We are almost there. Although the green glowing
device my group built in 2001 in our laboratory—which
is part of STMicroelectronics NV, the Geneva-based
semiconductor giant—did not emit light that was
coherent, collimated, and monochromatic (it wasn't a
laser, in other words), as a light emitter, it did match
the efficiency of conventional LEDs fabricated from
III-V semiconductors. Since then, we've been working to
make our LEDs more laserlike, and we believe an
electrically powered silicon laser—with all that means
for computing and communications—is finally within
reach.
Silicon is a lousy light
emitter. To understand why, you need to know
something about its electronic energy structure. In a
typical semiconductor, the regular, repeating
arrangement of atoms in its crystalline form results in
distinct bands of closely spaced energy levels; these
are the allowable energy states of the crystal's
electrons. In between those bands are gaps where
electrons cannot exist. For most practical purposes,
only two bands really matter: the valence band, which
contains the energy levels normally occupied by
electrons, and the band immediately above it [see
illustration, "Mind the
Gap"]. The upper band is called the
conduction band, because electrons energetic enough to
reach it become mobile and free to accelerate under the
influence of an electric field, thereby constituting an
electric current. The difference in energy between the
top of the valence band and the bottom of the conduction
band is known as the band gap.
Normally, electrons occupy the valence band, but give
them the right dose of heat, light, or voltage, and they
will jump to the conduction band, leaving behind
something called a hole, which is basically the absence
of an electron in the crystal lattice. However, this
electron/hole pair—an exciton—is a fleeting thing;
sooner or later, the electron falls back to the valence
band and recombines with a hole. Because energy is
always conserved, this recombination of an electron and
a hole is accompanied by the emission of a particle,
preferably a photon, whose energy matches the difference
between the conduction band and the valence band—the
bandgap energy.
Energy, however, is not the whole story. Electrons
also have momentum, and when an electron/hole pair is
created—or destroyed by recombination—both energy and
momentum are conserved. In direct-bandgap
semiconductors, such as gallium arsenide, it happens
that the maximum energy in the valence band and the
minimum energy in the conduction band occur at the same
value of electron momentum. With these direct-bandgap
materials, an electron that has been excited into the
conduction band can easily fall back to the valence band
through the creation of a photon whose energy exactly
matches the bandgap energy. Photons lack momentum, so
it's a straight swap: all the energy of the bandgap jump
goes into the photon.
That is essentially how any ordinary III-V
light-emitting diode works. The key component of an LED
is a p-n junction, a division in a semiconductor that
separates a region rich in conduction-band electrons
(n-type material) from one that is rich in valence-band
holes (p-type material). Applying a negative voltage to
the n-type side pushes the electrons across the junction
and into the holes, and vice versa. They recombine and
emit photons. The ratio of generated photons to the
electrons injected across the junction is called the
quantum efficiency, a key measure of how well a light
emitter is working. For high-performance III-V LEDs, the
efficiency is around 10 percent.
A III-V diode laser is based on essentially the same
principles, but it requires a few extra features. The
active area around the junction where the electrons and
holes recombine is made smaller, to concentrate the
recombination, and the opposite ends of the
recombination region are made reflective. Photons bounce
between the reflective ends, colliding with atoms and
stimulating the emission of additional photons that are
in phase with the others in the region. In a laser, the
concentrated, active region bounded by the reflective
ends is known as the resonant cavity.
Things are not so simple for silicon and many other
semiconductor materials. The main problem is that their
crystal structure results in what's called an indirect
band gap. The minimum energy in the conduction band and
the maximum energy in the valence band occur at
different values of electron momentum. That means an
electron in the conduction band can recombine with a
hole in the valence band to produce a photon only if a
source of momentum of just the right magnitude, such as
a vibration in the crystal lattice—a phonon—is
present. The probability that a phonon with just the
right amount of momentum will meet an electron/hole pair
in a silicon crystal is not very good. In fact, the
occurrence of a photon-generating transition in a III-V
material is thousands of times more likely than that of
such a transition in silicon.
So in silicon, few excited electrons generate
photons, most recombinations result in heat rather than
light, and the quantum efficiency is terrible.
Faced with those
problems, researchers have been pushing two
strategies in their quest to get light out of silicon.
One scheme is based on a curious effect called quantum
confinement. That occurs when an electron/hole pair is
physically restricted to a small area, typically less
than 30 square nanometers, or 300 times the size of a
typical atom. Embedding nanocrystals of silicon within
an insulating silicon dioxide layer is one way to make
such quantum cages. Within a nanocrystal, the energy
levels of the valence and conduction bands differ
significantly from those in bulk crystal. In general,
the smaller the nanocrystal, the bigger the band gap,
opening up the possibility of tuning a device's optical
properties by fine control of the nanocrystal's growth
during the manufacturing process. Best of all, quantum
confinement reduces silicon's momentum problem,
increasing the probability that injected electrons will
produce photons.
The other idea scientists have pursued is to sidestep
silicon's bandgap problems by having another material,
embedded within the silicon device, emit the light.
That's done by seeding the silicon with lanthanide
rare-earth-element ions, which tend to give off light
when electrically excited. Some of these, those with
atomic numbers from 58 (cerium) to 71 (lutetium), form a
group with similar chemical characteristics. The
elements' particular electronic configuration is such
that if you put them in another material (silicon or
silicon dioxide, say), their electronic properties are
not much influenced by the host material's quirks (say,
low light emission).