I consider myself a scientist. I am a believer in the
principles of observation, measurement, experimentation, and repeatability.
I do notice three rather substantial flaws in the scientific
process as we apply it.
The first flaw, is the lack of a ‘truthiness’ metric. I’ll
use gravity as an example. If I were to say “acceleration due to gravity”, you
might just remember a number in the range of 32 ft/s2 (or 9.8 m/s2).
If so, good on you for remembering this little physics tidbit (geek!).
However, 32 ft/ s2 Does not in fact represent the rate at which an object accelerates
as it falls. It is a very good approximation for an object falling close to the
earth’s surface.
Gravitational acceleration in fact varies depending upon the distance
between, and the mass of, both objects. So being a significant distance from
earth versus being close to the surface, or being on a planet with different
mass than earth will yield a much different rate of acceleration.
But even for a given altitude from earth, gravitational force
varies depending upon location, which means acceleration varies as well
(granted the variance is relatively small, thus the 32 ft/ s2 will
yield a sufficiently accurate value, but the point is, when you were told that
“acceleration due to gravity is 32.1 ft/ s2” in school what you learned
was not precisely true).
In reality science seldom defines truth. Instead it defines
a model which is believed to approximate truth based upon current observation
and measurement.
In Mechanical and Electrical engineering, for example, there are many
equations that measure flows of things (Water, air, etc. for mechanical and
Civil, and electricity for Electrical). Those equations do a good job of
accurately modeling these flows… when they are big. But as things get much
smaller (you see this often in modern electronics design, now that more
computing sits in that phone you are holding than was available in the room
sized computers that first put man on the moon), those equations fail miserably
to accurately predict behavior, an entirely different set of equations is
called upon when dealing with the miniaturized version. What does that mean? It
means those equations do not represent the truth. They are good approximations
of what is happening for a limited range of conditions, but they do not in fact
model what is actually happening.
The problem is, this is seldom well documented, so people
often accept as true, that which is only, mostly true, or generally true, or
true, but only under certain circumstances.
And that’s the stuff we know we don’t know, what about the
stuff we don’t know we don’t know?
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