using v for velocity of recession H0 for the Hubble constant,
and s for the existing distance to
the receding galaxy (a physics notation tradition after Latin “spatium,” the source
of our word space) is:
v
= H0*s (1)
(Throughout this article, an
asterisk * between letters or symbols will indicate multiplication, and will sometimes
be inserted to clarify that these represent separate entities.)
The current value of the Hubble constant, measured by
various methods, is estimated to be in the range of 72-74 km/second/megaparsec
(Jackson, N. 2015), or about 22.1-22.7
km/second/million light years (one megaparsec being about 3.26 million light
years). This is a very small amount of distance per second in proportion to the
total current size of the “observable universe,” but there are so many millions
of light years in the universe that over time it becomes significant.
Addition of New Space, and the
Better of Two Possible Mechanisms for the Expansion
The apparent recession of the
galaxies cannot be due to a familiar type of active motion. There is no known
force, let alone a repulsive one, that increases with distance. Light being
emitted today from the most distant galaxies in the “potentially observable
universe” will never reach us because it can only travel at the speed of light,
whereas those galaxies are now receding at a greater speed (Siegel 2018). The
recession of galaxies is apparently some type of passive motion, which will be
discussed below (see in Section IX, under the topic “Active and Passive Motion”).
Two
potential mechanisms could be responsible. The expansion of space is sometimes
described as a “stretching” of existing space like a rubber band or balloon
(Siegel 2021), and less commonly as adding more space to existing space. With
either of those alternatives, the Hubble expansion should appear everywhere
much as it does from earth, with the apparent speed of recession being
proportional to distance.
The
observed red shift (wave lengths of light becoming longer) occurs as light
travels through space. This would be consistent with either of the two
potential explanations, the “stretching” of light waves, or the insertion of
more space within the light waves, between the crests, so that the wave length
increased. The “Nothing but Space” model explanation for redshift would be the
latter. New space units would be added,
lengthening the waves in proportion to existing length.
Of
the two explanations, the addition of constant, discrete units of space would
have the advantage of better explaining why the expansion is uniform throughout
the universe. “Stretching” of space would seem to require a
stretching force, acting everywhere the same, with the “stretching” having no
limit and continually increasing in proportion to the existing amount “stretched.”
No such force is known, and other stretchable objects such as springs become
more resistant to further stretching, the more they are stretched. Thus
the most practical explanation for galaxies receding from us at rates
proportional to their distance, is an expansion of existing space. This
means that each length in space is joined by an addition and becomes longer
every second, so that at greater distances, the increases in distance from us
per second are additive.
Figure 1: The addition of new space into each expanse of
existing space would produce an effect similar to the Hubble expansion.
In Figure 1, there are 5 expanses of
existing space, each a set of 5 units represented by the lighter cubes, for 25
units of existing linear space. Each set represents a measure of distance, and
the units are each three-dimensional, but we are only considering length in one
dimension to measure distance. The black cubes represent one additional unit of
space added to each of these sets of 5 per second. Let us therefore set an
imaginary Hubble-like constant Hi at 1/5 or 0.2 lengths/second, or one
added length for every five per second (much greater of course than the actual H0). The velocity of recession at the 25th unit would be v= Hi*s= Hi*25=0.2*25 or
5 units per second. If the existing (pre-expansion)
distance s were 4 times as long or
100 units and one new unit were still added per distance of 5, there would be 20
new units added to 100 existing units, for a recession velocity of 20
units/second at the 100th unit. In other words, n times the starting distance would result in n times the recession rate, without changing Hi. The velocity of recession would always proportional
to distance. If new space were added in discrete, constant units like “volons,”
it could pop up in between existing similar units, analogously to carbon
dioxide bubbles in a carbonated soda or champagne.
Siegel has noted that expansion does
not seem to thin the energy density of space, and whatever potential energy
causes the expansion does not seem to “stretch” or weaken, tending to cast
doubt on the idea of “stretching” of existing space. However, he considers
space as a “stage” rather than a substance, and says “It’s as though new space is getting created
due to the Universe’s expansion,” rather than the other way around (Siegel
2021). One rather unusual suggested
mechanism for the creation of new space is the deformation of bosons (Dil
2016).
The
occasional implications in physics literature of new space being added are
usually not followed up by hypothesizing where this new space comes from, and what
makes it appear. Other issues generally not addressed include its physical
reality, what it does, and the potential impact of new space on thermodynamics
and time.
The
Hubble equation (1) deals with linear distance from an observer anywhere in the
“observable universe.” However, assuming as above that the “volon” units of
space are three-dimensional, then not just distance but also the volume of the
universe is increasing.
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