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List of Figures
2.1 Graph of the module dependencies in the
SIESTA
framework.
2.2 Graphical User Interface of the queue manager module with the available hosts and the queued jobs.
3.1 The example points of a
Screening Analysis
with three input parameters.
3.2 The example points of a
Full Factorial
design with three input parameters.
3.3 The example points of a
Central Composite Circumscribed
design with three input parameters.
3.4 Positions of the four design points in the subspace spanned by p1 and p2.
3.5 Structure of the Design of Experiments program with transformations.
3.6 Structure of the Response Surface Methodology program with transformations.
3.7 Integration of the statistical analysis tools into the framework.
3.8 Experiment file for the DoE.
3.9 Model file for the extraction of the drain current (
"analyze.mod"
).
3.10 Input deck for the
MINIMOS-NT
device simulator (
"mmnt.ipd"
).
4.1 Structure of a least-squares problem.
4.2 Transformation for the bound constraints.
4.3 Example of an MDL file.
4.4 Structure of a general nonlinear optimization problem with equality and inequality constraints.
4.5 Evaluation function linked to the optimizer executable.
4.6 Binding of external model functions.
4.7 Structure of the code for parallel execution.
4.8 Parallelized gradient evaluation and initialization file handling.
4.9 Triggering of checkpoints.
4.10 The experiment file describes the calibration task.
4.11 The submodel evaluates the fitted model function.
4.12 The module file describes the model analyzed in the calibration task.
4.13 Values for
a2
and
a3
.
4.14 Values for
a1
.
4.15 The experiment file describes an optimization with nonlinear constraints.
4.16 The model file describes the model function.
4.17 Values for the independent parameters
x
and
x
.
4.18 Values for the target function
f
and the constraint
constraint1
.
4.19 GUI of the
SIESTA
optimization module.
4.20 Interactions between the optimizer and the framework. By means of
stdin
,
stdout
, and
stderr
redirection the optimization protocol is established.
5.1 Cross section of the analyzed Vertical Double-diffused Metal Oxide Semiconductor transistor.
5.2 Main steps for solving the optimization problem.
5.3 Structure of the optimization task using DoE and RSM.
5.4 Response surface of the target function.
5.5 Net-doping concentration (in
) of the optimized VDMOS transistor.
5.6 Structure of the model evaluated in one optimization loop.
5.7 Experiment file for the device optimization with nonlinear constraints.
5.8 Module file describing the model evaluated during the optimization.
5.9 Module file describing the device generation.
5.10 Module file describing the device characterization.
5.11 Two dimensional analytical acceptor and donor doping profile of the optimized NMOS transistor.
5.12 Analytical acceptor and donor doping profiles of the optimized NMOS transistor.
5.13 Structure of the first part of the inverse modeling task.
5.14 Structure of the second part of the inverse modeling task.
5.15 Analytical doping profiles of the generated device.
5.16 Donor doping delivered by
Tsuprem4
.
5.17 Fitted analytical donor doping profile.
5.18 Id-Vd curve of the
device for
,
, and
.
5.19 Id-Vg curve of the
device for
and
.
5.20 Id-Vd curve of the
device for
,
, and
.
5.21 Id-Vg curve of the
device for
and
.
5.22 Id-Vd curve of the
device for
,
, and
.
5.23 Id-Vg curve of the
device for
and
.
5.24 C/V curve of the
device.
5.25 GUI of the
SIESTA
optimize
module.
A.1 Variable assignment, sections and inheritance in the Input Deck Programming Language.
D.1 Command line options of the
vdoe
program.
D.2 Syntax of the
vdoe
input deck.
D.3 Example of a CCC design with two control parameters.
E.1 Command line options of the
vrsm
program.
E.2 Syntax of the
vrsm
input deck.
E.3 Example of a Response Surface Methodology description.
F.1 Command line options of the
lmmin
program.
F.2 Possible Input Deck Programming Language settings of the
lmmin
program.
G.1 Additional Input Deck Programming Language options of the
mlmmin
program.
G.2 A example of an
MDL
file.
H.1 Command line options of the
donopt
program.
H.2 Possible Input Deck Programming Language settings of the
donopt
program.
R. Plasun