On Partitioned Simulation of Electrical Circuits

In this book, we provide analytical results and
methods for partitioned simulation of electrical
circuits. Special emphasis has been put on two
points. First, the analytical results should have
graph theoretical interpretations. This requirement
is based on the fact that the differential-algebraic
equations arising in circuit simulation are often
very large and badly scaled and do not allow an
analysis with standard tools from linear algebra. And
secondly, all methods shall work with standard
circuit simulation tools, such that these methods can
easily be included into existing software. The widely
used circuit simulation tool SPICE and the
corresponding netlist format have been used as
reference.

Autorentext
Falk Ebert studied applied mathematics at TechnischeUniversität Berlin and also got his Ph.D. there. He is working on differential-algebraic equations for electrical circuitsas well as for multi-body systems. He especially emphasizes oncoupled systems. Falk Ebert gives courses on numerical mathematicsand holds lectures at schools.

Klappentext
In this book, we provide analytical results andmethods for partitioned simulation of electricalcircuits. Special emphasis has been put on twopoints. First, the analytical results should havegraph theoretical interpretations. This requirementis based on the fact that the differential-algebraicequations arising in circuit simulation are oftenvery large and badly scaled and do not allow ananalysis with standard tools from linear algebra. Andsecondly, all methods shall work with standardcircuit simulation tools, such that these methods caneasily be included into existing software. The widelyused circuit simulation tool SPICE and thecorresponding netlist format have been used asreference.