Trim Time Reduction in Analog/RF ICs
Based on Inter-Trim Correlation
V. A. Niranjan
*
, D. Neethirajan
*
, C. Xanthopoulos
†
, E. De La Rosa
‡
, C. Alleyne
‡
, S. Mier
‡
and Y. Makris
*
*
The University of Texas at Dallas, 800 W. Campbell Rd., Richardson, TX, 75080, USA
†
Advantest America, 12301 Riata Trace Pkwy, Austin, TX 78727, USA
‡
Qualcomm Technologies Inc., 5775 Morehouse Dr., San Diego, CA 92121, USA
Abstract—Post-fabrication performance calibration, a.k.a.
trimming, is an essential part of analog/RF IC manufactur-
ing and testing. Its objective is to counteract the impact of
process variations by individually fine-tuning the performance
parameters of every fabricated chip so that they meet the
design specifications and, thereby, to ensure both high yield
and high performance. The prevalent trimming process currently
employed in industry involves a search algorithm which consists
of repeated digital trim-code selection and measurement in order
to optimize the trimmed performance. With hundreds of trims
commonly performed on contemporary analog/RF chips, this
process becomes overly expensive. In this work, we discuss a
machine learning-based approach that ameliorates this problem
by leveraging inter-trim correlation. Specifically, our method
relies on effectively trained regression models which use the
measurements obtained through an intelligently selected and
conventionally performed subset of trims, in order to accurately
predict the optimal trim codes for the omitted trims. Thereby, as
corroborated using data from an actual analog/RF IC currently
in production, trim time can be drastically reduced without
significantly affecting the accuracy of the selected trim codes.
I. I NTRODUCTION
The continuous scaling of minimum feature sizes in con-
temporary semiconductor manufacturing technologies, which
seeks to enable more compact yet more powerful integrated
circuits (ICs), has introduced increasingly profound process
variation and, by extension, new challenges in the IC design,
fabrication and test process. Analog/RF ICs, in particular, have
been faced with the challenge of a wider and less controlled
distribution of fabricated chip performances due to process
variation which, in turn, increases the likelihood of chip
performances falling outside their design specification range
and resulting in excessive yield loss. As a countermeasure,
analog/RF designers have traditionally resorted to conserva-
tive margins in order to mitigate the risk, thereby leaving
performance on the table. Recently, however, in an effort to
achieve high performance through aggressive design while,
at the same time, ensuring high yield despite the increased
process variation of the latest technology nodes, the concept
of post-fabrication performance calibration, or trimming, has
been extensively explored [1]–[15].
Trimming methods rely on “tuning knobs,” i.e., circuitry
which can be introduced in the design and individually tuned
for each fabricated chip after manufacturing, in order to
counteract the impact of process variation and bring the per-
formances of the chip not only within the design specifications
but also as close to their optimal value as possible. Once the
appropriate setting for each such tuning knob is decided, it is
saved on-chip, usually as a digital code stored in non-volatile
or one-time programmable memory. This trimming process is
typically performed during manufacturing testing and results
in each chip having its own set of trim codes that optimize its
performances. In this way, high yield and high performance
can be simultaneously achieved.
The actual trimming process, however, is a rather challeng-
ing and time-consuming. Indeed, the relation between knob
positions (i.e., trim codes), process variation and analog/RF
IC performances is quite complex. Therefore, industrially
deployed and practiced solutions involve worst-case exhaustive
algorithms which carry out a directed (usually linear or binary)
search in the space of possible trim codes, measuring the
target performance for each selected trim code and terminating
the search when a target criterion (i.e., performance value)
has been reached or when there are no more code options
to try. Considering the realities of analog/RF IC testing,
which involve expensive instrumentation and lengthy setup
and settle times, the duration and cost of such an iterative trim
code search process becomes quickly quite onerous. Solutions
which can reduce the burden of trim code selection without
significantly impacting the quality of the chosen trim codes
are, therefore, highly desired.
To this end, a variety of approaches have sought to leverage
the power of statistical and machine learning methods, along
with the correlation amongst continuous measurements in
analog/RF ICs, in order to accelerate the process of post-
production performance trimming. Specifically, based on the
general concepts of alternate test [16] and machine learning-
based test [17], numerous statistical trimming methods have
been proposed in the literature, using simple measurements
from either intrusive or non-intrusive on-chip sensors. Broadly,
these methods can be divided into iterative test-&-tune [8],
[11], [14] and one-shot [1], [9], [13], [18] approaches. Iterative
test-&-tune solutions typically perform a directed search, each
time selecting a new trim code and repeating the low-cost mea-
surements through which they predict (using trained statistical
models) the performances that are being trimmed, ultimately
seeking to optimize a target criterion in the space of device
performances. One-shot solutions, on the other hand, share the
same objective yet use only one set of low-cost measurements
for a single trim code in order to build statistical models which
enable prediction of the final trim code for a device.
Along a different direction to trim cost reduction, the
method in [19] uses a lookup table to estimate the trim code,
followed by a linear search in the vicinity of the estimated
trim code to arrive at the optimal trim code. In [20], the trim
978-1-6654-1949-9/21/$31.00 ©2021 IEEE
2021 IEEE 39th VLSI Test Symposium (VTS) | 978-1-6654-1949-9/20/$31.00 ©2021 IEEE | DOI: 10.1109/VTS50974.2021.9441034
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