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1. Preface
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Dissertation Alexandre Nentchev
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List of Tables
Contents
List of Figures
4.1.
Triangular element.
4.2.
Barycentric coordinates outside a triangular element.
4.3.
Two-dimensional domain transformation.
4.4.
Node and element numbering in a discretized domain.
4.5.
Homogeneous Neumann boundary conditions on the outer boundary.
4.6.
The outer region is cut off.
4.7.
Tetrahedral element.
4.8.
Three-dimensional domain transformation.
5.1.
The inductor inside the simulation domain in Fig.
<
5.2
>
.
5.2.
The entire simulation domain.
5.3.
Inside view of the simulation domain in Fig.
<
5.2
>
.
5.4.
The conductor entry.
5.5.
The shape function along Edge
.
5.6.
The shape function along Edge
.
5.7.
The sum of all shape functions in the tetrahedron.
5.8.
The shape function along Edge
.
5.9.
The sum of the shape functions in the triangle.
6.1.
The simulated coaxial structure.
6.2.
Current density distribution.
6.3.
Magnetic field.
6.4.
Current density distribution at low frequency.
6.5.
Current density distribution at
GHz.
6.6.
Current density distribution at
GHz.
6.7.
Current density distribution at
GHz.
6.8.
Magnetic field distribution at low frequency.
6.9.
Magnetic field distribution at
GHz.
6.10.
Magnetic field distribution at
GHz.
6.11.
Magnetic field distribution at
GHz.
6.12.
The simulation domain.
6.13.
The generated mesh.
6.14.
Surface view of the current density [A/m
] distribution at
MHz.
6.15.
Surface view of the current density [A/m
] distribution at
GHz.
6.16.
Current density distribution at
GHz.
6.17.
Magnetic field distribution [A/m] at
GHz.
6.18.
Current density distribution in the via at
MHz.
6.19.
Current density distribution in the via at
GHz.
6.20.
Current density [A/m
] distribution in the substrate at
GHz.
6.21.
Magnetic field [A/m] in the substrate at
GHz.
6.22.
An interconnect bus.
6.23.
The simulation area.
6.24.
The electrodes in the simulation area.
6.25.
The electric potential distribution with x periodicity.
6.26.
The iso faces of the electric potential distribution with x periodicity.
6.27.
The electric potential distribution without periodicity.
6.28.
The iso faces of the electric potential distribution without periodicity.
A.1.
Two-dimensional domain transformation.
A. Nentchev: Numerical Analysis and Simulation in Microelectronics by Vector Finite Elements