Number 645, July 9, 2003
by Phillip F. Schewe, Ben Stein, and James Riordon
Ultra-intense Light Filaments
Ultra-intense light filaments have successfully been sent through
laboratory
"fog" that approximates atmospheric conditions. This is an
important step which should benefit several laser applications, such
as free-space laser communication, monitoring of pollution, and range
finding (see figure).
Open-air laser light shows feature bright beams seemingly traveling
interminably through the sky. But in general water droplets are an
avid absorber of laser light. Now a group of physicists at the Universite
Claude Bernard Lyon in France have used ultra intense (1014
watts/cm2), ultrashort (120 femtosecond) laser pulses to
create "light filaments," streaks of light only 150 microns
wide but hundreds of meters long, which can propagate through an
artificial
cloud of water droplets without losing much energy. The filaments form
up through two competing nonlinear optical effects: the "Kerr
effect"
in which high intensity light modifies the index of refraction in the
transmission medium (in this case air and water vapor) in such a way
as to cause self-focusing; and the creation of a defocusing plasma
effect. The French researchers now plan to test their scheme in the
open atmosphere
under controlled conditions. (Courvoisier
et al., Applied Physics Letters, 14 July 2003; contact
Jean-Pierre Wolf, 04072-43-13-01)
"Mottness" Might Help to Explain
Cuprate Behavior
One of the biggest problems in condensed matter physics is the effort
to understand the behavior of copper oxide (or cuprate for short)
superconductors.
One of the most studied materials in all of science, cuprates are layer
cakes consisting of copper-oxygen planes alternating with planes in
which other elements, such as strontium or lanthanum, are stocked in
varying ratios. For instance, the alternating layer might consist
entirely
of La, or it might contain 10% Sr. Like chefs looking for just the
right recipe of spices, physicists have tried different levels of
doping in
an effort both to understand the underlying physics and to enhance
the movement of electrons through their samples. At moderate doping
levels,
the cuprates are superconducting: moving electrons pair up and constitute
a resistance-less current of electricity. Ironically, the cuprates
are
much less hospitable to electricity at ultra-low doping levels. In
fact, they are insulators when they are not doped. A material's conductivity
is determined by the ease with which electrons can move around. In
a conductor, there is an abundance of free electrons. (Hotel analogy:
there are plenty of guests and plenty of hotel rooms.) In an ordinary
insulator electrons are bound two by two (the Pauli exclusion principle
insures that no two electrons, except those with opposite values of
spin, can occupy the same state) and there are very few if any free
electrons. (In an insulating hotel all the rooms are filled with two
guests, with no room for more guests.) In a Mott insulator (named
for
Sir Nevill Mott) conditions are even more inhospitable: all electron
energy states are filled with single electrons, and these interact
so
strongly as to preclude even the arrival of a second electron. (In
a
Mott hotel all the rooms are single rooms, and all are filled.). Many
scientists believe that one of the keys to understanding why the cuprates
are such good superconductors in the cold regime is to learn why they
are Mott insulators in the warm regime and how such physics manifests
itself when they are doped. One more oddity about the cuprates is the
issue of "pseudogaps." In a superconductor, the energy required
to break up a pair of electrons is termed the "energy gap."
But in the cuprates, a partial gap still persists even when superconductivity
is destroyed. Some have interpreted this as evidence that some pairs
can exist even when the material is warmed above its superconducting
transition temperature (see
figure). However, the pseudogap is observed in Mott insulators
that never became superconducting in the first place, indicating
that the
pseudogap is of a more general origin. Maybe there is more to superconductivity
than the pairing of electrons. (See Nature, 4 January 2001 for background
on this topic.)
Now, a new theory addresses the problem of cuprate superconductivity
by suggesting that the existence of the curious pseudogap behavior can
be explained by the same physics that makes cuprates Mott insulators.
Tudor Stanescu (Rutgers Univ) and Philip Phillips (Univ Illinois) argue
that "Mottness," involving the collective interaction among
many electrons, is still present even when some of the hotel rooms are
empty, to use the hotel analogy. They propose that the pseudogap arises
simply because transport of electrons in a doped Mott insulator will
still involve two electrons temporarily occupying the same site (the
same room in the hotel analogy). Such events remind the doped state
of its Mottness and this produces a pseudogap. They argue that such
an effect disappears when roughly 25% of the hotel rooms are vacant.
At such an occupancy rate, an electron can move, on average, throughout
a layer without the inhospitability of Mottness. (Tudor
Stanescu and Philip Phillips, Physical Review Letters, 4
July 2003; contact Philip
Phillips, 216-751-7348)
Semiconductors are Cool
One of the problems with electronic circuitry is what to do with heat
dissipation. One attempt to deal with this would be to improve the thermoelectrical
properties of the intrinsic circuitry material and use the material
to make coolers for on-site chilling. The conventional typical thermoelectric
materials, such as Bi2Te3, do not fit easily with the common integrated
circuit semiconductors----Si, GaAs, and InP---because of a mismatch
of the atomic spacing. Now, a group of scientists at the University
of Massachusetts at Amherst, with a colleague at the Hong Kong University
of Science and Technology, has tried to solve the problem by making
coolers using the GaAs-based material itself. With this approach they
have been able to bring about cooling of 0.8 degrees at a temperature
of 25 C and 2 degrees at a temperature of 100 C. (Zhang
et al., Applied Physics Letters, 14 July 2003; contact
Jizhi Zhang, 413-545-0712.