Knowing Right From Wrong
On October 21, 2004, I gave a talk at the
Warren Astronomical Society.
It was based on a book written in 1909 called
Curiosities of the Sky,
written by Garrett Putman Serviss. Since it is out of copyright,
it is available for free at
Project Gutenberg.
Download it and read it. That's what I did.
The book consists of a series of descriptions of the current problems in
1909 astronomy. For each issue, Serviss presents a brief overview of
the available evidence, and then a series of current ideas that had
been proposed to explain it. Finally, he picks his favorite idea. It
struck me that he was wrong a large fraction of the time.
Would I have been wrong that often? I doubt it. Maybe it's my
century-later perspective. But to me, evidence is evidence. Maybe I
have higher confidence in spectroscopy than was common a hundred years
ago. In any case, many of these concepts were cutting edge at the
time, so it shouldn't be a big surprise if a mistake was made here and
there.
My talk wasn't a book review. Nor was the talk about 1909 cutting
edge science. My angle was to attempt to engage the club to use the
past to try to see the future. My big idea was that with hindsight,
we can see which (if any) of the explanations of 100 years ago was
most correct. So, could this be a guide, of sorts, to learn how to
tell if a modern idea is likely correct or not? Is there a way to
learn thought processes that can teach us how to interpret modern
discoveries? With that in mind, let's go over just a couple examples.
The Andromeda Nebula
I should point out that the nomenclature of the time had
The Milky Way, and The Universe as basically synonymous.
The Milky Way was thought to be a flat disk of stars. But it was not
known if there was anything else. In particular, the Andromeda Galaxy
was called the Great Andromeda Nebula. Measuring distances to even
nearby stars is extraordinarily difficult. It was first achieved for
a handful of stars around 1800. These were stars that were at most a
few tens of light years away. We now estimate the distance to the
Andromeda Galaxy as 2.5 million light years away. As galaxies go,
it's nearby. And that could be inferred by it's being the biggest and
brightest of these "spiral nebulae".
In 1885, astronomers were surprised to see a sixth-magnitude star
glimmering in the midst of the hazy cloud of the great Andromeda
Nebula. It soon absolutely disappeared. Its spectrum was remarkable
for being continuous, like that of the nebula itself. A continuous
spectrum is supposed to represent a body, or a mass, which is either
solid or liquid, or composed of gas under great pressure. That is,
both the "nebula" and the "new star" or nova, had a stellar spectrum,
not a gaseous spectrum like the Orion nebula.
In other words, they thought that M31 was a nebula, despite
spectrographic evidence to the contrary. Then, a faint supernova
appears there, at least 9 magnitudes fainter than usual, indicating a
factor of 4,000 reduced brightness, suggesting that the object is at
least 60 times further away than usual. Perhaps, since they have
really no idea how far away the bright ones are, this has no
significance for them. If the bright supernova are at least 10,000
light years away (in the band of the Milky Way), then M31 ought to be
at least 600,000 light years away, quite outside of the Milky Way. But
this deduction didn't seem to happen. Note that they thought that nova
are stellar explosions. Further, they were known to brighten by 7
magnitudes or more. This should indicate that these nova are pretty
far away. Perhaps this is what Hubble was thinking some 15 years
later, but wanted better proof.
An ancient Greek did better. One guy drilled a series of various
sized tiny holes in a plate. He viewed the Sun through them. Then,
at night, he attempted to remember which hole was closest to the
brightness of the brighter stars. With the hypothesis that the Sun
was a star, only closer, he wanted to figure out how far away the
stars must be. And the estimate wasn't terrible, despite the
inaccurate assumptions (like stars are the same brightness, and so
on). For that matter, what was the state of arithmetic 2000 years
ago. No zero. I'd hate to do the math with Roman Numerals. Given
evidence that Andromeda is star-like, then the apparent brightness
gives you a distance. This distance is well outside the Milky Way. I
want to tell them, "get over it". But this is assuming that they
could resolve any stars at all. We may have needed to wait for the
100 inch Hooker telescope for that.
Anyway, Serviss thought that Andromeda, whatever it turns out to
be, must be smaller, closer, and inside the Milky Way.
There's another problem. It had been only a hundred years since
the distance to the nearest stars had been measured. 20 trillion
miles or more. People couldn't wrap their heads around such
huge distances. They sort of gave up, calling such huge numbers
Astronomical Distance. They didn't seem to be prepared for
numbers a million or more times that far.
Nova
In 1901, a pre-maximum sighting of a nova was reported. Pictures days
before showed that no star down to 12th magnitude existed. Then, the
nova appears, and for two days brightens to maximum. Then, in jerks,
it fades over time. Finally, pictures were taken and the nova was
surrounded by a nebula - which they did not see before. The spectrum
transforms from stellar to nebular over 6 months. The speculation is
that two stars collided.
During the collision: the photospheric envelope of the star is
destroyed, the internal incandescent mass gushes out.
The theories of what causes nova include collision of two stars,
collision of a star and a nebula, chemical change in a star (including
oxygen/hydrogen), and atomic explosion.
One theory is that most or all stars nova, but the ones we see are
short lived stars. Most stars take "millions of years" to get to this
point.
OK, so a stellar collision is fairly reasonable. I was amazed that
there was any idea of an atomic explosion. I don't think anything was
known about fusion. At the time, it was a total mystery how
geologists could claim that evolution must have taken hundreds of
millions or even billions of years, and the Sun must have been shining
all that time. So the idea that only large stars with short lives
explode was not known. These days, the idea is that stars generally
don't collide, except in crowded globular clusters, or maybe the
crowded center of the galaxy. Stars are just too far apart to have
much chance at collision. And this might have been known at the time.
A Modern Example
The Hubble Space Telescope was launched, in part, to determine the
age of the Universe. The idea was to get a better calibration for
the Cephied Variable Star brightness to pulsation rate phenomenon.
It would do this by measuring the distances to nearby examples and
get better values for their brightness. Then, distances to nearby
galaxies would be measured. Type Ia supernova in nearby galaxies
would be calibrated, and finally distances to more distant galaxies
would be obtained, along with their cosmological red shift values.
All very good. It was called the Hubble Key Project.
But the team released an early report that the Universe must be a bit
over 11 billion years old. I immediately thought that this value was
not old enough. There are stars thought to be older than that. There
are clusters thought to be older. And a correction was issued a few
years later. And now, we have multiple lines of evidence, including
a totally independant measurement that comes from the study of the
cosmic microwave background. But i've no idea why i came to my conclusion
so quickly. I turned out to be right. And, in all modesty, i usually
am right. But if this is something that i learned, is it something
that could be taught?
Conclusion
A
longer version of this article is up on my
before-blogs-were-invented web site. In my opinion, the
original book,
Curiosities of the Sky,
is more entertaining. Really, go read it.
Science is an endeavor that attempts to discover truth. And, it's been extraordinarily successful. It is tempting to many to use it as a
religion. After all, religions essentially all claim to either have
the truth, or be in the process of seeking it. Further, just as most
religions have a creation myth story, so does science. It's not our
first creation myth based on evidence. So the question is, why do we
feel that it's so much more correct than other attempts? The lay
person doesn't have the time to personally investigate the current
cutting edge claims coming out of science. So, it's easy to fall into
pseudoscience, like the 2012 end-of-the-world predictions. How does
one weed out the nonsense?
...the educated person is not the person who can answer the
questions, but the person who can question the answers.
-Theodore Schick Jr.
And yet, the show has an
"Ask the Astronomer" segment, not "Answer the Astronomer".
Stephen Uitti,
suitti@uitti.net