Lawrence Krauss - The Greatest Story Ever Told--So Far

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by Why Are We Here (pdf)


  Yang proposed that this might be a general property for various

  elementary particles, which they suggested might come in pairs with

  opposite parity. They called this idea “parity doubling.”

  Such was the situation in the spring of 1956 when the

  International Conference on High Energy Physics, held every year at

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  the University of Rochester, took place. In 1956, the entire

  community of physicists interested in particle and nuclear physics

  could fit in a single university lecture hall, and these physicists,

  including all the major players, tended to gather at this annual

  meeting. Richard Feynman was sharing a room at the meeting with

  Marty Block. Being an experimentalist, Block was not as burdened by

  the possible heresy inherent in the suggestion that some force in

  nature was not blind to the distinction between left and right, and he

  asked Feynman if possibly the weak interaction governing the decays

  Powell observed might distinguish left from right. This would allow

  a single particle to decay to states of differing parity—meaning the

  tau and theta could both be the same particle.

  Block didn’t have the temerity to raise this question in the public

  session, but Feynman did, even though he privately thought this was

  extremely unlikely. Yang replied that he and Lee had thought about

  this, but so far nothing had come of the idea. Eugene Wigner, who

  would later win a Nobel Prize for elucidating the importance of such

  things as parity in atomic and nuclear physics, was also present, and

  he too raised the same question about the weak interaction.

  But to the victor go the spoils, and speculating about the possible

  violation of parity by a new force in nature that might distinguish left

  from right was different from demonstrating it. A month later Lee

  and Yang were at a café in New York, and they decided to examine

  all known experiments involving the weak interaction to see if any of

  them could dispel the possibility of parity violation. To their great

  surprise, they realized that not a single one definitively resolved the

  issue. As Yang later said, “The fact that parity conservation in the

  weak interaction was believed for so long without experimental

  support was very startling. But what was more startling was the

  prospect that a space-time symmetry law which the physicists have

  learned so well may be violated. This prospect did not appeal to us.”

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  To their credit, Lee and Yang proposed a variety of experiments

  that could test the possibility that the weak interaction distinguished

  right from left. They suggested considering the beta decay of a

  neutron in the nucleus of cobalt-60. Because this radioactive nucleus

  has nonzero spin angular momentum—i.e., it behaves as if it is

  spinning—it also acts like a little magnet. In an external magnetic

  field the nuclei will line up in the direction of the field. If the

  electron emitted when a neutron in the nucleus decays preferentially

  ends up in one hemisphere instead of another, this would be a sign

  of parity violation, because in the mirror the electrons would end up

  in the opposite hemisphere.

  If this was true, then at a fundamental level, nature would be able

  to distinguish right from left. The human-created distinctions

  between them (i.e., sinister versus good) would not then be totally

  artificial. Thus the world in a mirror could be distinguished from the

  real world, or, as Richard Feynman poetically put it later, we could

  use this experiment to send a message to tell a Martian what

  direction is “left”—say, the hemisphere where more electrons were

  observed to emerge—without drawing a picture.

  At the time, this was viewed as such a long shot that many in the

  physics community were amused, but no one ran out to perform the

  experiment. No one, that is, except Lee’s colleague at Columbia the

  experimentalist Chien-Shiung Wu, known as Madame Wu.

  Even as we bemoan today the paucity of female physicists trained

  at American institutions, the situation was much worse in 1956.

  After all, women weren’t even admitted as undergraduates at Ivy

  League institutions until the late 1960s. Almost thirty years after Wu

  arrived from China to study at Berkeley in 1936, she noted in a

  Newsweek article about her, “It is shameful that there are so few

  women in science. . . . In China there are many, many women in

  physics. There is a misconception in America that women scientists

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  are all dowdy spinsters. This is the fault of men. In Chinese society, a

  woman is valued for what she is, and men encourage her to

  accomplishments—yet she remains eternally feminine.”

  Be that as it may, Wu was an expert in neutron decay and became

  intrigued by the tantalizing possibility of searching for parity

  violation in the weak interaction after learning of it from her friends

  Lee and Yang. She canceled a European vacation with her husband

  and embarked on an experiment in June, one month after Lee and

  Yang had first thought of the problem, and by October of that year—

  the same month Lee and Yang’s paper appeared in print—she and

  several colleagues had assembled the apparatus necessary to do the

  experiment. Two days after Christmas of that year they had a result.

  In modern times particle physics experiments might take decades

  from design to completion, but that was not the case in the 1950s. It

  was also a time when physicists apparently didn’t bother to take

  holidays. Despite its being the yuletide, the Friday “Chinese Lunches”

  organized by Lee continued, and the first Friday after New Year’s

  Day Lee announced that Wu’s group had discovered that not only

  was parity violated, but it was violated by the maximum amount

  possible in the experiment. The result was so surprising that Wu’s

  group continued their work to ensure they weren’t being fooled by

  an experimental glitch.

  Meanwhile, Leon Lederman and colleagues Dick Garwin and

  Marcel Weinrich, also at Columbia, realized that they could check

  the result in their experiments on pion and muon decays at

  Columbia’s cyclotron. Within a week, both groups, as well as Jerry

  Friedman and Val Telegdi in Chicago, independently confirmed the

  result with high confidence, and by mid-January 1957 they

  submitted their papers to the Physical Review. They changed our

  picture of the world forever.

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  Columbia University called what was probably the first press

  conference ever announcing a scientific result. Feynman lost a $50

  bet, but Wolfgang Pauli was luckier. He had written a letter from

  Zurich on January 15 to Victor Weisskopf at MIT betting that Wu’s

  experiment would not show parity violation, not knowing that the

  experiment already had. Pauli exclaimed in the letter, “I refuse to

  believe that God is a weak left-hander,” demonstrating an interesting

  appreciation for baseball as well. Weisskopf, who by then knew of

  the actual result, was too kind to take the bet.
/>   Upon hearing the news, Pauli later wrote, “Now that the first

  shock is over, I begin to collect myself.” It really was a shock. The

  idea that one of the fundamental forces in nature distinguished

  between right and left flew in the face of common sense, as well as of

  much of the basis of modern physics as it was understood then.

  The shock was so great that, for one of the few times in the

  history of the Nobel Prizes, Nobel’s will was actually carried out

  properly. His will stipulates that the prize should go to the person or

  persons in each field whose work that year was the most important.

  In October of 1957, almost exactly a year from the publication of Lee

  and Yang’s paper, and only ten months after Wu and Lederman

  confirmed the notion, the thirty-year-old Lee and the baby-faced

  thirty-four-year-old Yang shared the Nobel Prize for their proposal.

  Sadly, Madame Wu, known as the Chinese “Madame Curie,” had to

  be content with winning the inaugural Wolf Prize in Physics twenty

  years later.

  Suddenly the weak interaction became more interesting, and also

  more confusing. Fermi’s theory, which had sufficed up to that point,

  was roughly modeled after electromagnetism. We can think of the

  electromagnetism interaction as a force between two different

  electric currents, each corresponding to the two separate moving

  electrons that interact with each other. The weak interaction could

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  be thought of in a somewhat similar way, if in one current a neutron,

  during the interaction, converts into a proton, and in the other

  current is an outgoing electron and neutrino.

  There are two crucial differences, however. In Fermi’s weak

  interaction the two different currents interact at a single point rather

  than at a distance, and the currents in the weak interaction allow

  particles to change from one type to another as they extend through

  space.

  While electromagnetic interactions are the same in the mirror as

  they are in the real world, if parity is violated in the weak interaction,

  the “currents” involved would have to have a “handedness,” as Pauli

  alluded, as for example a corkscrew or pair of scissors has, so that

  their mirror images will not be the same.

  Parity violation in weak interactions would then be like the social

  rule that we always shake hands with our right hand. In a mirror

  world, people would always shake with their left hand. Thus, the real

  world differs from its mirror image. If the currents in the weak

  interaction had a handedness, then the weak interaction could

  distinguish right from left and in a mirror world would be different

  from the force in the world in which we live.

  A great deal of work and confusion resulted as physicists tried to

  figure out precisely what types of new possible interaction could

  replace Fermi’s simple current-to-current interaction, in which no

  apparent handedness could be attributed to the particles involved.

  Relativity allowed a variety of possible generalizations of Fermi’s

  interaction, but the results of different experiments led to different,

  mutually exclusive mathematical forms for the interaction, so it

  appeared impossible that one universal weak interaction could

  explain all of them.

  Around the time when the first experimental results on neutron

  and muon decay had come out suggesting that parity violation was

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  as large as it could be, a young graduate student at the University of

  Rochester, George Sudarshan, began exploring the confused

  situation and came up with what eventually was the correct form of

  a universal interaction that could replace Fermi’s form—something

  that also required that at least some of the experimental results at

  the time were wrong.

  The rest of the story is a bit tragic. At the Rochester conference

  three months after the parity-violation discovery, and a year after

  Lee and Yang had presented their first thoughts on parity doubling,

  Sudarshan asked to present his results. But because he was a

  graduate student, he wasn’t allowed. His supervisor, Robert Marshak,

  who had suggested the research problem to Sudarshan, was by then

  preoccupied with another problem in nuclear physics and chose to

  present a talk on that subject at the meeting. Another faculty

  member, who was asked to mention Sudarshan’s work, also forgot.

  So all of the discussion at the meeting on the possible form of the

  weak interaction ended up leading nowhere.

  Earlier, in 1947, Marshak had been the first to suggest that two

  different mesons were discovered in Cecil Powell’s experiments—

  with one being the particle proposed by Yukawa, and the other being

  the particle now called a muon. Marshak was also the originator of

  the Rochester conferences and probably felt it would show

  favoritism to allow his own student to speak. In addition, since

  Sudarshan’s idea required at least some of the experimental data to

  be wrong, Marshak may have decided it was premature to present it

  at the meeting.

  That summer Marshak was working at the RAND Corporation in

  Los Angeles and invited Sudarshan and another student to join him.

  The two most renowned particle theorists in the world then,

  Feynman and Murray Gell-Mann, were at Caltech, and each had

  become obsessed with unraveling the form of the weak interaction.

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  Feynman had missed out on the discovery of parity violation by

  not following his own line of questioning, but had since realized that

  his work on quantum electrodynamics could shed light on the weak

  interaction. He desperately wanted to do this because he felt his

  work on QED was simply a bit of technical wizardry and far less

  noble than unearthing the form of the law governing another of the

  fundamental interactions in nature. But Feynman’s proposal for the

  form of the weak interaction also appeared to disagree with

  experiments at the time.

  Over the 1950s, Gell-Mann would produce many of the most

  important and lasting ideas in particle physics from that time. He

  was one of two physicists to propose that protons and neutrons were

  made of more fundamental particles, which he called quarks. He had

  his own reasons for thinking about parity and the weak interaction.

  Much of his success was based on focusing on new mathematical

  symmetries in nature, and he had used these ideas to come up with a

  new possible form for the weak interaction as well, but again his idea

  conflicted with experiment.

  While they were in LA, Marshak arranged for Sudarshan to have

  lunch with Gell-Mann to talk about their ideas. They also met with

  an eminent experimentalist, Felix Boehm, whose experiments, he

  said, were now consistent with their ideas. Sudarshan and Marshak

  learned from Gell-Mann that his ideas were consistent with

  Sudarshan’s proposal, but that at best Gell-Mann was planning to

  include the notion in one paragraph of a long general paper on the

  weak interaction.

  Mean
while, Marshak and Sudarshan prepared a paper on their

  idea, and Marshak decided to save it for a presentation at an

  international conference in Italy in the fall. Learning of the new

  experimental data from Boehm, Feynman decided—rather excitedly

  —that his ideas were correct and began to write a paper on the

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  subject. Gell-Mann, who was competitive in the extreme, decided he

  too should write up a paper since Feynman was writing one.

  Eventually their department chairman convinced them they needed

  to write their paper together, which they did, and it became famous.

  Although the paper had an acknowledgment to Sudarshan and

  Marshak for discussions, their paper appeared later in the conference

  proceedings and could not compete for the attention of the

  community.

  Later, in 1963, Feynman, who tried to be generous with ideas,

  publicly stated, “The . . . theory that was discovered by Sudarshan

  and Marshak, publicized by Feynman and Gell-Mann . . .” But it was

  too little, too late. It would have been hard in the best of times to

  compete in the limelight with Feynman and Gell-Mann, and

  Sudarshan had to live for years with the knowledge that the

  universal form of the weak interaction, which two of the world’s

  physics heroes had discovered, was first proposed—and with more

  confidence—by him.

  Sudarshan’s theory, as elucidated beautifully in Feynman and

  Gell-Mann’s paper, became known as the V-A theory of the weak

  interaction. The reason for the name is technical and will make

  more sense in coming chapters, but the fundamental idea is simple,

  though it sounds both ridiculous and meaningless: the currents in

  the Fermi theory must be “left-handed.”

  To understand this terminology, recall that in quantum

  mechanics elementary particles such as electrons, protons, and

  neutrinos have spin angular momentum—they behave as if they are

  spinning even though classically a point particle without extension

  can’t be pictured as spinning. Now, consider the direction of their

  motion and pretend for a moment the particle is like a top spinning

  around that axis. Put your right hand out and let your thumb point

  in the direction of the particle’s motion. Then curl your other fingers

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  around. If they are curling in the same (counterclockwise) direction

 

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