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Quantum Mechanics |
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the study of the nature of things at the
atomic level |
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Physicists seek to put one thing
in two places
Physicists say they have made an object move just by watching
it. This is inspiring them to a still bolder project: putting a small,
ordinary thing into two places at once.
Sept. 25, 2006
Special to World Science
It may be a “fantasy,” admits Keith Schwab of Cornell University in Ithaca,
N.Y., one of the researchers. Then again, the first effect seemed that way
not long ago, and the second is related.
The research comes from the edge of quantum mechanics, the submicroscopic
realm of fundamental particles. There, things behave with total disregard
for our common sense.
They can show signs of being in two places at once; of being both waves and
particles; of taking on some characteristics only at the moment these are
measured; and of acting synchronously while far apart, with no apparent way
to communicate.
Although these tiny building blocks of our universe do this, the relatively
huge things we see every day don’t. The uncanny behavior fades the bigger a
thing becomes.
This is because when quantum entities are combined to make ordinary objects,
the rules governing each component’s behavior add up to produce new rules.
These increasingly resemble the laws of our familiar reality as more
additions take place.
But just how big can something be and still show signs of slipping back into
its quantum-mechanical nature?
Schwab and his colleagues decided to find out. In work described in the
Sept. 14 issue of the research journal Nature, they built a device colossal
by quantum standards: about nine thousandths of a millimeter long,
containing some 10 trillion atoms.
The object was a sliver of aluminum and a type of ceramic, fixed at both
ends but free to vibrate like a guitar string in between. To measure its
movements, the scientists set nearby a tiny detector called a
superconducting single electron transistor.
They found that random motions of charge-carrying particles, electrons, in
the detector emanated forces that affected the metallic sliver. When the
detector was tuned for maximum sensitivity, these forces slowed down the
sliver’s shaking, cooling it as a result. This effect, Schwab said, is a
basically quantum-mechanical phenomenon called back-action, in which the act
of observing something actually gives it a nudge.
Back-action in quantum mechanics also makes it impossible to know a
particle’s exact location and speed simultaneously. This limitation is
called the uncertainty principle. A common example: measuring place and
speed requires some detector that can “see” the particle. But this involves
bouncing a light wave off it, which gives it a random push.
“We made measurements of position that are so intense—so strongly
coupled—that by looking at it we can make it move,” said Schwab. Normally,
such motion wouldn’t cool an object. But the motion can be such as to oppose
ongoing movements and slow them down. This reduces an object’s heat, which
is just the jiggling of particles in it.
If back-action applies such a large item, Schwab reasons, maybe that can
also be true of other quantum-mechanical rules. Particularly intriguing, he
said, is the superposition principle, which holds that a particle can be in
two places at once.
A classic example is the shooting of light particles, called photons,
through two slits in a barrier. Past the slits, they will behave as if they
were waves. This alone is no surprise: it’s a well-known quantum mechanical
phenomenon that particles can paradoxically act like waves in some
situations. The photons’ waviness then makes them “interfere” with each
other. In other words, they make patterns like those seen when you toss two
pebbles in a pond, and the ripples they make overlap.
When the waves passing the two slits mutually interfere, the pattern becomes
visible if you set up another wall where the photons can land. There,
alternating bright and dark stripes appear.
But bizarrely, this works even if you fire just one photon at a time through
the slits. You can see the effect then by putting photographic film on the
landing wall, so each photon leaves a lasting mark. Keep firing photons, and
the marks gradually add up to make the stripes again.
It’s as if each photon is interfering with itself—that is, going through
both slits simultaneously. This also works for bigger particles, up to a
point. But what point? Schwab wants to know. “We’re trying to make a
mechanical device be in two places at one time. What’s really neat is it
looks like we should be able to do it,” he said. “The hope, the dream, the
fantasy is that we get that superposition and start making bigger devices
and find the breakdown.”
In a commentary in the same issue of Nature, Michael Roukes of the
California Institute of Technology in Pasadena, Calif., wrote that Schwab’s
work with the cooling is part of an emerging field, quantum electromechanics.
This, he added, focuses on submicroscopic devices called nanomechanical
systems, “poised midway between two seemingly antithetic domains” of size:
fundamental particles at one end, the objects of everyday life at the other.
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Extracts from the Carl Sagan Mailing List and ScienceWeek:
"Hello Anne,
I hope that the following (which amazingly enough is still to be found in
the Deja archives written by one William somebody
:-) will provide a very
simple adumbrative map of the quickest way out of this strange labyrinth of
particle physics to the ultimate exit of better understanding the notion of
"Quantum Weirdness".
Your original question was:- What is Quantum Weirdness and what simple macro
analogy can help in better familiarizing oneself with its main founding
principles?
Quantum weirdness refers to the fact that merely observing a phenomena can
change a result. The usual experiment to show this is as follows: An
electron is directed at a screen with 2 holes in it. A photographic plate
is behind the screen. This electron behaves like a wave and goes through
both holes at the same time. The waves from each hole then
interfere with each other and create an interference pattern (only waves do
this) on the photographic plate. Now here's
the strange part. If a detector is set up in the holes, it will detect the
electron going through one or the other of the holes.
And the electron will make a dot on the paper--not a wave pattern. So by
having been observed the electron now appears as a particle--not a wave.
How is this explained? Physicists state that the electron's wave function is
just a wave of "probabilities" This gives the key to an answer. Imagine
that you are blind-folded and told to flip a coin and call it in the air.
You can also change your mind at any time before removing the blindfold.
What are the probabilities while the coin is in the air? 50-50 right? What
are the probabilities after the coin has landed, but before you take off
your blindfold? I believe they are still 50-50. It might be argued that
the odds are either 100% or 0%. But this changing of the odds only occurs
when you take off your blindfold and observe---then the odds collapse to 0%
or 100%. The same thing happens with an electron. It is a wave of
probabilities until an observation is made. Then the probability turns out
to be 100% in one place, and 0% in the rest of the (former) wave. Two
objections to this theory. First: The electrons position was undetermined
before the observation--that is why an unobserved electron forms a wave of
probabilities. How then can the observation later change the electron
without some physical interaction? Answer. The misconception in the above
objection has to do with the words "before" and "after" which refer to time
relationships. The electron is travelling at the speed of light and so time
stands still for it (or doesn't exist--Einstein). Once it is observed, it's
position is no longer a wave of probabilities--but is determined (w/in
limits set by Heisenberg), and this determination applies to the whole life
of the electron. Remember there are no time distinctions for a " fast as
light" electron. What applies to an electron at any moment must apply to
it's entire "life" Second objection: Really a question. What type of
"consciousness' needs to make the observation. A machine? A gnat? A human?
Ans. All of the above are sufficient. The world we live in is a "sub-light
speed" realm. The world of the electron is a "speed of light realm". The
rules are different. Specifically the rule, "Reality determined at one
instant must be reality forever, (and always in the past), (Amen) applies
only to the speed of light realm" The realm of the electron. This has been
verified by experiments which show that a measurement at this instant will
cause an electron to exhibit a past history (either wave or particle)
consistent with the present measurement. (and remember the experimenter can
choose the present experiment to make it come out either wave or particle).
So all that is needed is one moment of reality in this sub-light speed
realm and the electron is fixed for life--"past and future". Remember that
the probabilities before the observations are just that "probabilities" ie
they are nothing. The observation transforms them from nothing to something
real about the electron and then it must be fixed in this observed state
forever, past and future...
~George
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For a long time quantum physics was synonymous in my mind with witchcraft.
It does little good to read or listen to particle physicists explain it step
by step -- I just can't comprehend how a subatomic particle: a) appears to
be in two places at once, and b) acquires its characteristics only after
being observed. So when New Agers base their occult assertions on quantum
physics, I can only reply that particle physicists reject that explanation
and that I have more faith in mainstream physics than I do in New Ageism.
But when an issue boils down to "faith" I'm not very comfortable. If New
Agers accuse me of having blind and unreasoning faith in the "dogmas" of
particle physicists, I can only shrug and compare the record of particle
physicists with that of New Agers. (The work of mainstream particle
physicists has resulted in the micro chip, the telecommunications revolution
and a pile of other stuff; the work of New Agers has resulted in zilch.)
Nevertheless, it's still faith, and I wish I could get a rough gleaning of
how and why a particle only acquires its characteristics after it's
observed. I have constructed a rough analogy, but it's so rough it's like
trying to slice an atom with an axe. Nevertheless, I've got to start
somewhere, so here it is:
Supposing I live in Toronto and my friend Kate is in London. One evening I
decide I want to find out what Kate is doing at this very moment. So I call
her. (To sharpen the analogy I'm going to imagine that we have visual phones
so that when she answers I can see her as well as hear her.) She answers the
phone and I ask her what she's doing right now. She replies: "I'm on the
phone talking to you." And I can see from the visual display that this is
exactly what she's doing. If I ask her what she was doing *before* I called,
she can give an answer, but I have no way of knowing if she's telling the
truth. So in order to discover what Kate is doing, I have to use a device
(the phone) which will automatically change whatever she was doing. Ergo, I
have no way of knowing what she was doing at the moment I wondered about it
because in order to observe her, I have to use a process which will
cause her to stop doing it.
I'm not suggesting a one-to-one correspondence between this and the behavior
of a subatomic particle. All I'm trying to do at this point is to find macro
examples of how we change the behavior of something we're trying to observe
by our method of observation. Can anyone provide a richer analogy of a macro
event that might bring me a few steps closer to understanding quantum
witchcraft? Or is it something that no one can hope to understand --even on
the most primitive level --without a few years of university-level physics?
Anne
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IN FOCUS: ON QUANTUM WEIRDNESS
"In the realm of subatomic particles (the quantum realm),
individual subatomic particles don't acquire some of their
characteristics (e.g., position and velocity) until they're
observed. In other words, subatomic particles do not seem to
exist in a definite form until observers measure them! Bizarre as
this quantum weirdness may sound, it has been confirmed
repeatedly in rigorous tests. Some people have misinterpreted
this finding. They reason that since normal objects are
ultimately made of subatomic particles, ordinary things also must
be observed in order to exist. This conclusion is a quantum leap
in the wrong direction because the properties of the whole are
not the same as the properties of its parts. Quantum theory is
concerned only with what happens to _individual_ subatomic
particles. Quantum effects at the level of individual subatomic
events are averaged out on the macroscopic scale. The Moon
continues to orbit the Earth even when no one observes it.
Science continues to have a claim on objective reality. An
additional misinterpretation of the finding that particles don't
acquire some of their characteristics until they're observed by
someone is that 'ultimate reality is in the mind of the observer'
or 'thoughts can make anything happen'. Neither of these ideas
can be derived from quantum theory. This theory says _nothing_
about the role of human consciousness or mental processes in the
physical world."
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C.M. Wynn and A.W. Wiggins: _Quantum Leaps in the Wrong
Direction: Were Real Science Ends and Pseudoscience Begins_
(Joseph Henry Press, Washington 2001, p.24)
[Authors: Charles M. Wynn is Professor of Chemistry at Eastern
Connecticut State University; Arthur W. Wiggins is Professor of
Physics at Oakland Community College Michigan]
http://www.amazon.com/exec/obidos/ASIN/030907309X/scienceweek
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