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accuracy and choose between speci c two-dimensional (2D) models versus the general three-dimensional (3D) inductance models Advocates of the 2D models insist that the return currents are equal and opposite to the interconnection currents and the inductances can therefore be extracted by using simpler 2D models which greatly limit the complexity of the problem by using several approximations and hence are more computer ef cient though less accurate The users of the 2D models assert that the sensitivity of a signal waveform is rather low to errors in the inductance values, particularly for the propagation delay and rise time analyses It is claimed that the errors in propagation delay and rise times are below 94 and 5.

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9%, respectively, assuming a 30% relative error in the extracted inductance values and that this level of error may be acceptable when compared to the corresponding errors of 51 and 71% in propagation delay and rise times when using an RC model, that is, without using the inductances at all On the other hand, the 3D model advocates claim that the return current paths in ICs are fundamentally unknown and employ sophisticated analysis methods to cope with the increased complexity of these models which are more accurate though less computer ef cient The biggest advantage of 3D modeling techniques lies in the fact that they provide a way to go around the need to know the current return paths a priori.

Comment:

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The 3D eld solvers employ nite-difference or nite-element methods to the governing Maxwell equations which represent one of the most elegant and concise ways to state the fundamentals of electricity and magnetism Starting from the Maxwell equations, one can develop the working relationships in terms of the electric and magnetic elds or the current density distributions in a complex IC interconnection layout This approach generates a global 3D mesh for all parts of the interconnection structure and the surrounding space, causing the number of unknowns to increase dramatically There are many commercially available 3D eld solvers for inductance extraction in the market The exact analysis and extraction methods employed in these solvers may vary widely, but the underlying principles are almost always based on the steps mentioned above..

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