Contrast
ratio and insertion loss
A significant figure of merit for transmitter devices is the contrast ratio. This value
is calculated by dividing
the power in the “1” bit by the power in the “0” bit.
Ultimately the system should
be judged by its bit error rate (BER), the fraction of bits
that are incorrectly received. A relatively simple analysis
of the relationship of the BER
to the transmitter device demonstrates
that a higher contrast ratio is directly related
to a lower BER [3]. This calculation depends on the quantum nature of light and the Poisson nature of the shot noise of photons.
A higher contrast
ratio is always preferred, of course,
but a contrast
ratio of 3 dB is sufficient for
short distance interconnects. Improvements in BER
can also be achieved using a
low contrast ratio
transmitter by using differential signaling [4-6].
High contrast ratio is achieved primarily by sending a very low optical
power in the “0” bit.
For a modulator, it is also important to reduce the insertion loss which
corresponds to the loss of the device when sending
the “1” bit. A large insertion loss corresponds to a low transmitted power in the “1” bit state. The energy of
the laser must be deposited
in the modulator structure due to the large amount of absorption, and this
generates unwanted heating.
(The
absorption in the “0” state is unavoidable in a modulator structure
that achieves high contrast ratio.) In addition, this generally requires a higher power continuous wave (CW) laser source, simply because
the modulator itself absorbs a lot of the light. Ideally, insertion loss should be minimized in the modulator design process.
3.1.2.3 2D arrays of devices
CMOS chips are
planar structures
with the electronics
designed into the
top surface. Extracting the signals
in a direction normal (perpendicular) to that surface
greatly simplifies the geometry
of both the electrical and optical systems.
Furthermore,
the high aggregate bit rate of
the entire set of interconnects can be more easily achieved if
the devices can be accessed
in a surface-normal fashion
and can be fabricated in 2D arrays. Many
lasers and modulators have been
designed in 1D arrays using a waveguide geometry which makes sense for the telecom applications where only a few high speed signals are needed.
For optical interconnects
in internet routers,
so much data must be
transmitted that
2D arrays are, at the least,
highly desirable, if not necessary. The design of surface-
normal lasers and modulators is challenging because the
interaction volume between the light and the active layers is small, relative to a waveguide geometry.
(The active layers
are grown epitaxially in a relatively slow and
costly manner, precluding the growth
of thick layers. Thus, the total epitaxial
thickness is typically kept under a few microns. Furthermore, thick active layers in surface-normal devices are likely to necessitate high
drive voltages.) Conquering this geometrical limitation has been a focus of our research and our strategies will be described in Chapters 4 and 5.
Optical bandwidth/wavelength range
WDM systems require that specific wavelengths be utilized as the carrier waves.
In a
WDM interconnect, the
wavelengths of the laser sources must be tightly controlled.
An optical system that uses diffractive optics, such as in Refs.
[7, 8], may also be
sensitive to changes in wavelength. This requirement restricts both the designs
of the laser sources and the allowable temperature
variations. As a result, WDM systems utilize lasers designed with stringent
wavelength-dependent feedback elements and they must be kept under tight temperature
control. A modulator in a WDM system would ideally operate over a wide wavelength range.
Such
a device would modulate
any incoming
laser wavelength within the allowed band without stringent temperature control.
The laser sources would still have to
be temperature controlled, but they would exist in a separate location
and would not be heated by
the power dissipated in the CMOS chip. In addition, one laser source might be used
by many modulators by splitting a single laser
beam into many channels. Controlling this one laser source for n modulators is simpler
than controlling n lasers separately.
The
use of a modelocked “comb laser”
[9] may allow a single laser to generate a multiwavelength spectrum with
fixed spacing and a single thermal load to stabilize.
The optical system may be designed to use WDM or diffractive elements,
so a modulator with a wide wavelength range of
operation is highly preferable.
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