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Time domain and steady-state sensitivity of periodic switched networks to element changes

✍ Scribed by Zhu, L.; Vlach, J.; Valsa, J.


Book ID
101225251
Publisher
John Wiley and Sons
Year
1999
Tongue
English
Weight
125 KB
Volume
27
Category
Article
ISSN
0098-9886

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✦ Synopsis


Switched periodic networks are widely used in power engineering and sensitivities of their steady-state to element changes are of interest to the designers. The paper develops a method to obtain steady-state sensitivities for networks in which semiconductor and other switching devices are modelled as ideal short circuits without additional elements. Such modelling has the advantage that switching transients need not be calculated and correct initial conditions after switching are obtained with only four integration steps. It is also shown that sensitivities need not be calculated during the process of reaching the steady-state. Once the steady-state is available, integration over two additional periods is su$cient to provide time domain steady state sensitivity to the element changes.


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The analysis of networks with time-varying elements is more complicated than the analysis of networks with constant elements. Frequency domain analysis methods are well established for the analysis of timeinvariant networks. Since the complete solution can be computed for only a very narrow class of