Line Most attempts by physicists to send particles faster than the speed of light involve a remarkable phenomenon called quantum tunneling, in which particles travel through solid barriers that appear (5) to be impenetrable. If you throw a ball at a wall, you expect it to bounce back, not to pass straight through it. Yet subatomic particles perform the equivalent feat. Quantum theory says that there is a distinct, albeit small, probability that such a particle (10) will tunnel its way through a barrier; the probability declines exponentially as the thickness of the barrier increases. Though the extreme rapidity of quantum tunneling was noted as early as 1932, not until 1955 was it hypothesized—by Wigner and (15) Eisenbud—that tunneling particles sometimes travel faster than light. Their grounds were calculations that suggested that the time it takes a particle to tunnel through a barrier increases with the thickness of the barrier until tunneling time (20) reaches a maximum; beyond that maximum, tunneling time stays the same regardless of barrier thickness. This would imply that once maximum tunneling time is reached, tunneling speed will increase without limit as barrier thickness (25) increases. Several recent experiments have supported this hypothesis that tunneling particles sometimes reach superluminal speed. According to measurements performed by Raymond Chiao and colleagues, for example, photons can pass through (30) an optical filter at 1.7 times the speed of light. The author of the passage mentions calculations about tunneling time and barrier thickness in order to
A.suggest that tunneling time is unrelated to barrier thickness B.explain the evidence by which Wigner and Eisenbud discovered the phenomenon of tunneling C.describe data recently challenged by Raymond Chiao and colleagues D.question why particles engaged in quantum tunneling rarely achieve extremely high speeds E.explain the basis for Wigner and Eisenbud’s hypothesis