Adapted for the Internet from:

Why God Doesn't Exist

    3.0   Reverse time travel

    However, the most ludicrous explanations for the slit phenomenon are those of ‘cranks’ like Cramer [9]
    and Afshar. [10] These outcasts argue that the slit experiment can best be explained with particles or
    waves traveling backwards in time. Afshar’s experiment is significant (and politically sensitive) in that it
    attacks Bohr’s Complementarity. I will not evaluate the merits of Afshar’s physical interpretation (or of that
    of his critics) [11] [12]  because it requires two absurd assumptions unworthy of my time:

      that light consists of particles
      that these particles have the ability to travel to the past.

    Of much more value is Afshar’s odyssey. Sensing that he was defiling one of the most sacred icons of the
    Church, the ever vigilant QM Inquisition quickly moved in to silence him. Peer reviewer after peer reviewer
    rejected his manuscript. Defenders of the faith burned his arguments at the stake. The Council of Bishops
    of Quantum accused him of heresy. Considering that the idiocy of time-travel is right up there with the
    idiocy of many-worlds and complementarity you wonder why anyone would make a fuss over such
    matters any more. The answer is that QM’s inviolable ‘principle’ was at stake. If either Complementarity or
    Uncertainty is allowed to falter, Quantum Mechanics in its entirety collapses. Therefore, the mechanics
    guard these doctrines with utmost zeal. They simply cannot afford a successful challenge to Bohr
    because it would mean that they have been dead wrong for over 80 years. Einstein learned this lesson the
    hard way at Solvay. The monster he helped create with his stupid equations was now bigger than life and
    running amuck...


    4.0   The Einstein-Bohr debate at Solvay   

    Unable to accept the idiocy of Quantum Mechanics, Einstein devised a version of Young’s slit experiment
    that left his nemesis Bohr sleepless for a couple nights during the Fifth Solvay Conference of 1927.  [13]   
    Wick recounts how Einstein theorized that the electron would have to bounce against the side of the slit
    and push the double slit partition to the left as indicated by the arrow in Fig. 2A. [14] An accurate
    measurement of the partition’s displacement would reveal the slit through which the electron passed as
    well as the magnitude of the impact.  If the experiment were successful, both the momentum of the particle
    and its position could be calculated precisely and thus destroy Heisenberg Indeterminacy.

    “ if the momentum of the photon changes due to passing through the slit, the
      momentum of the slit changes by an exactly opposite amount (i.e. it recoils).”  [15]

    [Indeed, at the bottom of his web page, Dave illustrates the slit moving sideways when
    the photon strikes the window sill. You can see a better version of the shifting slits in
    Harrison  also illustrates the photons ricocheting before reaching their target.]

    Bohr replied that the Uncertainty Principle prevented knowing the initial position of the slit partition before
    the electron had a chance to displace it sideways. Consequently, the position of the electron could not be
    determined precisely either. Einstein had no further arguments, bit his tongue, and Bohr emerged the
    victor.


    5.0   Newton's Hair Experiment

    Einstein and Bohr could have saved themselves the trouble of debating a matter that had been settled
    two hundred years earlier by Young himself. They either forgot or were not aware that we do not need
    double slits to perform Young’s slit experiment!

    [I note that the idiots at Harvard and Cambridge teach you to do the slit
    experiment the hard way, using Young’s first arrangement. Young’s second
    experiment disposes of the slit altogether by showing that a human hair also
    produces fringes. Young reports that Newton was the first to perform this
    experiment; therefore, I will refer to it as Newton’s Hair Experiment.]

    Since it is evident from the Einstein-Bohr debate that the double-slit arrangement misleads the morons of
    Mathematics, I review the famous slit experiment in terms of Young’s second arrangement.

    In 1801, Young placed a wire measuring 0.083 inches in width in light’s path and also verified the
    appearance of fringes. [16] Young surmised that waves of light apparently bent around the wire as they
    did in the case of the double slits. If Newton’s Hair Experiment is correct, Einstein and Bohr’s photons (or
    electrons) would have nothing to bounce against! Their arguments were contingent on a particle
    bouncing off the window sill and pushing the entire slit partition sideways (Fig. 2B). Lousy physicists that
    they were, Einstein and Bohr apparently couldn’t tell the difference between diffraction and reflection. To
    a mathematician only concerned about numbers it is all the same.

    This example highlights what little understanding the mathematicians have of Physics. If Einstein and
    Bohr, the two pillars of modern Mathematical Physics made such fundamental mistake and nobody
    caught it in 80 years, what can we expect from lesser mortals?
Hair-splitting slit
theories of
Quantum Mechanics

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Fig. 2   Newton’s hair experiment (B) overshadows the Einstein-Bohr slit debate (A)

    1.0   Young's slit experiment

    In 1801, Young carried out an experiment where he passed light through two narrow slits cut into a
    partition and projected the beam onto a screen. If light consisted of a stream of bullets as Newton had
    suggested, the observer would expect to see two bright lines of light reflected on the screen. Instead,
    Young observed an entire band of bright and dark stripes (Fig. 1). He reported his results in terms of
    waves, and was able to calculate the wavelengths of the beam. Young’s slit experiment became the first
    major observational milestone to place in doubt Newton’s corpuscular hypothesis. It appeared, after all,
    that Newton’s intuition about light not bending around corners was wrong.

    6.0   Explanation of the slit experiment

    One of the reasons that the mathematicians gave up on 'classical' Newtonian physics is that they could
    never, even to this day, find a logical physical interpretation for Young's slit experiment. Nobel of
    Quantum Richard Feynman states the general frustration thus:

    “ a phenomenon which is impossible, absolutely impossible, to explain in any
      classical way” [17]

    [ In the religion of Mathematical Physics, the term 'classical' is a euphemism for
     rational, and 'quantum' is a euphemism for irrational. Therefore, when a mathe-
     matician says that such and such experiment cannot be explained in a 'classical'
     way, it means that he has no rational explanation for it. Yet he will not suspect
     his Quantum version because here he can bypass the rules of Physics and tell
     you anything. He can invoke magic and tell you that what is faulty is your intuition
     and common sense. He reinforces his argument by telling you that all the idiots
     who won Relativity Nobel and Christian Templeton Prizes in the last 50 years
     believe in his version and that it is also backed by impeccable Math. So now,
     because Einstein and Hawking and Davies and Falwell and Roberts and Craig
     believe in miracles, you have no choice but to accept their testimonials as truth.]

    Let’s assume that light consists of a pair of torqued threads and that every atom in the Universe is
    connected to all others via these ropes. The correct interpretation of the slit experiment now follows more
    naturally. Before we have ignition, the atoms constituting the flashlight, the hair, the air, and the screen
    are already interconnected by continuously torquing threads (Figs. 3 and 4). When you turn the laser
    pointer on, the atoms comprising the filament receive a stimulus and begin to pump faster (Fig. 5). An
    increase in frequency translates into shorter links and light comes within visible range. This signal travels
    to the atoms comprising the sides of the hair which relay them onto the screen. The signal traveling to the
    screen does so along EM ropes that bind hair atoms to screen atoms. If the ropes arriving at a screen
    atom from different sides of the hair are out of phase, the screen atom will not be stimulated. We have
    destructive interference (Fig. 5A). Otherwise, we have constructive interference (Fig. 5B).

Fig. 1   Young's slit experiment

Fig. 3   Rope version

Fig. 4   Side view of the rope version of the hair experiment

Fig. 5   
Destructive vs. constructive interference

    Note: How the rope interfaces with the atom and avoids getting tangled with other ropes is beyond the
    scope of the website.  

    If the source of light were a machine
    gun, we should observe only two
    slits marked on the wall where the
    bullets strike. This is what Newton's
    corpuscular theory predicted. Young
    observed, instead, a series of bright
    and dark bands (fringes).
Looking THROUGH a single hydrogen atom,
we imagine seeing two EM ropes coming into
our eyes. If the two strands of one rope are
positioned north-south when they touch the
electron shell while the other pair is positioned
east-west, we have destructive interference. If
both pairs face north-south (or east-west), then
we have constructive interference.

The structure of the atom as well as the
meaning of the term 'electron shell' are beyond
the scope of this website.
Talking about splitting, I think I
need to get a haircut. I'll see ya
later about your theory, Newt!

    Young’s slit experiment has been a thorn in the side of Quantum Mechanics ever since this cult originated
    in the early 20s. Everyone from Bohr to Bohm and from Feynman to Penrose has had a crack at it. Today
    the mechanics have conflicting explanations for this formidable test, one more idiotic than the other. Let’s
    hear the first one from the experts themselves so that no one can accuse me of putting words in their
    mouths:

    “ The Copenhagen interpretation posits the existence of probability waves which
      describe the likelihood of finding the particle at a given location. Until the particle
      is detected at any location along this probability wave, it effectively exists at every
      point. Thus, when the particle could be passing through either of the two slits, it
      will actually pass through both, and so an interference pattern results. But if the
      particle is detected at one of the two slits, then it can no longer be passing through
      both - it must exist at one or the other, and so no interference pattern appears.”
      (pp. 15-16) [1]

    “ It would seem that we must come to terms with this picture of a particle which can
      be spread out over large regions of space, and which is likely to remain spread out
      until the next position measurement is carried out… A momentum state may seem
      hard to accept as a picture of the ‘reality’ of a particle’s existence, but it is perhaps
      even harder to accept as ‘real’ the two-peaked state which occurs when the particle
      emerges from just having passed through a pair of slits… then we must accept that
      the particle ‘is’ indeed in two places at once!” (p. 252) [2]

    “ The idea that something can be both a wave and a particle defies imagination, but
      the existence of this wave-particle 'duality' is not in doubt... The notion of a particle
      being everywhere at once is impossible to imagine.” [3]

    If these starling statements in regards to the slit experiment did not rock your boat, you simply did not
    understand them. The mathematicians are saying that a photon exists everywhere (like God?) and thus
    passes through both slits simultaneously to produce the interference pattern. They add that if you block
    the path through one slit, this particle cannot interact with its twin (which presumably is everywhere as
    well) and so the fringes seen in Fig.1  do not materialize. You wonder, then, why it is that the photon needs
    to travel at all if it is already everywhere. How could you block the ‘path’ of something that ‘exists at every
    point’? What can such ridiculous statements possibly mean? What do they have to do with physical
    reality? I can’t even draw for the benefit of the reader what the mechanics are describing.


    2.0   Many worlds

    A more hilarious ‘physical’ interpretation for the slit experiment that our bright mathematicians have come
    up with is the theory of Many Worlds. You may want to sit down to hear this one because I do not plan to
    take responsibility if you laugh so hard that you crack a rib and fall on your butt. Think of the probabilities
    that you may win the lottery. You don’t need to go to college to realize that they are very slim. Now let’s
    cross into the twilight zone and ‘nightmare’ a little. Let's visualize a scene where you buy lottery number
    000000001 and lose. Or you could have visualized buying lottery ticket number 000000002 and lose, or
    number 000000003, and so on. How many dreams will you have? Well, if there are 999999999 numbers,
    you have a total of 999999998 nightmares and one dream. The mathematicians believe that all these
    probabilities exist in reality, each one in a different universe. Hence, when you went to the store today,
    you actually bought all the numbers in the lottery and, in one of these universes, you won. From each of
    these universes you fork further into countless more for every step you take in your life, like a chain
    reaction, splitting into ever more worlds. If you have a choice right now to move left, right, up, down,
    backwards and forward, you actually moved in all of these directions simultaneously, each time in a
    different universe:

    “ the universal state is a quantum superposition of several, possibly infinitely many,
      states of identical non-communicating parallel universes… every observation can
      be thought of as causing the universal wavefunction to change into a quantum
      superposition of two or more non-interacting branches, or ‘worlds’. Since many
      observation-like events are constantly happening, there are an enormous number
      of simultaneously existing states.” [4]

    “ A person is a set of copies in nearby parallel worlds. This comes out in his analysis
      of free will: I could have chosen otherwise is analysed as Other copies of me chose   
      otherwise…Many of those Davids are at this moment writing these very words. Some
      are putting it better. Others have gone for a cup of tea.” [5]

    The ‘many worlds’ version of Young’s slit experiment consists of a particle going through countless
    worlds:

    “ the single photon interference pattern observed in the double slit experiment, can
      be explained by interference of photons in multiple universes.” [6]

    If by 'object A exists' is meant 'object A is detected at point x,y,z,t,' then this object
      'exists' only at the point of emission and the point of detection. In between times it
      is completely out of sensible interaction with the things of our universe [7]

    I think that someone has proven, mathematically of course, and I am not absolutely, positively certain
    about this, that the number of histories of the particle seems to grow in direct proportion to the number of
    beers a mathematician drinks. (This would certainly explain the urge some astronomers have of finding
    great clouds of alcohol in space. [8])  I believe that nothing more needs to be said about the ‘infinite’
    universes in which relativists live. I just can’t figure out why in all the universes I go to, second upon
    second, I find the same idiots of Mathematical Physics with the same eye-popping ideas. I guess I must be
    stuck in a particular history for some reason.

    After 10,000 years of studying nature, this is what the morons of Mathematics have come up with as an
    explanation for reality. These are the deplorable physical interpretations they infer from their equations
    and from their insistence on particles. The mathematicians ask you to reject intuition and common sense,
    but then run bare-assed through the streets like Archimedes yelling ‘Eureka! Eureka!’ and creating
    imaginary competitors for Father Universe. The idiots of Mathematics are no longer in touch with reality.
    Clearly we need to wipe the board clean, lock these people up in padded rooms, and start all over,
    specifically without Mathematics. We don't need numbers, variables, or equations to explain why
    something happens.
My hair is so fine, it splits light
right down the middle. Half the
photons go this way and the
other half go that a way.

    Stick a 5¢ needle in a 5¢ cork and direct a 50¢ laser pointer at its tip. You will verify Young’s fringes
    on the wall. Without Einstein’s ‘window sills,’ the electrons have nothing to bounce against, and the
    Einstein-Bohr debate is revealed for what it is: a dialogue between two numskulls. The needle
    version of the slit experiment shows that neither reflection nor refraction are the cause of diffraction  
    (i.e., the alleged ricocheting of a particle against a window frame). It is the mathematicians’ fanatic
    insistence on corpuscles that leads them to misconstrue their ‘gendanken’ experiments.
 
    Einstein and Bohr discussed for
    hours how a photon would strike the
    window sill of the slit and push the
    partition sideways. Einstein and Bohr
    wasted their time and discussed in
    vain. The slit experiment is NOT the
    result of reflection. In fact, we don’t
    need slits to generate fringes. You can
    do the experiment at home in a much  
    simpler  way  than  the  dimwitted
    professors who teach Mathematical
    Physics at venerable places like
    Caltech and MIT.
Al? I’m sorry to have to break the news to
you this way,
and I certainly hope you understand, but…
in that other life history I went to...
I slept with your wife.
It doesn't affect our business relations in
this Universe, does it?
Hypothesis:

All atoms in the Universe are interconnected by EM ropes. The atoms in the
filament are connected to the atoms constituting the sides of the hair which
are connected to the atoms that constitute the screen BEFORE we turn on
the light.

Theory:

Stimulated atoms in the filament emit torsion signals at a higher frequency
to atoms on the side of the hair which RELAY the signal to the atoms on
the screen. Where signals arrive out of phase (Fig. 5), we have destructive
interference. Where they arrive in phase, we have constructive interference.
These signals are re-emitted along EM ropes interconnecting screen atoms
with the atoms that constitute the observer's eyes
Conclusions

Young's Slit Experiment can be
explained with classical physics (i.e.,
has a rational physical interpretation)
if we assume that light consists of
torque signals propagating along EM
ropes.